Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
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What scanning plane does this image belong to?
Transverse Plane
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Which part of the human body is the organ located in the image?
Head
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Where is the brain stem in this image?
Center
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"
What organ system is pictured?
Head
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"
What organ is the on the right of the image?
Left Temporal Lobe
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Does the humerus head exist in this picture?
No
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qtzc28OsXVxPHbxTw2drFEVKxPC2HlRdyglssBkkbFw/Py9RrCXN9okep6vGk8k2oSJOtpEqSFsFAZREu5DnZsUgEAEfKAM8Xrekya9b6lp+i6hFZWVmZ7i5NpuMtwxkj3ReX8iIcozAOcBUXILfPQBuf2hpUOkQ2dvfWEckc6X1np5lWWBdryoFkZ5fLjC7VXjACuFJXJFc7deJLq8vbmK5s2gkTcsVrM8eIvMnGFTy0LAbAx4AG5wMcb6v2uoWcupzaFYxtdLZkxm9upI3ntwqZOHbiSNm4UL18oBWJINZeleErjxDol3Lpd0l7cT3Tw6lLdxx/aIWilwThCAkSq8gEa/Nl1xkKcgHN3Vtqmu+L7plutIt4ppTNHY3cTMVYuRcW7+bFhsIyEggABMY2ls+rfDX9pHwB+wZ4S1v406Z4evhrKW95pum6xottDLd6W0uxle1N4DFE4UMVlETNiRiq8ADym0fUfD+rRWeuXj3aQxpELfzfs0UnmhfMZnJXcoG4MFLNtAyDuq9qMfhb4m6D4t+HL3t9aobKOHTHvIMi4uR5fmFtrDdI0Mb4cfKFwq5xmgD5A8R/CDxf+1p42uPFP/CzfFsmm+KtVkum8VfEzVzd317PPx50zhQ0rM0eFUNg5yeSFPoP7Pf7Cv7MHgL45+B/Ef7Ud1ceNvh9p+uJN460XSbm6gmltDNskRHiZWVQSCVVlZwDiRckr3Xhzw9b6Bpltob28cl5Bpnk20D2sxRIYMBGUIC27eBuwQWLPjdvBPVX2k3N94addYs2uJI4U+0bwsMN1hGMdvjrCH3M24HBMfbDEgHnP7aX7Df7FXjH9pLxb41/Y30HU9I+HFylt/wjHhy81Jpbq2maJWZQGLOIGZsKXeR1AyGIGa9c/wCCR/7afxp/Zs+JD/speKNQi0KTUtImsoSZY2sfE9uYHQW97AnyyOIgBBcjDqXCE7XOeIvDrGh6xb6po9pIZrvU3hFxt3SwNJFEqBymAyBROMZwmVww3nCeIPCLXej6V4j0MXVnq9pciDT7pZp5mR1Mk2UlUh0GS7K+ediEbaAPb/G2maVdeJNUuYvtNnqNlebPsepqiyzrJLH5sIUYPzSNEq5HWNj15GL4Ggsb3xLqvha7Se3vDdCKwKSSKPORzJ8+xyQPM5AXjEjH+9jf8QeL7P4maVoPxQRQur3unw3PiC5uFeQo6DYzHcQUkYQrJvO45cMw5rU+Gnwj0PxHqN3431jWLOz0mC6eVxdTMJb0tCgjQRpt2s7MVBUfL5jHPzZoAp/EXT/FkviPy3tL2zuLCTyHtGeHzpcrCrxLGQANmW+VemwjBwMaemwwJY2HjSbQoLS6iaOGQrHHcJGflUuAgwSdyc5+UE8nOatWlvNr2v3uvDTrq2ghEstxPdWu9LiWUlAAADhWIKBV4LYJYncKT4b+Hhrj3mkDUZBbXEifZLaIK/R2ck4LMNrO6hcluFX+EUAd74A/4lXiKfx74Y0bSyzoJZb3duKXChCJMbi0Ls5ZgoXOU68c/uN8M/GOn/EXwjp/jvSdcjurfULCEmK3ZWhilGTIVO3dklsEMcYRcAZJP4ofC/TtJ8M6g2k65cRXc87iTUBFJ8luFGwyggYwXLfKzNjB4BJr74/4KFftTfGv/gnz/wAEqND/AGnPgfoWma23hG98K6n4zk1DxNa6dnQjf2s2oxWzXcEkc0t0hNhHHhJVF95kTNNFHHIAfjL/AMHHXwJ+JP7LP7VnjL4k/B7WIrPTvFnw4n8K+K4TpUMst1p51G3uECvJGTuMDW6vLFiRBbFdwR8H8da/pz/4OX/Gv7O3jr9hfwB+31H4Ufxr4X1zwmR8Pb6PTpLaO4fWLeGS1kuTKiTRwyW7+cYWCPm32nY3T+abxt41uvH/AIhn8RaxpdhZu8CRW9to9jHbQQJGoVECKOQEULkkt0JY4wQDFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorq/Dl74L8MeEDqfiLwE2r6jf3TjT57jUXigtY4guT5aD96WZiCGbACDj5s0Afvn/wbo/s7+Pvhn+2Hoeh65eCW01z4WaP8QNd0e4lzJY3j6Tb2j+fG4BSY3E0MoQ5K/e+XaK/Xn9vzwvf+Lv2VvE2lafYy3TKkMr28CKXYLKpBBJBTa21yyndhCOckH8SP+DRz9tDwP8AE/8Abs+JHgv4pyW0Hj/xb4Mlu9B1S61LyBewQTWpl0y3ttwR2jRDONg3mOKVsBUc1/QV4x0m917wlqei6ZKkd1d6fNFayyHCpKyEIx4OMNg5welAH4KeNPh94p0vxHNfLJf2V5OJlGiTSRrFbxszfLErhZHHlxnaWboCfMBIUeY3OiweFYbqW8sYrOKTMUWlxJIqTsztI7iQ5/fDKqF2kKenCgn6+/aW8E6KfFp8IaXrVvcaxNPLLJA1xNDBbvKWTzJAQzuyohPOeHO37xavl7x1evqeuyxy6gJolvJfs1o9tJDLBFEx2vK0YUsGZWZVRioByAfmoAyfDdousWlxpk2ph2jSG9t20KCSS5uFjQgO6zr8w7ncMhtzDgVzGhSNdNc6w9jFZPqsLG0uRbN5v2gSZjyGOFJ4YqudgT5RhctU1DxH/wAI9rf9iSeJ4v8AicvHZyTR3XmLuLEyNOSuUDMUXy8fLlQChJqPRNUghvPsz31lbLapIPlMoiEe1DhQqhlHmKWKkAsdwDtkGgCBdNi17WdJttGuILy01WdIbEzafHEHdZCZSTtbYiKqsQpJxLlt3IGt4m8LfD74a/Eiy+IEHiu01fWLa0fUJLvSbc31pJP5ihtwwskbfIQzbWY7GbP8QuRfDFodP1DxvN8QtGgcxC4ttIuVeDUHBkdpEhtOWRQpRt5yPkySeBXPSeFdVufDzeMNMtpRaM10t5qV4rzK7zLvdDIw2+aSXRcERrlMBdwFAGR4mj0PWryPy7S2juJ5ozbwynDtJLhRDhAQyCUkoA252lUHG3bVrRNPe4TUb3UhNH9pso4hJJpxEiyuW3KuMgsjodqYwclgW6GtYfDJdN0u50KGPzdO0+1k1LQXEaq9vG7hriKPaQz4PlSblyOG2njFcZ4p+MkNnr+mHStPur/R4TK2p6jBEshMbqwMcJZRscKpHJG5drZ4xQBv+KNHv08QDR4ri8uLKNf9HtrSWFN9uwlWQK/LghS4wBuB6kDgW/Hr6nb6xYfDfS7GcNc2tnqM+oGTC7SJGtnG/gSDzFATnBkbJxxW3Jpdnda1pviDXdc+xRXjSw6VYaT5csr3Ej8ttAZUVHUgyycJwOfu16J+xh4m+Gfw48Z31hH8KdMutbtTNBpF1eyvepYHau1kWZWWQhlVsBVC7s4AUbgDn77wH/whU40qayNrcWBa61LT4ryOcxgBAzxnYRhiVXqHGRuJIweo1fxP4YTSorfwyxWSyiNs6i8KpFKFGQY9h+aMFdykY2/gVTxt4J8X2/xCh1bWfE4vNWktcTx28DNHIr7AqROo/eqXZSrlQSVAIU4xR+HwbSdJ1jR9Q8A3Gm+XMwuGl0/y91wzuSyxtvywLRYVTyozjg5ANHw/4oRfDms6NLqml2sswiaSFHMUmY5mmVh5khAKNGxCle2/5QTie78Lt/aH/CW+GtXsl8iaO8OkLMjSruziY7fvDLMQAcZyeep43xZp+pPe2uuRakWe1e5F20ThxcSiMxnbtyAQHdyHXdlgcgPz7BpmgbdJtPFb+I4bN7+HYJ7tDFcQOm7aiqGKkhSdx+8VwQQM0Adj8F7/AMV+NPiFYeGtG0z+zrsNDbWclu4DXYZnZ448RKx4IxuI5OCB1r6y/wCChP8AwRu+I3/BQ7/gkto/7IFv8UI9O8b6L47tfFXhfUtc1B10+N1nuLd47jy4Z3aL+zry6dI4QmbgQ5ZU37vCv2bfD3hG18fWeuWN+ltqys6m+Z3it3DAbVKqCxCnJwqnkclQef1g/Z81HVNW+EGi3+rMjO9uwiaLHlNEHIjaPBOYygUrnnaR160AfmF/wWf/AOCavwO/Y6/4Nx7n9kn4dfE7XovBnwp8UadqNjq3iwwXd3cNqHiB0IuJLeGFQkc+rtIDHGDsgVDnczH+ar4o/BHXfhZoGlarqt/Z3bX5cyS6bdLPDGCA0OJF4JdNzY6gdccV/Qx/wedftl6J4T/ZL8J/sSeG9clXW/Fnii01zxJBbXBAGmW63HkwyqBhlkuVWUZPymzU7TvDL/OR4Z8YzeHlu7a60az1S2vbfyprbUQ7KuMYdNrKVcAYDdgaAMeit34g+EB4O1m3t7d3a11DS7TUbEyspcRTwrIEYjGWQsyFsLuKbgoBArCoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr0jWte07Wf2WtH0fU9GRdS0TxXLHpl9HEiF7KeJ5JEcg7pT5yDBI+QAjJ3ADzetHxDqWiX7WsWgaPPZw29qsci3F757Sy5JaTO1Qucj5QMDHUnJIB9Df8Ec/jtb/ALM//BTn4NfHC/1u50+z0Hxar6jc2gcubSSCWGePCclXikeNh0KuwPGa/tjljEsTREkBlIJHUZr+C/4MeAm+J3xBg8EQziOa90+/NsTKEBmjs5pI1ySPvOirjvnHOcV/Z9/wR2/aKvP2rf8Agl38DPjnq93dXOpan8PLG01q8vceZdahZKbG7nOAB+8uLaVx7MKAPzr/AGubPx74U1TV9C1bSb+aZbqUaleSXRWeExFYy0cRRVUkY5JClsnqOPlPXbufw7cwx2OtxajHLYokllq92sk0AwJREjOXw4IYHkSEjAKn5a/Q3/gov4Z8DaP4g8V64qTi1h1G5hkMMZR7iUs6/ZwApcDcD8+NrffDbfu/C3jTRUvkkF7PZahcRW5gs4Y3WDyrtwUMsjFTna5kX7rE88kGgDzzxTovh/VX/wCEns9NGm3UNvK402eJmguEUo0kjR7hIryNHvBU7mI+8wO05sWpXnivVA2jpNbSo+26dsTGaN2aTe2MLHuwcJnORjnBrdsZNc1XwPd+RqDNbWc8kk32u4Bd0UhRhyxKKArAPESeeAXXA42wsNW8OQLp0G62tbRHkCtD5rplVbeA3+tJJAYud5AAZcYoA1vAnhy703xW2ojRor2cMPLvRqittBAJJfcrs5fkk5T93Iw2btx9S8TfD7xr438B6L4Y8Ptc3VrY6L9v1K3luI4o2YyTSCSFixXAiUBiQd7PxlSorg9Ut7WDSob+Wwu5r3WBlZXuANkWwYlVFA8pANx5xuIBCqWzXTeHfE2oyyafE99dzsbForzRbUJa6h5EQUbTJMMWirGu/LksWUqFYgkgGbp9xb6RpcF3f3aXklvJbWttKsqgzo0jozMGIK79rpEhAxnAPIApwfCyf4j6VrEmveKbmzl0O4kuPAsdvaRsZFaM70KBflACDbvZgGUEqAxA6WLTPCOjzSeJrC31W80+RsyJqF4g+wusoOBME2ybyCp2AbTF0biqmkpLoVvqVtctqOm6dcM9vpcGk3UiBn8plwDty+ximGkJzjIGTmgDOm8O+GLLxBZ6dqeuXN/caPZiOZtTQNJGjxSu+5vkWFgFeUkjcTk9+Os8PaPZX2iR3mn+Io0uLfV2u7JbC3a1eSVVU5STcpAwN+3KttMh2nINctZ6To8Ph+LU9a0WJobOFY2kuZyI508vzd0zsRtUux2oi5ITBwMg9nfeOJdU0CSTRrtdWt7SWRZbUW4xZ7tgkkiDIC+1QTlzgbcE5QbgDN8U/FD4p+Jte8Ny+Lhd3I05ZYGvRMpvDZrNF5YklUgFwzIyySEsVkI3MACMDxXf6ZBFMdOtJndFkmFjMzfMiMyl5QfuMqlSVAO0ICOM7uv+KFlcw31nceHre4fVLvRIHmgbUFRoldEYK5yRgvvAKkkRhPlBFcRJK+reHYJdKtwZLmYtb2UcCmQHeIcY25z8r7Wc8qck5IIAF02L+2PCc4tJNrXkiwTRSM7QhXEat5isyHGQmCQd2zIYgkr3HwlbX9W0m48J6iha602XFrCEOxFQdMuSEdRyNrNt25zgVlfDHQNGuvDwhsLCFYNSuJv7Qie23XaRxu6yZ3kq0e9TI20ZCoR6Mes+D2jRab4sN74L062vIZZ8yyiflV3BJImSRWO5QA+3qQMjJBJAPe/2ZNB1wfE3Sh4mkkud93HMzRbES5JKM2FPDbXeTGMYDAZIGK/Xr4a6XbaN8PtF02zQrFFpsOxWRlIygPIf5geeh5HoOlfnD+zD8HPCjfGTw6Uui1tqd+h1KwllZTdJIcfwkmNmJU5zyCTlScD9LNd1zQvB3hy88Sa9exWOmaVZSXN7cycR28ESF3c46KqqT9BQB/Jx/wAHV3xY0/4u/wDBWrxldaJrbX1j4XitfDMZG/bBPa2VrJcQjcMZWe4lzt45B75P5vaZYnU9St9NFxHEbidIhLK2ETcwG5j2Azk16r+158eNa/aI8e33xd8Qi3a/8c+LfEPjPU2igWNo7vU9SlMkTBeMKLdCo7B8DgCvN/A3iaLwV420fxlP4Z0zWk0nVbe9fRtbt2lsr8RSK5t7hFZS8L7djqGBKsQCOtAGn8YfG9j8QPiDe69o1glrpkSQ2WjWqIV8qyt4kgtwwLN85jjVnOcF2c8ZxXMV9Rf8FJrH/glZ4g8R2Hxo/wCCafjzx/p1p4tvJ7jU/hB408IJEfBiq7qUGpLeSrcrIwV4YkWXZE37ycSDy6+XaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANr4ba5b+GviFoXiC8ulggstXt5riV42dVjWRS+5V5ZducqOoyO9f01f8Gbf7Qb/EL/AIJ5eMf2fNW1aS51H4Z/ESdUWS5WQRWV9Es0Srhm+Xzorsgg4OTjpk/y91+wf/Bp1+2BpP7Mn7d1p8DvGRhtdE+OGh/ZtJ1V7ARmbVIjhIC4cZxNFJEiqjc3LM20HIAP2Z/4Kj/CHULTxPafF3yo7jTNRto7O5hnLSgSxrIXQRYCEyRrHjJYt5b7iiLk/mD8RtFuvC732txaNPPdX8azOkf+jTT7fMKGAgqyoSU5LEuFJBbjb+/Pxb+E3g741+CpvAXjm2lksJp4pmNvIEkVo3DfK2Dt3AFGxyVdhkZzX5n/ALYn7LPw4+Cnxzu/CeneG7a3e9t/tvhxnle48yB2mZt/mEZkDqAGyThPvKPmAB8HanbanZWFteeJPFkKXk95J5mlabYMrWq3AaRY1YhlYhGQhhgBeme+Jpngm41HxpovhPw/pjwXdxKbewZ5VgtTkIXBnIQbVKhTIBvwHbOAhr2Lx38NNctop38S2kF0I1knbRLm+zc3V2xJ8xyjqryNsUbpOQEAA24UeZ+K7Sx8JeI9RhtdLuPtiXSXl4sSr5flRrKs1uxQnegcqgVgicKcE/KADB+IOlaV9suD4fgtY7f7DDd3ohsytqZGQJNFaSSsWaLcoKEgDeUYAjIFXQdM8NTLYW+nHzrfT8zyaZLBIkkm5iAcgBiHljGZHyWBOQNwFW/HdldX/hCeW2t7eW9vI3BW1ujcSxRHlXQYI+UOQBlMYKgcmqPhzS9Nv3s5tT1T7NpNnpUEd1fQJi58oOvlRxpuCliI3bc+QQOnagC/rfinxNDfgeErS31iK+nuLlrHeY/O3vEVnXadojKho+7DfJgZHHncfx1skXWtN1a6u9JtdNlhm/snUElc3ZjRlEUEjoPlVJN2AmP4lBJzXo/hs38WhxXPhTUJ5dVZFaZ1mja5KThV3SOyqI1Tf8rcInl8gEivuP8A4Jg/CH9hv4q/Arx/49/az+C3h3xH4i+Gpu9bs9StJ3WcaZ5JLQxTLLEssiMhQkkYM6jcQ3AB+cvwxurTxzJ/wlHxNul0G+k1O2stA0tNsccIYFxcBHBdwpGQ4Lf6v5eBivUfCxtvG3iC08Hahc3P9o215uuJ5dPaJHijYB7lUjzlvKQEEg4YrtG35a4XxbpHw/8AjH8QI/FOpeIk065TVHFtp8FgVitkij+WHJ2gooDIcKzIXYgggV3HibxPofhPwTP4Tg1FZr/Umnju7m1sCDFbq4lUFidzMoPmMBjBVgAxXcQCbxhrU/iD4iQ39o87wQqtvJHdKUmuIPL2+YYo2G7aqD7p65II3c5Mj6PFpVjoltZW1lLb28gWB7ral3bp5sqIo7uwZCjHk7gTnbzc8K2ETaJdeI/EumoLqUTXH2szlZI2SJuShB3j50JAbPAHBxmto3ha7vfFkWr6dqi2vlxs06RSlSZ922Qup+4i/e34Xg4wSAKAOx0DwjrHhyVLa3vYlvtMvoooYWvQr+a0aA7pS2FyiLlOAWUkkV698KftVrosurtpdtY3s2qCWKw+w+XbFuIpRG/l7V3qzMFfpkY5G6sbwVp41OzF7b3ex77VWF4626oG2fKzYXaXAk4wCGBUjcwr6V/ZP+Bet+J/HOmWng+N7+WO1iivZBH/AKHOihlYvHIm5CUfaWBxlEfBORQB9R/sDfBe6t7qTx74jjJl04fZyssBDPcKCqkkqA2xGPPzHLKd2OKxP+C+/wC0SP2bP+CSfxp8TWl7bwaj4h8H3fhnSnuXKr5uoQvbvgjpIIWmZPV1Qd6+u9E0XTtA02PTNMsLa3jQfMlpbiJC2OWCjpn8a/A7/g7q/bx0z4i/EvR/+CefhbUTJ4c+HGnweMPjA0UjgTXtwYxpmkBhG3kztE4l8zBAS+RukcikA/A7xDcW01zbxWNy0kENhboisxxGxjVpFAPQea0h44ySe9UKm1G/uNV1CfU7wp5tzM0svlxKi7mJJwqgBRk9AAB2qGgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9I+Bfi2+Wzv/Cn/CVf2PPpUNx4l8K6qlwIJdP1azi89XjlzlTIkG0KuWaRIduCK83q54f17VfC+s2+v6LdvBdWsm+KRGKn0IyCDggkH2JoA/tq/wCCVP7bGjf8FB/2Bfht+0/a6xbXWr6x4dt4PGMdqqqttrkEax30WxSdg88O6r18t0OBnFL/AMFF/hL4W8S/A/Ufi1L4djudc8L2LfZJxa+Y32eWRFkBABYhAfNGORsYAgOxr+aT/ggb/wAFYtc/4Jjfta6R4WvvGUK/Bv4l6lbWnis67Kyw6PIzRq124jbaHhOEMrLxE3mBVDNG39Z8VzoPjvwmt5o2tRXml6zpwe01HTboOk9vNHlZYpEJBDKwZXUkEEEUAfjj4/vdag059X8S+HJ3ub8QJperz2CR3kygsZXnKtj5dg2oHZiyqpxXz58e5tA8LWVxpGla4be1jnuzZW9vAHklkEK7jFD5SsyhyFBKBmZCdxVia+vP2v8A4FfE/wAD+O77w9r/AI4ZDYiERX0pe18+MbmV0x5TzJkhjIGdc74huaIivlLxN4b8XSWVvDcWc6y/bIxapPaokKRl/L2yHaQ23Knl933iWBULQB5hJNDa3SaULNfs7XESFri087bL5axb5ASiExgeaIfnIKhdhzmp7j4aRukXiXxDqtvJI9h9ls7i6VjcRTxxK/leXkLHjfIgGNuHPGCKs6h4Y177JLrEFluDOl1bRWUZQoJGWQCVl3ykneG2lmzgZGAKh0O10bwzqF54buNQhigt75TFayXQht4sb8lpJGknL4hUEx4IL4VBwQAQy6H/AGreIDJImh3OnCS2m1SSRxOSGUGKJWU+ZtIw/VS4IbaNtdBHceKNLu/EOr2F5dnSYrKW0124lvi8bxyyLKqBUfLcvG2ACo2Kv8Rzn+LPGA8MwQ+Fp2gfUdRdbnTotAtoz50sTAxxAh3k3ZKFlbLsGGC23I6Dx7rGo+E/Cum+Ebfw9DPrGl+HprrxvLlwzzeTNIkHmE7YFVTGj+XuLOhJXIFAHCv4MWwtbe2t9KklMqkSJ91YmkkRPk2tlUIKncNxJO0g4AqXQNH1OXSPsmoW4ujczTKLqeELHLiQPEVXayxuUT/WEnPBBXcAMvwv498eeL9Gstf0L4YR2D30DJp8c8677iOWQkbF3fvcKrMC2FZUB4yK9H8axatf+Frw61p8dtZyW8EWlXkbs87yxBTHA0a5Q7vLkQhQMGIYIDkkAw9Wvok8KXljEbeR5gwaCPKpJKAzusbZLJxt3bgQVYkAjAHU/CrQH1O9sZtL07y9QMMoKSwjbHuCGIBgAVwHO3G3jHBBzXneleBNU8f60ya1DeQ6hscxR2B82BYTINs4YE7cYCLtBKlgMjk17B4R8B+JvCWhwabPpKi+OlNc6laxqxPlugSFmGdxViiswzuVcN1xQB6B8OE1rWvEcOn3WnhGh0y3jiguiQoVc/umZB8kjD5ZMY+YlsYwx/Ub9g/4X23hDQtV8RLo3kCUQ2dlOQf3kQXzW2njfGDIqqxz9wgEgV8O/so/DXxR4t1K0f7KltdtG09rIsKmWzXPllnLkKVY8EBW2k54JIr9R/hv4abwj4I07QJLbyZIIMyxCQNsdiWK5HGATgAfKAABwBQB51+3n+2z8Hf+Cev7LXin9qj426lGmmeHrFzY6aLpIp9YvirGCwg3cGWVhtHBwAzEYU1/GZ+2R8d/GHx2+Jfiv4q/EV7pfFfxI8cX3i7xPFcx7PKjmZjYQbDkxGOOa4YKPl8qeAZO0Y++v+Do3/grF4X/AG6/2qtO+AvwT8SW+u/Cj4S3M1sNRsbj/RvEGuyIPtEqMrAz28WxIRImB/rGRsSRu35V+JfEes+MPEV94r8RXn2i/wBSu5Lm8n8tU3yuxZiFUBVGSflUADoABxQBRooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigC/4av9GsNXjk8RafNdWDqyXUNtKiSlSpG5GdHCsCQQdvbHGc1+un/BAr/gvxrf8AwTj8a6T+yP8AtY+Pl8S/ATX5wmg+LhLLNceDp2RCCItzMLMM+2a3K74yfMjLKpSX8fK6r4cav4WuobvwH4+vVtNJ1ENNDqnlSO2n3iRSCKQKmSyMWCOuD8rBhygoA/t/+NvwE+Hn7UfhXR/Fug+IrFLyNIL3w94nsoY72C4t2xImcMBPAwYOpVxyQVbDMH+B/j/+wT8Qfh//AGjd+INFaFZtUZ117w8xjSZFiLIh3qCgYPIz7JIyvlHBYkCvz5/4Ii/8F+/iV/wS90Dw5+yb/wAFC9Pvta+CuqMq+BPiBo95/acvhyAysjHbG7tcWAzuESATQqh8uKXcIx/RloPiD4ZfHL4c2/iPwl4j0bxX4U8SacJbHVNIv4ryx1G1kHEkU0TMkiMOQ6kjuDQB+FHxF8O+N2n17S4NZI8N2N6llDDcsIhJeGMG4eSW5dyCAwUdT8rgJzuXhfF3wpk0vUtQ1Wx067N1p0iLOVDujAswAeXywY1/eRqcnkHOCOv60fthf8E34r74YPN+zBoUBv8AT49tpoeoXJdlV2zNNFPKTJJMcKdskgLEE78hVPyQP2cdQ+GOp3nhbxPoN5pNxJZbp4pYZJ5hJIB+9Alt4jEdz/wK+4nqM4oA+VPhlqnxX+H2uRatY+KNO/tG0RESxtDHPI6vIEkEY2+WoMYCMdxcCPOEYZG9pfhLxVrvi+x0i5eTUreWAxz6fdXLsZohbyb8STfu8b3kG7ayKVHz8EH2Dxp8FNNk1SLwv4XWP7DHeN9lNvdiN3hjfzJQSwJw0QlYKBtIXADHOfrH/gkN8C9Ot/EHiH4ia74VklNtJHPpl/IhSGKeXzMquVBmcJ/Ef9XuxjldoB+bGqfDlfDOkaRpkOnKsJs0UaPcW7GcskUJXNx0kbKqoIYHM3o1ZOvR+NvEGm6daatbXzxW0hltILmJV+yRCRH8xmj2n5XLcjsHyTya+5P2vv2cU8EftO+IdI8JaDbyabHLLdWVsbV32ealvN8pbATYZxEmGK5VSVwCB5fffs5afdvdXursgvGkjvfsQRlhjt5I2XbI8WSu8cbhwQ4yuCFAB5N8IPhsPBmt27Xd000Z03zpp4IZN9yIx50rI7ZaB2ZMb9wLbSQRkCvoHwP8MPF0/i6S+0CYXFrcyiOeeRSsTPIYZI42IO1kbCoWwXDBnH3iK9L+F37LnxU8cX+kaj4U8C3FzFFA9ndWWpbIbXYxkQy8ABG27yXYfMwG0Evtr7p+Av7M3w/+BuiJHpmkWsuqSKDeXywhQWHPyL0GD/FjcxJJPQAA5/8AZv8A2WNI+GaQeKvENoPtrWkQttJk2yR6ewO8bTj7ysTjHA5PU8fl9/wczf8ABdPQPht4S13/AIJlfsg+Pov+E01qH7L8XPG9hMWi8JaUxxPYxyRuP9NlBWOQYby45GiUGeVDFS/4Lyf8HM+i/Dq11D9jb/gl78StM1bxRNbMnj34zadcCbTfC0DfKbawmQMlxeMPvXCb0hyscPm3Ln7L/Ob4m8Ry67eSyi4upfPmM95dXs5knvrhsl7iZiTlizMQOdobGWYu7gFnx14ps9evIdJ8OxzwaFpaNDo1ncEb1QnLzSYJBmlb53OSASEUhERVwqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArpvhT8YPiF8EPEzeNfhfrMOl60sKpZayNNt5rvTZFljmjurKaWNnsbuOSJGju7cxzxEHZIu5s8zRQB9vfBz/gtJ8R/iJ/wjfwV/4KyeBrf9qD4PaZHPavp/jRUHizRY7i5juZbvS/ESBNSiuPNhh3xy3DRzwRfZm8tCjxfoNf/wDBnb+zD8Q/hiP2s/g5/wAFZJtC+D2teGY/Fnh/WPGfwvRms/D8tqt5HdXl1JqFkqqtuwkeR7e32jO5EwQPwbr+iTxB+0Hq3hD/AIM07rwd4c+MLx+ObL4UaP8A2nZwaluvYfD2reM5NLRGB5FvNaxXlmB02ROgOAKAPyo+On/BQP8AZL+Dlq/wP/4Jg/sWeCNN8I2V5DNP8UPjv4B0fxn4y8STRidXaRdTt7jT9NtXWWHFta2yvutVkMv714h8sfFX4qa58Y/Fl1468VeHfDNjql7KHum8KeFLHQ7RgsMUSIljp0UFnAoEW4+TChd5JHkLs2a5migAooooAKKKKACup8Q/HL41+LfhtpHwa8V/GDxTqfg/w9O02geFNQ8QXM2m6bK27c9vau5ihY7myUUE7j6muWooA6T4d/EbU/BMl5o1xLLceH9bSODxHo+793ewK25Tg8CWM5aOTqjdOCwP33/wTR/b8/al/ZK17Up/+CW37Tetvp9tN9ol+Avxat4bjTNaZ9zStbpHdfu2ARC00X2aQ7FV5SpwfzgooA/rD/Yf/wCDo79ij46azF8JP21tFuP2dfiEZxDHaeL777ToGofPMhkt9XSNYo0Uwne1ysEas4RJJiGI/QvxL8Pvgl+0H4UsdW8ReG9A8WaRf2cdzpeo7I7mKe3kUSRyQzLndGwKsGRsMCCM1/E18Jv2+v2hfhbpZ8J6rceHPHXhufVIb3UfDfxL8J2WuwXexsmETXUbXVtG+WDi1nhY7iQwb5q+nfgJ/wAFrvg38HPDeswaJ+xF4n+HOs61rSX13N+zR+0f4h8CaXMERVjWbTnGoJORhuWfGHYKqAnIB/Ut4n/YI/ZL8WX8eo6p8H7SOSO5WfbZXlxboWEflgbI5FUDbgcAdPTOfRfAXw58D/C/Q/8AhG/APhq20uyMzStDbg/O7dWZiSWPAGSTgADoAK/ne8Ef8HLfwq+H/haDwt4b/wCCiP7ZMltFYNFEviX4M+AdaubeUrwwvbm8E84VuczFyw9Og7Hw5/wXo8OeJdNuL6b/AIOMvidoUqRK0Vn4j/ZM0BJHY9VH2LTLtDt5J3Mo6AE8mgD9uvj5+yf8O/j4kl5rTPZ6k8SoL+OJZCoGMfK3fgDII4+tP8O/sj/BrQoIYZtCNz5MAjw7bMjIOC64kZcj7rOw6A5AGPwq8T/8HJ1l8NdVu9Btf+Cu3xp+IVnFOht9b8O/s3eE7d7j5cnat7FaeXGWXaQ0bPhyQ3Ax4B+1N/wcKXHxyjbUrr9qz9qzxE0A8u08N6brmk+ANPmicKJFuJNBLyTjmTAkVychdygZoA/og/a8/wCCj/8AwT5/4JqeDxF+0v8AtBeE/BT22nR3Wm+DreZZdXureSV4o5LbTbcNcSRtKjp5qx+WpRy7qFYj+fz/AIK+f8HOnx1/b28Pa38Cf2e21D4Q/BvVdKe11KwWaKXxT4xhaY7obmaIsml20kXlq8CMS0ZmDS3UU3kD8v8A4vfEL4XeK9WeH4OfBePwfopiiWOzvdZbVLwOpYszXTRxZ3bhkCNRwB04riKALup6uboy2emxyWmntMJIrD7QzqpAIDMT958E5bA6nAUYApUUUAdj4j/aI/aA8YeDbT4c+Lfjp4x1Tw9YW8UFjoOo+J7ueytooxiOOOB5CiKo4VQAB2xXHUUUAFFFFABRRRQAV92/8Eu7b/gkT+134h8E/sP/ALe/wF8TfDvxPr3iRLLRf2gfhh41nilvppdkNnpmq6bfx3dnDFJJI4a/to4yGS1EkaJ9quW+EqdBPNbTJc20zRyRsGjkRiGVgcggjoaAP25/4KU/8EBv+CVn/BNf4d/EL4ofGe//AGiNJ8N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Does the larynx appear in the image?
No
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"
What color does the left temporal lobe show in the picture?
Gray
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What is the largest organ in the picture?
Brain
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How many eyes are shown in this image?
0
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What is the function of the organ on the center of this image?
Control heartbeat and breathing
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Which organs/organ in the picture belong to nervous system?
Brain
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Does the picture contain the organ which has the effect of storing urine?
No
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Does the picture contain the organ which has the effect of sensing light?
No
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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?
Abdomen
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"
What is the mr weighting in this image?
T1
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"
Does the picture contain liver?
Yes
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/1VupDSuT2wgbHvX9RGgWfhj4NfDvTvBXhRIrPRNB0iOx0y3QbQsMS4yfyLV+OH/BtF+z1PqnxV8XftIappn+ieHNIGm6ZdMvS7n5fb/wAL/31X6Vftv/ABMufA3wD1q/0+423V35WnW7qeU3nDY9yKAPnX4m+PPE/wAUvipeXPh0GS+8Q3TaX4ZIPEdkDia4HoTk8+4r1XVbbwp8IPhBZ6L4L1WObT9N3QaheoflE/8AHKT6buM14Zb+LtH0i1v/ABvof+jz+HtHh0XSo8/NFdT/AOscfmT+Fafwx19rnQNZ8DX6i903UbA2X2WU584EfMR7liTmgD5U8ceKfjN+2P8Atj6F4B0H4hz+H/DOmM0t0zJut4I1OwST9sSOcLk89ulfSGpeAvjZ4fht9O8XWN3b6ToYj+33VkmN3lECKVSOz8ZHtXMeFPgv4W+A66jYywzXNleyY1PdzKVXmKFj1wpxivRrf4wfGn4ifCGf4R6bqQjsJp4ria+kAMqFDxED1K4oA2/hh8N/EEeo6RoHhbVTcXXizV5tQ167uXxHADwqqOxAr9E/BHwm0L4T+ErbwjpVwJpBELme/Bwp+Tk/nXxJ+yf8GPiF40l/4T/VrK4h0Wyu/wBzdu+3zSn3ht6ivqvWPGms+MRc6Pp7tp+k6ZaBdTvZmwDgZBB9MUAZ+jeLvG15ZNo0YkuIormVnv4xxIob7xPsK6ab4t2EKT+H7+a2gWC2xYSRuCL+UjufQd68p8S/Hu41bwlD4X+FFglpZyEpJfOcNNGOHPsDXntqmnzeFX0iN5TfoXltJRKS0eW5A/nQB7zq3xgXw/bR6M8llusYAzzyABGkbkov0qlqfjjxj4l0y1ks7yARz3S/bduB5UGOq+1fLX7RPwr8a/F7wlbeGvA/j02F5YXio0nmFTJEy/NK305FaEHg74+p8Xfh7rkHiv7J8PNJ0mHTNVYv8155RzJM/wBfWgDutb8efEn4i+Ldbk0H4cXk+m+Hp0s9NupcrHcufvOPUCut8DjxXe6W8fiuzgsr2SMmxtN/LqD1HvXjv7RX7YGsa947k0Lwdqkmj6BaXRXT7Wwjx5sa8ea+PWuv+DNzqfxm+FyWuk31y2pBbhYdacndZyZypb/Z7UAen+GvGOv+Fkiu9Se3luHZilrImdyrxlfeus/4XX4UurqGxvdN+yzSBSMpgHPUGvJNH8Vazo1vZ6T8TvDMyato6/Z7i5VCUyRw4Pff1rVt73QddktZJr3yjckCT7Wm0xAHqc9MUAY/7X/hH9qzxx4fiX4L6zCbG0SWSSOJsSSQAZMY98dK+JNC+KXiew1DTbqx+JuuW8un3TvFo0iOCl0Gx847jPFfoXr/AIvt/Dmq/wBm22tiSIKn7y0kyAez8djUumaV8MtR1ptXT4Q6NcX8n/Ly1uoy3948de9ADYtTv/Hnwws9R8ZeEYbue+0SJ9f0+YBVnSQbXznpgHNfEUXw3vP2a/2tofB+p2H2nRbWbNiyuGF1ps/8IPcqCVP0r0z/AILPeJfjbpf7Pej+G/g1rMmj6nrksr3M9tcNCXghHMAdeRntivgb9l34h/tIXUGlal8ePFpk0zTrk2tnfX955lxZwsMsWY4LKG6UAfph+zD8TI/hB4n8Q/sr+LLl57KznkvPCl9Jx5+nynfHj/aTOPwNfWHhrXLbxPoaaXPCkzPa+TqCsMiSMrgk/Va/N/SfEF78YobM6N4hjl8S6LbE6Fq0J+TU4AclQR3IGCK+wv2UfivB4y0mC5aTy7uVYrO9hY8pOnBH6UAfhb/wXV/Ybl/ZT/aivdX0PSXh0DXHN1YOqfKI3JIH1GSPyr4RljaGQp19q/pz/wCC8X7H1j+0v+x7d+N9J09Z9T8HwMY1VMvJE3X/AL5PNfzMa5pVxo2q3GmX0ZWaCVkZcYxg0AUmYsAc02lCjO1uvagY6HH1oASlwMZoBweBQOnIoASj6UUUAOGehYfjVi1RlkATnII6ZxUA2kgNk+uKmtpfLfaVOAPmUHnngn8jQB/Rz/wRn+C//Ci/+Cf/AIO0+4s0juvESPrGpBR8zPM3yAn2XAH0rB/4KIeP4Y9V0f4bGBmV9WfUp426CKFPlB/4FXs37HOsw337LXw8vtEjC2k3hayMSseVCoAa+WP+ChGpSzfG7TILm73PcWFzkDqiEgGgDwD4b6t4i1CbVNa1y8c22pak18kTdIypIHFb3if4i694dttO1zwtHJusZmaWJActu/w61T3QfbltbVBBbW0MduV7bQM5Pua0/Cdo17qjPhRvJEccnRh60Aeq/BX4lR/Eh7KfVfDUmprqlm1tLcGLmRlOPMI7EHivsz4afsueCdPLa3daQzxtpypKiDmNwMmTFeUfsb/DPwbpD2/iCPYLpd37ogeVHnqQPrX1GILy/wBLxZ6v9kYxlJCh+8p6GgDT+FWm+EF1JbXwnePc6YyhLq3I2oLge3YHvXEftueOPh74D8Fv4TtNZFrd6xfRSyaerYIgRssSf7hPFdLaax8P/g3pjTalrsUDeUPNfzAN3ctj17V8S/8ABQWLxP8AtA+OvEWt/Cm+e9h1bS7ZdLa0JdrKKMYaMgdMnn8aAOp0XxbpXjDVtQh0S+hge/gx9igf5YVXqF9MjmqE/jzRbeyu0+FHiKDUtetYjGdOD7nhlHHzCvIv2Vfg/wDGz4faPaeLPiTYtbxwami6jdXDFcWw44Jx1HWm+F/i/wDDb4c/FfxdoP7J3wnv9f8AEF/PKdU8VXoJtrdCcgJ/ePYUAfR3g7T9Uk8OReNPi29lpF5cwf6VCZgMIo+7j+8fSuF8d/tveENIsR4Y8P8Ag24n0wxPaySXUmNwPdB2ya8+8ca3f6TBZ3Pxd1aabxFqssX2fQ4pdzW4k+XzWX+Ee1eHfHTQfEWhfFLWPAGv3M1vcaeVW2gkbaY2ZQw49wQR9aAPU/hnv8deK7iG31qG0utQmKx/b+IpB2jRj0IFfev7DukT/DL4LeIfCHi7wpIniqe/CW08K77e6ssclSON1fAX/BPrT/CvxJ8S+K/h38UpZZNEt/Dj3sV/DxNpF3EMiQHvu6Ee9fSv7Kn7TfxJ/ZlS9+HfxKdtS8PeJ4ftPhm+uRmWxUnAdSew6kUAe/eJPFA8L2VuNetvtPmEmCG7ixKxB+VWz121heItf+GHiV3tPE15CRLGrT/ZiFYA9Rx0rzb/AIKAfFX4peCY/A/h++mtNb1rxLpVzcaJrWnMNk1suPmIH8eWAxXxzc3fxqj163m1DXryJ5pd97GScqvdaAP0n1LwB8LPCPhmTVvhz4jtLy4e3Ci2vZgS+eiDPpUnw3vI9fv5NKu7OCC+jiX7TbK2A6kclT6ivz11X4s6lqd42jN4iubZ44B5G2Yhie1d1+y/+0t49tfGsPhXxJKt7bB1EV+ZcTIc9/UUAfV/7cnwVufix+z/AHvh3S7A3F9YyJeaNMw+eOZeqA+jDINfll8fvhPB8Rfht4g03SluNM1LR7YlIoG2h5BwyH3Br9l7Dx5Zjw4P+EiKMSpkxuGdqrnFfkx4z8e6frfxD8YRyxC1sZvEE9xpkUf3p0ZjlT+NAD/+CXHg/wCImlfs+eIPCfxC1eOHxZoDNr3g7EmXngiw00BPuuTj1FfW/wCz7420PR/jjrGjaDrKSr4osbXX9IEbfKkhX97EPfcDXzJ+zLo/ivWPHzz+ArGWKGGwu4LueVSQiyREFE98Grn7F+o61rPxN+HGoTwPaTWut3OkXoLdUilO38xmgD9evD+j6V8TvAUugaxbCa01mwaG6SQZAVxtbI9jX8vX/BY39kXUf2S/2wvEnhNbMx2D3rtaPtwHQnKkfh/Kv6h/h5GdJvHsWkMcUc0kYx0KnkYr8rP+Dqf9myw1vwxoHx80qy/ftaeRdyKucMnTP1oA/BTYc8CkPBIBp8oUcBsgcfWmY4wBQApIOMcfhSZx+dGSOKSgAooooAkxkA4B71PalXnGBwxwwPoagR8JnGf6f5zToZZPMDI3OenvQB/R5/wTJ8a3viH9hL4aa9eR7XHhpIWU9ihwDXkX/BSKxng1bSfHY0791bXZt724UcokhG0fia7b/gkzqsviT9gL4fTuoEiac8BjToEB4NaH7bfg668X/B7xNZiRZGVd0OOjOg3Aj6EUAfI/iqwuvDviK50i9hZS0UFyuR1jZc5ra8J3kq31rcxquV+VC3YGt74q6Wvjb4S+B/jloa7xcaOun6sijmOaLja3oSK43wos2s6nDiQpsYER/wB5QeB9aAPuD9kXU4LS3mt76LciquwMOrd/wrtv2j/2uvCvwttv7E8PNHLqUkIJVOdjdh+FeQ6X8S9I+D/wmk1S+CpfXUGyInqnHBr5g1nx7q3ivV213UV864llOx3bpk/4UAd149+MHj74m3r3vizxPJBHKpZIEbhhnrV79mf44X3wI+Iv/CWwX6XAh0+Z/JuRuRichSQf5V5rpnhXxx4tDa3aWywWcNyIGlkbABPf/drN1CC40+6vGFm9ysgYQ3kRzGVj++SfSgD3tNJ+I/7fXxJs/A+t/GVdAtHnVpYRJ5cUqk5KgDGSRwK+t9Z8BfBH9mKPRP2dvB9tp1prGv6VcXFtqVxGoECQp813cMf4QegPWvzi+GHiDU7v4g6JJ4fvZIZW1K08owE5OXA7V6l/wWG+O9w/xk1Lw1ptzcRfZrK10W9u4HIcRiJXeIEdAWb5qAMJf2y/2YfgL44uNb0XwDffFXxVbag0l14jvx/o0lwDjCA8bBjj6VynjH9r79nP9orxs17+0r4D1HQ9d1O+jLeKtOXMaRlgBkD/AJ5jA+gr5zn1yzeC20e3v4rRnKmJIVwFbpz+FdJ4Xh0nUPtFpeypdwhWS3UqGG4fez7GgD9A/g9+y5pP7MHxu0LUrrxNZa14K8b2z6Zol/YsG/t15kyhOPTOCO2K779tz9nzWvD3wrjPhKYS6l4RRv7Kt2GXnjx++gHrtFfNv/BIr4mxa78dPCv7P/xFluL/AEXw3rc2r+Dba7kLNYXDrgwc/wAOeVr7G/4KMaX8QbrwJJ44+HInjn8N6oJzERzOhb987ew6H2oA+Vv2Zb+b9rT4dJ8K9d8X/wBkeOfCTyXPw6u9Qb93cRMf39sSensK0f8AhF5PhZ4ii8K/GTxvZnV7iXynkiQOEQnlm9K5j4tfCvU/gDofhb44at4lsIta1+8a9OmWMwxGJOYxGR0z3Fct+0h480v4o3uleOTp8mlT39uttqcu/crXSdOewIoA9m/aK/YQ8PWA0r4u/BHxInjG1W0/4m1tprZnijIzvVB1wa8U8E/C/wAd6n43t7fwNoGptfm/iZTLbsm1VbkHPtWX8PvjP8T/AIYeIrTV/CXi+6tXgfasSS5jYDqCPQ1+j37K37Rvhb47fD22+IM/hnT7fUY3S31mW2hUPbyA48zA9etAHmX7SnjzXvhJ8K21CDSnm1iW3EMKyHCqSmG/Kvz11Dwp4jvZ5b6xiTz5iCszHO9y244r6E/ay+JXxN8ffFfxd4V+Id/PbadpOvyLpcUalRNagZWQeu6uL8BfDu/+OmsaL4Q+GWmXMV1fXyxrIVP7vb1PPT60AfQ//BLnXNI07SNc+H/jDTLZfEN7eLNawKu5hDjDDPv1/CvOvhF4ftPDf7VyeANPRVg0f4l3F75ijqGyTGPavqb9mz9lvwb+yxYX/wAXviHrURn06CSW4ufMyI0jBO0sepZuBXjn7CPhV/if8c/FvxO1rSg1pLd3OoQXJH3bmZ2KIp77VIoA++/CUzahYfariQBpZmkaPHKDPyge1fJf/BdXw5B4u/YT12a5iWWOyuA53Dkcdq+nvh95g0COW5kdJbZ/KDMfvj1r5H/4Lf8AjcaF+xfqujXF4oF9cEIC3LDHNAH8y+qRxxX00MfIWVgOOep/+tVblT0q3rLLJqc88fRpWII+tVDnqRQAlFFFAB1ooooAUdDT4XCOGx065qMHFOVscjqDxQB+8f8AwQq+IFh40/YDtfD1vOn2jw5qc0E5VvmVWJxmvefjvpb6p4IuvD8SEW91ZSwlh1WUglT9TX5Bf8EU/wBuSL9mT4z3Hw18ZXjf8I14ueOGZM8RXGcK/wDKv2j8VQxeIdPaMbY4ZFV4WPRjjIb8aAPjH4BeNfDXgnxJpvwt8dfuPCPxKt3j0+e7GE0/WoDtZMn7u7rXrA/ZLl8M+IWn0+BZB527zByB9PavIf2hfgXq3jC61P4L38y2sWs3UmreDb4Hb9h1JBkoG/h34yK7j9hz9s/XG0CH4N/tKxS2OvaQ4sjqMy8S7flBbNAHPftqXd54XvrDwm8rZkVS6546dBXhdrrN5MxFsDugQsFz1x2r7A/bd/Zy8S/E/wAP2/j7wPH9ulsEy6Wx3bk6hlxXxbqJuLGV7S5ElpLGxEokjKsCOoNAHqravY+Jv2cfEk2j+J5IPEGsXltZ6HaK+FgiB/0iRvcLnFcv4c1e+8H+GLv4b6Nra31hcW/lC5l5Yrn5sHtk5rjrF7ksLWxaV3d8lIVPOew+te1/A79lfxj45P8Awkni+0/4R/wzajzb2/vPkxGOcLnqTQB2v7Cfw502w8T3Hxz8eWyxeFfAtvJfmaUYFzcop8uJc9TuxxXkv7TeleK/iGj+O9atZrhdUluNUubtlJCidyQxPoowPwr3Lxt46f4naHY/Bb4SR2+m+C9IulFzJIQjXjDrI3rmobvXvDHww+A8vib4yaLcXXh62vrmxtrZE5uiDuWHPoeooA/P7WdHOkDz77HkRj5Lhzgt2BA9Ku+DJ9T0m0Z9B1FXds/Ojbtufauv+MvgTwj8afizN4t8LXrWHhW+WF7TTrdtz6am3DLIB2z0NdB+zn8JPhj8CfizN8SPiTLPqPgvTrB45LXzP3l1Ow+XA9B1oA9S/YHbUPCHx18P/EiZ2W6i1i0hRyMGUuwDMfQKO9foF/wVv+MPirwLpvh74feBr9I18SPdvrE44LwBRiMem/NeG/Bb4eeGtU8C6B4mtvBxtNO+IKy2uk+IWGBpyhsxN7OWAGa7X9pDUtX/AGlPhFF4H8aeH00r4q/DuQLLayOAmr2yDaJIz3JTn60AfJvw11vQ9c8aeHPDPxOtpdT0uzvAkUFxMSbeBvvYPqO1dHN4e8O/Dnx74s8PeJdAl1LwXLeFLG1uDmWKNuY51PYj1rgdUi+y3eLWIwXMbHzIpPlliYfwn6Gt7Xvi3ruqeF00rUrGOa7jiWD7UTzLF3z7igDC+Lmi+CLCLTdV+HGrzNHdlo5opG5TH8Ve4f8ABMb4nyeBfi//AMIdrSs9l4jtniMOfle4H3TXzlHMNT0xrOW0VZYXJ+U/w54xXW/s66p4p0j43+F7nSpt86a1CkMSDJ5IzQB+oHjb4GfCf4lpHB4w8Jw3M3mlfORMOjEcgn0FJ4R+Gnwm/Z18E6h8QZNJg0rTdItHa51GQAOewRT6ntXVy2msXT/YNIQLcX1ztwOSkfG4/Univkr/AIKG/FbxJ+0L8RU/ZL+GF9KfDvhG1N1411K3b5HlUZZcjrsHAHqfagA+K/xz1/8AbASx+Evw90+ay0N7hZtSZMhrqEHj6jvX0X+zr8IvCPwz8OReC9HiaOPSojcrIR81w7/3v5V4/wDsC+D7K40T/hM4UjS3srYWlgzLjCjufUnqa+kdAurJdTutVtBkzRiKJiODt60Aa2pX50+VIYIiRIR8uOFI7V+On/BxT+1rLqGoR/CLR7kJbaZCVm2t/rJm4xX7Baxrtrp+iX2s3zoYILJ5pJW42YFfzO/8FgfivpnxB/aR1X+yb9pYDeu/zNkjBP8AWgD5EnKs5kDcn1FQkEdac7l/vDmmnHagAIxRSt9KSgAooooAKXPGKSigC3omr32g6rb6zp0xjntZllhdezKcj9RX6c/sZ/8ABZ/xLr2v+F/hb8UdP+0Q3EsVhLOpyycYVvwxX5egkYyOK2/h54nm8GeNNM8ToSPsN7HPweflYE0Af0Y/Fb4a6R8RdFeyuo2E0EySRXMHDxEgMkin6Yr5+8beA7hNcksvHGmob2fCR6jGmBdovR89mFdT8CP29Pg/8WfhboWtWHieG31VNPihuEkkGWdBgFh9OK9LTV/AnxJ0uS0vzBeQE5hu7dgSjnqRjpQBw/w18RfEr4eeF59T8PeMjLpdomy5+1vnyyeAvPWuQ8bfFfwib8z/ABT+Eej6yzkP9vtVCsAem7FZX7Qfgjxx4A0u70W01maTSLqVZIp4MkKy8qH9q8XfVr9rhYdRlkSWZD5nzZQ+hoA968CfGzTNZ1weH/gF+zxpcl6u5g08QZhjk4zWd8SvjL8b/HGh28Pxd0l9IsXvjFaaTCvliXbwSwH8Iry3wH8Sdd+GmtQeKPCeoi21CB96sn8Q7r+Navxe+PXir4p+KF8ReLb+MyLZiGGCNcJGDyeB3PegDobHxV4D8HyXOnXMFxfQm5iaAwuRtA5I967WH4h+C/ih4Suvg54y1CX/AIRO+kZ7bUZYs/Zr0/6sj6HAPtXz9P4gW4txPGcqo2OiDkHsa2vC3jm+vtLtPBN6saaZHcSOqhMN5rDG4n+VAHGeI/g18aP2R/iBb+PbrRYftmoiS3jZz5llq1uSdilTwrAYPvUfhX9nz4yfGXxFo3iNdTkW01TXx9vvrlttnb2p4mKr0woyM12mufFt/ir8H/FXhfxbqtzb23hqEQRreITNaXqH91Infay9TW6PjvoE2maR8OYdTFtaah4ftLXTLS3GMW64aeQgfxO2fwoA+irn43+EvBnw51j4NHxLJLpWhpbweErSAYyYsYuB6AnJrlbS21f41+MYtft/ifc2l/pNqGubm4kxIy4zwf4seleSeOPG9l4p8U293ZaUloINMNnANvLqDw598Vc0bxXKk9lqFjdeU4lVI8nBBX7zN6g9KAO78UeFNE8YWq638RowXWRoxrOlj55UzxMyjv61yl7+z++pXaxeA/HkN7HIm6GO4+VnHbrW14H+I9ovxVsL/UVSDS21bfqNqRmN4f4wB6HrXb/tU/FH4VavrlrpXwF0e3SJ4zJ/aEHylF7J9RQB554Z/Yz+L+pXEbahdWWnW+75tQuLgBQuea93/Zs8LfAD4GePY20/Tr3xb4igGW1cwEWensesmf4j6V8u3fxS8eqHt7vWrqVfNGYWnO3j+hr6P/ZE+OF/4z8JD4f+ILOytYdH1VrvUryOMKHstp+V27kHoKAPpb4l/tFv4Z8GXlt8N7onxBqUXlRahL921zwWHvzxXz14d8H63p+oJ8Gvh1f/AGvV9Vd77xvr+NylpB8sJfvjJZvevQ/DvgvV/wBouKTxBBp40HwsspFjdSDa88anBl/HtXrfw6+G3g7wjbW/h7wXp+2whLPcXsy5mvJD1LHrigC18IPhNYeBPh1pXgPRbjbaW0P+lXC8G4kJyzfiePpXogt7WxiSwijVUSI/8A9c1madqFrb232e3ZGkB2sq9ExXB/tKftQfD39lj4XXnxA+JV6jOsTNplhvAe8cDPPog7mgDxz/AIK6ftcad+y9+zzc+GrLVUTVdctWby1fDRwY+8fTNfzafFPxzqHxH8bX3iu/dnNzMSm7rt7f1r6B/wCCk3/BQHxn+2Z8VL7VZ9Sd7Bpz0Y7XA+6ijsijoO9fLjhs4zn3NADOM+1HU0UUABxngUUUUAFFFGeMUAFFFFACgkd6fAnmSBQSOeTUdKrMh+U4oA67wP8AE7xD4Av/ALRoupzxxYw8ayHB4617r8If+CgHxW+G88Wo+GPFcsbJIGeCXMkbeoK9cfSvl8OZOWxnHc1JEPL+Z5Cu08bTQB+zP7I//BTL4N/tRaePAHxdtIdA12SPy3kdw9peDpkH+H6HBFehfEr9ix9W0/8AtXwHeJ5MrebFJC/mIAegyO1fhhY+I9T0u/TVNPv5YZ4+Y5oX2sMdOn9c19Tfsw/8FXv2i/gFPDanxLJqGnrgPBcHerKOxUnn8PyoA+z5/wBmP41aLrMb3OgRTrFIf3sRyGHriqyfsu/Gm+ldf7I2yBi+2RccZ/rWTqX/AAXw8IHwA9xp/wAOLRNedOTtJAPqFxXiWrf8F0PjxqzyPL4a0uJ5pcCQ5G1exIxmgD6t8OfsW/EfV70/2rdw6XayR4BdwCjY71veGf2JvF0F4Rr3jfSbeyiIEdyJxubB4P518ReJf+CrvxC8Q6KZdZ8QSpcSDlbRuMe1eOeNP27fidrMLRWnjvV1Rm3BEumFAH7d+G/hL8K9B0u7MuieGdQ1HUrCO31K/v50Ed0qnPT+8Rxmub8c/wDBOnSPHnihfjP8LvDtohu7IwRw2kwePT3xjCgdu9fhfP8AtT/GyeXzf+Fl6wcPlUmvNyqfzr134B/8FbP2wfgNexzeGfiHJNFEwYW107BD9QCw/PFAH6Z+Pv2NPjd4WuobbT/Bkmrp5CqZ7dfnUjqMe9cXrnwC+L+jW1xq2u+ANStLVZlQq1uQx47Vf/ZJ/wCDmbwH4gmsvCX7W3wquYU2iN9e0ECRlzxvKrzgfSv0t+D/AMfv2RP2ofCsOs/Br9p3w1rAuP8Aj30rV5EjuIhjurd88UAfkxPovjKwD3dx4f1CGCA4ErW7fKvvxVa01dLK9228yqsYOwEEcHrX6+eI/wBnUx2v2yTw3pupI0bB47UI6SKfpXkuvfsy/DyS5NxN+zokshfOViwBQB+dug+Hb3xVqy22l2FzJDOD5jrGTtX0HvX1V+zj+zpPe6DGniazl0LwlCQ90r8XWrSDop77favoLwz8FdbsESz8L/CfTtKCjKtJGo49eav63beC/hxDceJPi58StKsBanzCtxcqFBA/hXPQUAb/AIeskuLe1W4slsNIs4glrYfdBUDA4rWutbhivIrPQ1UmNfmAHAX0+tfGXxE/4K+fsg6H4on8JeEvG03iK+jfZdTwnEMZ9M9Ks+Kf+CtPwO+GXwyvPE1zfWpvhB5lpCJAWaTHANAHsn7TH7cXwF/Y/wBKaTx7rkR1coZodMWQbhn7pf0zX4e/8FPf+CnnjT9sDxfc2lhqDpp+DFtjYhI4s48tPY9zXkf7cP7X3iz9qn4vaj47v9VnaCa5ZgWc4diew9AOBXhsj713kncO/rQAkkjPl3bLZ4Hp3qNi3c0E9S3XtTSc0AFFFFABRSjj5jSHrxQAUUUUAH1ooooABjPNOJ39BSbTjNICQcigBdrenUUokwArLnBzzTckd6OWNAEgyx6cnpxSpkKWJ6HkGogSORTgeDuOaAJTcSMNrTHp3bpR5i7SWwSTkcc1FvH90fWkLHHWgB+924Jxz29aJH3dgdpqPNKWP+NAD0nK4APTpnmgTNt27yPxqPt0owfSgCaO7eNg4J4PXJrb8K/Erxf4Nv11Xwz4kvLG6XBFzbTMjjHT5gQf1Nc90p6lG+9+YoA+q/gx/wAFjv28fg46Q6T8b9SvbdI9qw3spk+nOf6V7NZf8HFn7Zs1ukeq+I0LqPmcIcEj1r88Y0KEkPgetKJHQnGDnrkUAfdnjr/gvL+2V4vsnhtviA1pujIZow3Ga+bfij+2j+0H8YriSbxx8TtWvvNyHQSlUwe3JNeTh5I18xpVxn7uOtSGckqS5YZyR059aANDTfGuraPO0lnOwJOR5jFsNnr9aXxD4z8SeImB1jWbi5Vxna0hx7DFZUpVht27ckk1CWZACCeDkA0ASGQoRuPVeOOntTGYEqyHnuBTWZ5WyTk96kih2jcQDj3oAY8ZB54zzTOKlmlBXZjmoqACgHHIoooACc0UUUAFFFFABRRRQAueMUlFFABRRRQAoODS7zjGRz14ptFADwwDAnHHHSnHa5yRjn0qKjJ9aAHHb1znPWgleoGKbRQAu442noKMgtkjApKKAHDB49KcICU3DueBUdKGYcg0AOIZHPPSk3Ox3E5/Gk3N60ZNADlJ2EbMgnrTohuOS+M8Emow7AYBo3HGM0ATNEGXbv78VGUHO5+h4pBNIMYbp0pCzN1NAEqOiQmM4znOajaVmJI4z1puSepooAAMnApzpsI56imgkHIpSzN1NACUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
Does the picture contain kidney?
Yes
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/1VupDSuT2wgbHvX9RGgWfhj4NfDvTvBXhRIrPRNB0iOx0y3QbQsMS4yfyLV+OH/BtF+z1PqnxV8XftIappn+ieHNIGm6ZdMvS7n5fb/wAL/31X6Vftv/ABMufA3wD1q/0+423V35WnW7qeU3nDY9yKAPnX4m+PPE/wAUvipeXPh0GS+8Q3TaX4ZIPEdkDia4HoTk8+4r1XVbbwp8IPhBZ6L4L1WObT9N3QaheoflE/8AHKT6buM14Zb+LtH0i1v/ABvof+jz+HtHh0XSo8/NFdT/AOscfmT+Fafwx19rnQNZ8DX6i903UbA2X2WU584EfMR7liTmgD5U8ceKfjN+2P8Atj6F4B0H4hz+H/DOmM0t0zJut4I1OwST9sSOcLk89ulfSGpeAvjZ4fht9O8XWN3b6ToYj+33VkmN3lECKVSOz8ZHtXMeFPgv4W+A66jYywzXNleyY1PdzKVXmKFj1wpxivRrf4wfGn4ifCGf4R6bqQjsJp4ria+kAMqFDxED1K4oA2/hh8N/EEeo6RoHhbVTcXXizV5tQ167uXxHADwqqOxAr9E/BHwm0L4T+ErbwjpVwJpBELme/Bwp+Tk/nXxJ+yf8GPiF40l/4T/VrK4h0Wyu/wBzdu+3zSn3ht6ivqvWPGms+MRc6Pp7tp+k6ZaBdTvZmwDgZBB9MUAZ+jeLvG15ZNo0YkuIormVnv4xxIob7xPsK6ab4t2EKT+H7+a2gWC2xYSRuCL+UjufQd68p8S/Hu41bwlD4X+FFglpZyEpJfOcNNGOHPsDXntqmnzeFX0iN5TfoXltJRKS0eW5A/nQB7zq3xgXw/bR6M8llusYAzzyABGkbkov0qlqfjjxj4l0y1ks7yARz3S/bduB5UGOq+1fLX7RPwr8a/F7wlbeGvA/j02F5YXio0nmFTJEy/NK305FaEHg74+p8Xfh7rkHiv7J8PNJ0mHTNVYv8155RzJM/wBfWgDutb8efEn4i+Ldbk0H4cXk+m+Hp0s9NupcrHcufvOPUCut8DjxXe6W8fiuzgsr2SMmxtN/LqD1HvXjv7RX7YGsa947k0Lwdqkmj6BaXRXT7Wwjx5sa8ea+PWuv+DNzqfxm+FyWuk31y2pBbhYdacndZyZypb/Z7UAen+GvGOv+Fkiu9Se3luHZilrImdyrxlfeus/4XX4UurqGxvdN+yzSBSMpgHPUGvJNH8Vazo1vZ6T8TvDMyato6/Z7i5VCUyRw4Pff1rVt73QddktZJr3yjckCT7Wm0xAHqc9MUAY/7X/hH9qzxx4fiX4L6zCbG0SWSSOJsSSQAZMY98dK+JNC+KXiew1DTbqx+JuuW8un3TvFo0iOCl0Gx847jPFfoXr/AIvt/Dmq/wBm22tiSIKn7y0kyAez8djUumaV8MtR1ptXT4Q6NcX8n/Ly1uoy3948de9ADYtTv/Hnwws9R8ZeEYbue+0SJ9f0+YBVnSQbXznpgHNfEUXw3vP2a/2tofB+p2H2nRbWbNiyuGF1ps/8IPcqCVP0r0z/AILPeJfjbpf7Pej+G/g1rMmj6nrksr3M9tcNCXghHMAdeRntivgb9l34h/tIXUGlal8ePFpk0zTrk2tnfX955lxZwsMsWY4LKG6UAfph+zD8TI/hB4n8Q/sr+LLl57KznkvPCl9Jx5+nynfHj/aTOPwNfWHhrXLbxPoaaXPCkzPa+TqCsMiSMrgk/Va/N/SfEF78YobM6N4hjl8S6LbE6Fq0J+TU4AclQR3IGCK+wv2UfivB4y0mC5aTy7uVYrO9hY8pOnBH6UAfhb/wXV/Ybl/ZT/aivdX0PSXh0DXHN1YOqfKI3JIH1GSPyr4RljaGQp19q/pz/wCC8X7H1j+0v+x7d+N9J09Z9T8HwMY1VMvJE3X/AL5PNfzMa5pVxo2q3GmX0ZWaCVkZcYxg0AUmYsAc02lCjO1uvagY6HH1oASlwMZoBweBQOnIoASj6UUUAOGehYfjVi1RlkATnII6ZxUA2kgNk+uKmtpfLfaVOAPmUHnngn8jQB/Rz/wRn+C//Ci/+Cf/AIO0+4s0juvESPrGpBR8zPM3yAn2XAH0rB/4KIeP4Y9V0f4bGBmV9WfUp426CKFPlB/4FXs37HOsw337LXw8vtEjC2k3hayMSseVCoAa+WP+ChGpSzfG7TILm73PcWFzkDqiEgGgDwD4b6t4i1CbVNa1y8c22pak18kTdIypIHFb3if4i694dttO1zwtHJusZmaWJActu/w61T3QfbltbVBBbW0MduV7bQM5Pua0/Cdo17qjPhRvJEccnRh60Aeq/BX4lR/Eh7KfVfDUmprqlm1tLcGLmRlOPMI7EHivsz4afsueCdPLa3daQzxtpypKiDmNwMmTFeUfsb/DPwbpD2/iCPYLpd37ogeVHnqQPrX1GILy/wBLxZ6v9kYxlJCh+8p6GgDT+FWm+EF1JbXwnePc6YyhLq3I2oLge3YHvXEftueOPh74D8Fv4TtNZFrd6xfRSyaerYIgRssSf7hPFdLaax8P/g3pjTalrsUDeUPNfzAN3ctj17V8S/8ABQWLxP8AtA+OvEWt/Cm+e9h1bS7ZdLa0JdrKKMYaMgdMnn8aAOp0XxbpXjDVtQh0S+hge/gx9igf5YVXqF9MjmqE/jzRbeyu0+FHiKDUtetYjGdOD7nhlHHzCvIv2Vfg/wDGz4faPaeLPiTYtbxwami6jdXDFcWw44Jx1HWm+F/i/wDDb4c/FfxdoP7J3wnv9f8AEF/PKdU8VXoJtrdCcgJ/ePYUAfR3g7T9Uk8OReNPi29lpF5cwf6VCZgMIo+7j+8fSuF8d/tveENIsR4Y8P8Ag24n0wxPaySXUmNwPdB2ya8+8ca3f6TBZ3Pxd1aabxFqssX2fQ4pdzW4k+XzWX+Ee1eHfHTQfEWhfFLWPAGv3M1vcaeVW2gkbaY2ZQw49wQR9aAPU/hnv8deK7iG31qG0utQmKx/b+IpB2jRj0IFfev7DukT/DL4LeIfCHi7wpIniqe/CW08K77e6ssclSON1fAX/BPrT/CvxJ8S+K/h38UpZZNEt/Dj3sV/DxNpF3EMiQHvu6Ee9fSv7Kn7TfxJ/ZlS9+HfxKdtS8PeJ4ftPhm+uRmWxUnAdSew6kUAe/eJPFA8L2VuNetvtPmEmCG7ixKxB+VWz121heItf+GHiV3tPE15CRLGrT/ZiFYA9Rx0rzb/AIKAfFX4peCY/A/h++mtNb1rxLpVzcaJrWnMNk1suPmIH8eWAxXxzc3fxqj163m1DXryJ5pd97GScqvdaAP0n1LwB8LPCPhmTVvhz4jtLy4e3Ci2vZgS+eiDPpUnw3vI9fv5NKu7OCC+jiX7TbK2A6kclT6ivz11X4s6lqd42jN4iubZ44B5G2Yhie1d1+y/+0t49tfGsPhXxJKt7bB1EV+ZcTIc9/UUAfV/7cnwVufix+z/AHvh3S7A3F9YyJeaNMw+eOZeqA+jDINfll8fvhPB8Rfht4g03SluNM1LR7YlIoG2h5BwyH3Br9l7Dx5Zjw4P+EiKMSpkxuGdqrnFfkx4z8e6frfxD8YRyxC1sZvEE9xpkUf3p0ZjlT+NAD/+CXHg/wCImlfs+eIPCfxC1eOHxZoDNr3g7EmXngiw00BPuuTj1FfW/wCz7420PR/jjrGjaDrKSr4osbXX9IEbfKkhX97EPfcDXzJ+zLo/ivWPHzz+ArGWKGGwu4LueVSQiyREFE98Grn7F+o61rPxN+HGoTwPaTWut3OkXoLdUilO38xmgD9evD+j6V8TvAUugaxbCa01mwaG6SQZAVxtbI9jX8vX/BY39kXUf2S/2wvEnhNbMx2D3rtaPtwHQnKkfh/Kv6h/h5GdJvHsWkMcUc0kYx0KnkYr8rP+Dqf9myw1vwxoHx80qy/ftaeRdyKucMnTP1oA/BTYc8CkPBIBp8oUcBsgcfWmY4wBQApIOMcfhSZx+dGSOKSgAooooAkxkA4B71PalXnGBwxwwPoagR8JnGf6f5zToZZPMDI3OenvQB/R5/wTJ8a3viH9hL4aa9eR7XHhpIWU9ihwDXkX/BSKxng1bSfHY0791bXZt724UcokhG0fia7b/gkzqsviT9gL4fTuoEiac8BjToEB4NaH7bfg668X/B7xNZiRZGVd0OOjOg3Aj6EUAfI/iqwuvDviK50i9hZS0UFyuR1jZc5ra8J3kq31rcxquV+VC3YGt74q6Wvjb4S+B/jloa7xcaOun6sijmOaLja3oSK43wos2s6nDiQpsYER/wB5QeB9aAPuD9kXU4LS3mt76LciquwMOrd/wrtv2j/2uvCvwttv7E8PNHLqUkIJVOdjdh+FeQ6X8S9I+D/wmk1S+CpfXUGyInqnHBr5g1nx7q3ivV213UV864llOx3bpk/4UAd149+MHj74m3r3vizxPJBHKpZIEbhhnrV79mf44X3wI+Iv/CWwX6XAh0+Z/JuRuRichSQf5V5rpnhXxx4tDa3aWywWcNyIGlkbABPf/drN1CC40+6vGFm9ysgYQ3kRzGVj++SfSgD3tNJ+I/7fXxJs/A+t/GVdAtHnVpYRJ5cUqk5KgDGSRwK+t9Z8BfBH9mKPRP2dvB9tp1prGv6VcXFtqVxGoECQp813cMf4QegPWvzi+GHiDU7v4g6JJ4fvZIZW1K08owE5OXA7V6l/wWG+O9w/xk1Lw1ptzcRfZrK10W9u4HIcRiJXeIEdAWb5qAMJf2y/2YfgL44uNb0XwDffFXxVbag0l14jvx/o0lwDjCA8bBjj6VynjH9r79nP9orxs17+0r4D1HQ9d1O+jLeKtOXMaRlgBkD/AJ5jA+gr5zn1yzeC20e3v4rRnKmJIVwFbpz+FdJ4Xh0nUPtFpeypdwhWS3UqGG4fez7GgD9A/g9+y5pP7MHxu0LUrrxNZa14K8b2z6Zol/YsG/t15kyhOPTOCO2K779tz9nzWvD3wrjPhKYS6l4RRv7Kt2GXnjx++gHrtFfNv/BIr4mxa78dPCv7P/xFluL/AEXw3rc2r+Dba7kLNYXDrgwc/wAOeVr7G/4KMaX8QbrwJJ44+HInjn8N6oJzERzOhb987ew6H2oA+Vv2Zb+b9rT4dJ8K9d8X/wBkeOfCTyXPw6u9Qb93cRMf39sSensK0f8AhF5PhZ4ii8K/GTxvZnV7iXynkiQOEQnlm9K5j4tfCvU/gDofhb44at4lsIta1+8a9OmWMwxGJOYxGR0z3Fct+0h480v4o3uleOTp8mlT39uttqcu/crXSdOewIoA9m/aK/YQ8PWA0r4u/BHxInjG1W0/4m1tprZnijIzvVB1wa8U8E/C/wAd6n43t7fwNoGptfm/iZTLbsm1VbkHPtWX8PvjP8T/AIYeIrTV/CXi+6tXgfasSS5jYDqCPQ1+j37K37Rvhb47fD22+IM/hnT7fUY3S31mW2hUPbyA48zA9etAHmX7SnjzXvhJ8K21CDSnm1iW3EMKyHCqSmG/Kvz11Dwp4jvZ5b6xiTz5iCszHO9y244r6E/ay+JXxN8ffFfxd4V+Id/PbadpOvyLpcUalRNagZWQeu6uL8BfDu/+OmsaL4Q+GWmXMV1fXyxrIVP7vb1PPT60AfQ//BLnXNI07SNc+H/jDTLZfEN7eLNawKu5hDjDDPv1/CvOvhF4ftPDf7VyeANPRVg0f4l3F75ijqGyTGPavqb9mz9lvwb+yxYX/wAXviHrURn06CSW4ufMyI0jBO0sepZuBXjn7CPhV/if8c/FvxO1rSg1pLd3OoQXJH3bmZ2KIp77VIoA++/CUzahYfariQBpZmkaPHKDPyge1fJf/BdXw5B4u/YT12a5iWWOyuA53Dkcdq+nvh95g0COW5kdJbZ/KDMfvj1r5H/4Lf8AjcaF+xfqujXF4oF9cEIC3LDHNAH8y+qRxxX00MfIWVgOOep/+tVblT0q3rLLJqc88fRpWII+tVDnqRQAlFFFAB1ooooAUdDT4XCOGx065qMHFOVscjqDxQB+8f8AwQq+IFh40/YDtfD1vOn2jw5qc0E5VvmVWJxmvefjvpb6p4IuvD8SEW91ZSwlh1WUglT9TX5Bf8EU/wBuSL9mT4z3Hw18ZXjf8I14ueOGZM8RXGcK/wDKv2j8VQxeIdPaMbY4ZFV4WPRjjIb8aAPjH4BeNfDXgnxJpvwt8dfuPCPxKt3j0+e7GE0/WoDtZMn7u7rXrA/ZLl8M+IWn0+BZB527zByB9PavIf2hfgXq3jC61P4L38y2sWs3UmreDb4Hb9h1JBkoG/h34yK7j9hz9s/XG0CH4N/tKxS2OvaQ4sjqMy8S7flBbNAHPftqXd54XvrDwm8rZkVS6546dBXhdrrN5MxFsDugQsFz1x2r7A/bd/Zy8S/E/wAP2/j7wPH9ulsEy6Wx3bk6hlxXxbqJuLGV7S5ElpLGxEokjKsCOoNAHqravY+Jv2cfEk2j+J5IPEGsXltZ6HaK+FgiB/0iRvcLnFcv4c1e+8H+GLv4b6Nra31hcW/lC5l5Yrn5sHtk5rjrF7ksLWxaV3d8lIVPOew+te1/A79lfxj45P8Awkni+0/4R/wzajzb2/vPkxGOcLnqTQB2v7Cfw502w8T3Hxz8eWyxeFfAtvJfmaUYFzcop8uJc9TuxxXkv7TeleK/iGj+O9atZrhdUluNUubtlJCidyQxPoowPwr3Lxt46f4naHY/Bb4SR2+m+C9IulFzJIQjXjDrI3rmobvXvDHww+A8vib4yaLcXXh62vrmxtrZE5uiDuWHPoeooA/P7WdHOkDz77HkRj5Lhzgt2BA9Ku+DJ9T0m0Z9B1FXds/Ojbtufauv+MvgTwj8afizN4t8LXrWHhW+WF7TTrdtz6am3DLIB2z0NdB+zn8JPhj8CfizN8SPiTLPqPgvTrB45LXzP3l1Ow+XA9B1oA9S/YHbUPCHx18P/EiZ2W6i1i0hRyMGUuwDMfQKO9foF/wVv+MPirwLpvh74feBr9I18SPdvrE44LwBRiMem/NeG/Bb4eeGtU8C6B4mtvBxtNO+IKy2uk+IWGBpyhsxN7OWAGa7X9pDUtX/AGlPhFF4H8aeH00r4q/DuQLLayOAmr2yDaJIz3JTn60AfJvw11vQ9c8aeHPDPxOtpdT0uzvAkUFxMSbeBvvYPqO1dHN4e8O/Dnx74s8PeJdAl1LwXLeFLG1uDmWKNuY51PYj1rgdUi+y3eLWIwXMbHzIpPlliYfwn6Gt7Xvi3ruqeF00rUrGOa7jiWD7UTzLF3z7igDC+Lmi+CLCLTdV+HGrzNHdlo5opG5TH8Ve4f8ABMb4nyeBfi//AMIdrSs9l4jtniMOfle4H3TXzlHMNT0xrOW0VZYXJ+U/w54xXW/s66p4p0j43+F7nSpt86a1CkMSDJ5IzQB+oHjb4GfCf4lpHB4w8Jw3M3mlfORMOjEcgn0FJ4R+Gnwm/Z18E6h8QZNJg0rTdItHa51GQAOewRT6ntXVy2msXT/YNIQLcX1ztwOSkfG4/Univkr/AIKG/FbxJ+0L8RU/ZL+GF9KfDvhG1N1411K3b5HlUZZcjrsHAHqfagA+K/xz1/8AbASx+Evw90+ay0N7hZtSZMhrqEHj6jvX0X+zr8IvCPwz8OReC9HiaOPSojcrIR81w7/3v5V4/wDsC+D7K40T/hM4UjS3srYWlgzLjCjufUnqa+kdAurJdTutVtBkzRiKJiODt60Aa2pX50+VIYIiRIR8uOFI7V+On/BxT+1rLqGoR/CLR7kJbaZCVm2t/rJm4xX7Baxrtrp+iX2s3zoYILJ5pJW42YFfzO/8FgfivpnxB/aR1X+yb9pYDeu/zNkjBP8AWgD5EnKs5kDcn1FQkEdac7l/vDmmnHagAIxRSt9KSgAooooAKXPGKSigC3omr32g6rb6zp0xjntZllhdezKcj9RX6c/sZ/8ABZ/xLr2v+F/hb8UdP+0Q3EsVhLOpyycYVvwxX5egkYyOK2/h54nm8GeNNM8ToSPsN7HPweflYE0Af0Y/Fb4a6R8RdFeyuo2E0EySRXMHDxEgMkin6Yr5+8beA7hNcksvHGmob2fCR6jGmBdovR89mFdT8CP29Pg/8WfhboWtWHieG31VNPihuEkkGWdBgFh9OK9LTV/AnxJ0uS0vzBeQE5hu7dgSjnqRjpQBw/w18RfEr4eeF59T8PeMjLpdomy5+1vnyyeAvPWuQ8bfFfwib8z/ABT+Eej6yzkP9vtVCsAem7FZX7Qfgjxx4A0u70W01maTSLqVZIp4MkKy8qH9q8XfVr9rhYdRlkSWZD5nzZQ+hoA968CfGzTNZ1weH/gF+zxpcl6u5g08QZhjk4zWd8SvjL8b/HGh28Pxd0l9IsXvjFaaTCvliXbwSwH8Iry3wH8Sdd+GmtQeKPCeoi21CB96sn8Q7r+Navxe+PXir4p+KF8ReLb+MyLZiGGCNcJGDyeB3PegDobHxV4D8HyXOnXMFxfQm5iaAwuRtA5I967WH4h+C/ih4Suvg54y1CX/AIRO+kZ7bUZYs/Zr0/6sj6HAPtXz9P4gW4txPGcqo2OiDkHsa2vC3jm+vtLtPBN6saaZHcSOqhMN5rDG4n+VAHGeI/g18aP2R/iBb+PbrRYftmoiS3jZz5llq1uSdilTwrAYPvUfhX9nz4yfGXxFo3iNdTkW01TXx9vvrlttnb2p4mKr0woyM12mufFt/ir8H/FXhfxbqtzb23hqEQRreITNaXqH91Infay9TW6PjvoE2maR8OYdTFtaah4ftLXTLS3GMW64aeQgfxO2fwoA+irn43+EvBnw51j4NHxLJLpWhpbweErSAYyYsYuB6AnJrlbS21f41+MYtft/ifc2l/pNqGubm4kxIy4zwf4seleSeOPG9l4p8U293ZaUloINMNnANvLqDw598Vc0bxXKk9lqFjdeU4lVI8nBBX7zN6g9KAO78UeFNE8YWq638RowXWRoxrOlj55UzxMyjv61yl7+z++pXaxeA/HkN7HIm6GO4+VnHbrW14H+I9ovxVsL/UVSDS21bfqNqRmN4f4wB6HrXb/tU/FH4VavrlrpXwF0e3SJ4zJ/aEHylF7J9RQB554Z/Yz+L+pXEbahdWWnW+75tQuLgBQuea93/Zs8LfAD4GePY20/Tr3xb4igGW1cwEWensesmf4j6V8u3fxS8eqHt7vWrqVfNGYWnO3j+hr6P/ZE+OF/4z8JD4f+ILOytYdH1VrvUryOMKHstp+V27kHoKAPpb4l/tFv4Z8GXlt8N7onxBqUXlRahL921zwWHvzxXz14d8H63p+oJ8Gvh1f/AGvV9Vd77xvr+NylpB8sJfvjJZvevQ/DvgvV/wBouKTxBBp40HwsspFjdSDa88anBl/HtXrfw6+G3g7wjbW/h7wXp+2whLPcXsy5mvJD1LHrigC18IPhNYeBPh1pXgPRbjbaW0P+lXC8G4kJyzfiePpXogt7WxiSwijVUSI/8A9c1madqFrb232e3ZGkB2sq9ExXB/tKftQfD39lj4XXnxA+JV6jOsTNplhvAe8cDPPog7mgDxz/AIK6ftcad+y9+zzc+GrLVUTVdctWby1fDRwY+8fTNfzafFPxzqHxH8bX3iu/dnNzMSm7rt7f1r6B/wCCk3/BQHxn+2Z8VL7VZ9Sd7Bpz0Y7XA+6ijsijoO9fLjhs4zn3NADOM+1HU0UUABxngUUUUAFFFGeMUAFFFFACgkd6fAnmSBQSOeTUdKrMh+U4oA67wP8AE7xD4Av/ALRoupzxxYw8ayHB4617r8If+CgHxW+G88Wo+GPFcsbJIGeCXMkbeoK9cfSvl8OZOWxnHc1JEPL+Z5Cu08bTQB+zP7I//BTL4N/tRaePAHxdtIdA12SPy3kdw9peDpkH+H6HBFehfEr9ix9W0/8AtXwHeJ5MrebFJC/mIAegyO1fhhY+I9T0u/TVNPv5YZ4+Y5oX2sMdOn9c19Tfsw/8FXv2i/gFPDanxLJqGnrgPBcHerKOxUnn8PyoA+z5/wBmP41aLrMb3OgRTrFIf3sRyGHriqyfsu/Gm+ldf7I2yBi+2RccZ/rWTqX/AAXw8IHwA9xp/wAOLRNedOTtJAPqFxXiWrf8F0PjxqzyPL4a0uJ5pcCQ5G1exIxmgD6t8OfsW/EfV70/2rdw6XayR4BdwCjY71veGf2JvF0F4Rr3jfSbeyiIEdyJxubB4P518ReJf+CrvxC8Q6KZdZ8QSpcSDlbRuMe1eOeNP27fidrMLRWnjvV1Rm3BEumFAH7d+G/hL8K9B0u7MuieGdQ1HUrCO31K/v50Ed0qnPT+8Rxmub8c/wDBOnSPHnihfjP8LvDtohu7IwRw2kwePT3xjCgdu9fhfP8AtT/GyeXzf+Fl6wcPlUmvNyqfzr134B/8FbP2wfgNexzeGfiHJNFEwYW107BD9QCw/PFAH6Z+Pv2NPjd4WuobbT/Bkmrp5CqZ7dfnUjqMe9cXrnwC+L+jW1xq2u+ANStLVZlQq1uQx47Vf/ZJ/wCDmbwH4gmsvCX7W3wquYU2iN9e0ECRlzxvKrzgfSv0t+D/AMfv2RP2ofCsOs/Br9p3w1rAuP8Aj30rV5EjuIhjurd88UAfkxPovjKwD3dx4f1CGCA4ErW7fKvvxVa01dLK9228yqsYOwEEcHrX6+eI/wBnUx2v2yTw3pupI0bB47UI6SKfpXkuvfsy/DyS5NxN+zokshfOViwBQB+dug+Hb3xVqy22l2FzJDOD5jrGTtX0HvX1V+zj+zpPe6DGniazl0LwlCQ90r8XWrSDop77favoLwz8FdbsESz8L/CfTtKCjKtJGo49eav63beC/hxDceJPi58StKsBanzCtxcqFBA/hXPQUAb/AIeskuLe1W4slsNIs4glrYfdBUDA4rWutbhivIrPQ1UmNfmAHAX0+tfGXxE/4K+fsg6H4on8JeEvG03iK+jfZdTwnEMZ9M9Ks+Kf+CtPwO+GXwyvPE1zfWpvhB5lpCJAWaTHANAHsn7TH7cXwF/Y/wBKaTx7rkR1coZodMWQbhn7pf0zX4e/8FPf+CnnjT9sDxfc2lhqDpp+DFtjYhI4s48tPY9zXkf7cP7X3iz9qn4vaj47v9VnaCa5ZgWc4diew9AOBXhsj713kncO/rQAkkjPl3bLZ4Hp3qNi3c0E9S3XtTSc0AFFFFABRSjj5jSHrxQAUUUUAH1ooooABjPNOJ39BSbTjNICQcigBdrenUUokwArLnBzzTckd6OWNAEgyx6cnpxSpkKWJ6HkGogSORTgeDuOaAJTcSMNrTHp3bpR5i7SWwSTkcc1FvH90fWkLHHWgB+924Jxz29aJH3dgdpqPNKWP+NAD0nK4APTpnmgTNt27yPxqPt0owfSgCaO7eNg4J4PXJrb8K/Erxf4Nv11Xwz4kvLG6XBFzbTMjjHT5gQf1Nc90p6lG+9+YoA+q/gx/wAFjv28fg46Q6T8b9SvbdI9qw3spk+nOf6V7NZf8HFn7Zs1ukeq+I0LqPmcIcEj1r88Y0KEkPgetKJHQnGDnrkUAfdnjr/gvL+2V4vsnhtviA1pujIZow3Ga+bfij+2j+0H8YriSbxx8TtWvvNyHQSlUwe3JNeTh5I18xpVxn7uOtSGckqS5YZyR059aANDTfGuraPO0lnOwJOR5jFsNnr9aXxD4z8SeImB1jWbi5Vxna0hx7DFZUpVht27ckk1CWZACCeDkA0ASGQoRuPVeOOntTGYEqyHnuBTWZ5WyTk96kih2jcQDj3oAY8ZB54zzTOKlmlBXZjmoqACgHHIoooACc0UUUAFFFFABRRRQAueMUlFFABRRRQAoODS7zjGRz14ptFADwwDAnHHHSnHa5yRjn0qKjJ9aAHHb1znPWgleoGKbRQAu442noKMgtkjApKKAHDB49KcICU3DueBUdKGYcg0AOIZHPPSk3Ox3E5/Gk3N60ZNADlJ2EbMgnrTohuOS+M8Emow7AYBo3HGM0ATNEGXbv78VGUHO5+h4pBNIMYbp0pCzN1NAEqOiQmM4znOajaVmJI4z1puSepooAAMnApzpsI56imgkHIpSzN1NACUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
Does the picture contain spleen?
No
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"
Where is the liver?
Left
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"
How many kidneys in this image?
2
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"
Is the liver healthy?
Yes
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"
Does the kidneys look normal?
Yes
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What modality is shown in this image?
CT
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What scanning plane does this image belong to?
Transverse Plane
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Which part of the human body is the organ located in the image?
Head
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Where is the brain stem in this image?
Center
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What organ system is pictured?
Head
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What organ is the on the right of the image?
Left Temporal Lobe
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Does the humerus head exist in this picture?
No
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Does the larynx appear in the image?
No
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What color does the left temporal lobe show in the picture?
Gray
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What is the largest organ in the picture?
Brain
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How many eyes are shown in this image?
0
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What is the function of the organ on the center of this image?
Control heartbeat and breathing
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Which organs/organ in the picture belong to nervous system?
Brain
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Does the picture contain the organ which has the effect of storing urine?
No
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dKXTrTRC81rcNZxsJEaacFiI48jj5t2BHnaTEDlRkqAfrZ+x5+1R8EvD37KUOsfFD4l6B4TtfCEwstdv/ABHqkOn2tr5155VszSTOsaCV5Yo1XdjzHVBklQfhH/g5Q/4JbWnx1vvgj+0j4H8ItfQeBPEV1pnjG1tYgB/ZF3c/abdRHHhisU/mqApHyyt7V79/wSZ8TzT/ABIuNLvNK2Xp0Yrc/wCkIRArBXZfl5Zi8YILZZgxfI5FfcHxI+HWmfFf4c6x8OPF8iSW2r20sDywwlTECSYnALH50+Q5yMsuQFzgAH8HXjRIl8VaoVaQP/alwGjki2lRvOM+h65GBjH5ZZGDivo39vz4IfEDTP2uPjLoTnz4vAHiaWD7O6JA0GmPJK8LhSVyFUxg43MxlByeSfnW4kEsgYOzYRRlzzwoGPpxge1ADKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKs6XPpdvc+bq2ny3UY2lYo7nyskMpIY7SSCoYcYOSDnjBAPoX9g6y8OeIvDfxW8KW3gltS8RX/wAOZILEqszEQfa4jMIzG2VmkY28IO0qI/MJHLV/Vv8A8EcP2YPC37EP/BOnwtoN7oI0KabTZNZ1+3lJdrLIJ8otyziONe+SSWPJNfztf8ECvgHdfHv9qnWNT+F3k6dpl/eW+l3PhnVYlvFiimnSSJ/PkjUSKkiAFRhyuc5HzV/VN8TLDRPh5+zn4g0uy1Eafp2h+CruKG7upC/2aGGzZQ7swJbaqgknOcd6APyP/aX+MN/4l+JPiL4ieK5NR87xNqWo3GiaRdXou3trVWyLfmZxb7SQjHYEVTI3ybcjwQ2mj2GvJNrdhb6jqE4kwPNYsHdFcYJkG9l5KkYK5JOSwx6H8SH0jT5R8QfEmpwI91HNDp2jmcvGyqqMruqcyTAlnw245YAbsItef6f4duPGsN5PENQkOoPDHLqMY2TTgyBkZOAAW8kOI/lDEc7jyQCz4q8T3Umk2mtWum296EtZLzSYZBE1sZywVGyWwCXDKFBUKso5GTjmNY8IXUC2tprHiO8u4WnCi1kkOPMnRk8qJQFX+JhkBhtcjJA+b1nxHDovhPw//wAIjDoMupWSQpp73clq4lSZTkmSVflZd2FyrhsDAJUVi2Vhrmu6G+uahcNLax+YtnHfwEPD+8ZzK5TiIrjHIGfm5IAVgCf9lL9mfxf+0t8WdC+Fvhh00zUr1WmlF0sbxW9ur/6SeMbgsRAZRjaxC4Ykq3sv/BVbQv2Nf+CYPwG8Y2vgHxBZal8Sr7w2tncaprdnDqN1Z3V4yeVBZwfcsZpY45pBO6yywxIixYM4cecfA79oC/8AgbrdzN8NvGepNfXWnT6a8cFgkoltnjBuZVcyKV242+ZwS2GAJANfH/x/8aeHPifqyeBvidolzq2p+NdVfxAx1m8l6QpLbO7BCobevmuZMjcUDHgcgHzF8Afhz8TfGVtqNrqfiXfofxIcWt7N4kErJa77hJWkEZOZJD5CrxtXO1dwx83rn7Jv7E37FfwV/af8GeNf2r11H4kfC2wjnTxRosMZs55DMtx9k8kR3CyN5czRGQB0LYOCOUboY9ELXNp4O8Oum9tJ22T3gZXt/wB2gdyi4YkbUUBcfeDlcA7eisNC03U0uV1bYY7C1hnvc2p2ykMxW4JIwrqXYqc8uFJIU7aAOZ8W/sa/sdar8f8AxvN8FvBNzpPgC88Q3F7oek6nfG7k06wkDrbwAST8PuljicyPNtUbldiDusfs2ftoft2/sbftrP8AFT4e6zdQ6vDJZWuseHbwp9l1zTx5UNvaTQoAJEeGEKtwoBWSSPa6lgaXVNF8Z6L48iI02e8mvJUey1BbnYLdFUcyBAxCosbqScqPMygJwV0vi7Do978M5rrWdS2yyWslr/au9HcSPM7W5Q4DbUmi6kMUKxsCByAD79/a58Rfsp/tK3ui/tKfs339zb654jWe+8a+C7qGUy6Vfusc0rxuwCyeYXblNyA54BfYvgHgLWBoc2t2OqbLT7ZALeC4tWbdPKjkKmVIUx+Zv+UZysh/hANT/CD4q+H/ABH4J0T4nafZrba7qvhl4NWSyV50We3WOCeYbtgkn2GNzEDl3mYsu45rc1L4S6zeacdd1+xZdOHlvbvLNhZnRgouUjKxkqQdrMMqSDj0oAvt4M1vU9T+w7760v4njtrS1mCrJAYAyiADYMMY88bP9aAOwI9H/Z2+FL+LPDmveNNVtdP0yGygWa4kkYSNa3PnDaVBDgk7mYuMqrAc5wRjxafo2raJYeLLDXZY5bmG6g1WW5iLy/aYQoaVCBjLq6ZwMbw5LE7gPqX/AIJo3vhu48Y6/wCFfGcK2um+LvDUdjJBdrFHGJAjSbwuAAM+aFzzuPAGeADmv2bfE3xJ/Z11rR/ix8M/CP8Ab9pd3ttbeIrO5hPmJZu+64eAErmYqZBECxJY4Y7AQfvH4FfHHXfib8ZfjP8ADPXJdDMfw88c6fpmjJpU+bpbG58O6TqA+3RtIzJObm7u9p2RoYBBgM6yNXyB+z/o9lH8TdG8H+LNCVtFsvEPlCB5PIKb1C/aQ6negJkUhQR1/hBzX0B4o+O37WXg3/gqz4Y+BWqfC+9ufgJ4z+DN1PpXi/TvDc12tn42tL95JbW7u4Sy2EL6YVZDcqiTSqEhkZxIlAH4Uf8ABcLwDrf7MXxE/aN8A/DL4bWXiTVfinrmn2HiS4utIkudT0TSbeUX1i9m7J8scieSkpQE/uxlgCCPxqr+pH/g5z0z4bfslfB28/b6udFt9R17xLbWvgTStCeCVYrzU5Uup47m6kSQAwx2tvMxj2/O9tChYByV/l513VU1vVZ9VTSbSx8+QubawjZIkyScKpJ2jsBnoKAKlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFOidY5VkeJXCsCUYnDexwQcfQ02uq8DXfgLwfqWjeKvG2hya+hvPPm0RJxFE1ujFf3j4JLMwP7vAG1QSSHwAD+ib/g3k/ZK8O/B39tHWtb0rQLTTtPv/AATLrOmRWkKASyxta275VT+4XF9uWMhTkZwwwR+q76f8e/i18QfiX8P/AIkeB9I8PfDWLShofhK7j1Zb2+8VG6sYJLrUJYlQCwggklls44SzyTNFNKwjTyN/8/P/AAa+/wDBSm98Qf8ABXjW/CXx28eypZ/FDwXfaV4Qj1SRSItWSWynjgWRmAiE0FnMNi53zeUoBZsn+lugD8OvGfgjxHe+J7nw54ihg1nUgfO1qS4gZjHlsR28SshyrdVYs25WLb+AV4fSdR03wpp+pTeHolc3Nx5NotpCGe6dSrNK7RnAUECNtu4MZQnQZP1B+2LpGo6l8SvG2h6NJafaLjXdTZLmWUxLHh5/9ZtZScDnlgo85SSGKkfL2r3Gl29hPFbyX5QPmC5W1dy9vEm5GdQpQF7hyVXLEBo8gbQAAUtQvtW1GCw0nWdbLpp1zEtpd2CiQR5J2kxbishLPs3qpIckg4UVzWn31rrU95o3h+xt7OHUEjWXVA+6WWGMq6SMQpLYjJwoJI3OdrIrGrFj4hbSNZPiTWLtDbJtgvLuK682OO4CyB5lIZWXAKKo2439NwIU8pe6sv2nVNQ023It9jbp72Py1EchMkXmODli9wSpwAWGRgDBoAg0XxDbxeLLnXfDWj393aeW9po9mgaFXkSFsSeaWKwouJCz/eIQnJHLV/iZeeA/jP8AETSfGutfD6dddtdGtrDUtQ8OXYdLdgGjS3HyGQ2WWcyPglnwCzDONfwl4d1jx/peqeF9JuJrd9X0KUR2dsXE9nHHJuuJAjIRFFsiYgHDFQoBY8Cr/wAIppF0l34R0mCGPYsgvNYuLYRwzTMXn86Z3JwDgqIztAJY4zhaAOI8c2MFrojQWSwxppqI8McjfvLZljXcDM6jgKB5aIMMzp8vBFSeEzaSTNHNPFbWN7aQrdLPbSLIYdhYybdpdn3AAburBScGuh8T+DrfT9DufE2l2y6ha2t8ZbuwuwHZ5WGHcbVA2kMC0akqDIiqGIrxv4y/tH6X4N1XS/DHhWG+vLGS5iW51fexgYOr4toUKEM3CHy1wUX5iSDlwDstRuZ7PxPNoFnHPtMUbyXalBMbZ0aaN5yDuKRp5YZRt5c5DM3Fb4i3sXjj4I6n8OtC1RhqCwbri9uVm3Wa8FJrdlDcogRQiqSpYlsbsNt6bqH/AAl2u2z+FpdUa+W3QWkhJVisqnBIx93ljhyMMcFQcGuy8DWFl8LfElidEksLrWrKHyHV4ontLp9gEUJVlOSGjyoI2F3LN0IIB3U/hGx/ZM8DaL8OhbQaxGka+IL2ExBPLmuHE0UqKVDxO0aoJBnG6Xa+87lrQ8S/FPXviDcJr3jFZWey051uIHO1LeIeYYowoUFXR5SpUgruJHUErg/FG01fxDrT+K/GEjXOtNkadptxM0KXyScKj4jAKB3x5wGPnKgcqtM/4SHdbrpniUBNQ0+9cXsdhYF1nLzbzvGw8bNuOTlkyMYJoA2PD3i/UtXu7zTdXltdPuLDULeW2UbIftrIrAqNy5Ls+/BwQRGDz0HpHws+NOsXPiK11XSrOazuNPnhnubW6k82S3K85O0gDAJBAzkOMbtteb6foWtarqKX2ieaJGd3jupIV8uKZVRXzzkNkttDErwpLZYA+m23g033h3TPESwGG7adDJq7XCR7plD/ADIVkwzkjls8qx57EA+mv2XPG1nq3jS+jmezvy5a5s5A5Ec07skyxwptLKxCDBfoQPlAG4+yf8Fuf+CdPxb/AOCpn/BPDUf2a/hJ8TZPCHjCXVtK1Sxh1HxFPZaPqLQzoZrPVRbQTtcW6ozzxosZxd21q+4KjZ8W/ZU8Drq3xD07VLrW917f3yosbXYRII+hmGRlW4wzbS3J5wQa/TCKNIY1hjXCqoCjPQCgD8qP+DtT4e6x4k/4IqWt38RdX0/U/Enhbx14f1C5vtI0qSztru/ENxa3EsFvJNO9vEUuLh1jaaVkT5TI5BY/yuV+7P8Awem/ti+M9e+JPw9/Ye0fV47Xw1oUI8S61YoCZNR1KVHigkYgEKkEDyBVyCzXbkqQqEfhpFr94Lmwnu4Le5TT0EcFvPAvltHvZyjBcFgS7ZOd3PUYGACjRXTfErwLbeEP7D1vStRin03xPoo1bTIw5aW1iNzPbNBNlQDIkttKu4cMoR/l3FV5mgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACum1lI9Z+GWk6va6fIG0a5fTr25Z1CnzXluIVA6n/lvk84wATgqKx/C+kafr/iXTtC1bxRY6Ha3t9Db3OtapHO9tp8buFa4mW2ilmaNAS7CKOSQqp2o7YU/Uf7cfwj/AOCbX7O37N3gT4Tfsx/tKXfxl+MF3rE+p/EnxpoKXVl4a0q18kCDTbSC6tY5Lt2Miubnf8hhkUoDLsiAPE/2SLrT9P8A2lvBer6pYXdzFYa7DeCKxRWl3w5lRgG4IVkViD2Br+7KxvrLVLGHU9NvIri2uIllt7iCQOkqMMqysOCCCCCOoNfwf/s7aPeeIfizZaBplysN5fafqNvYSuThLh7GdYTwCciQrjAJzjAJwK/s2/4I/fE69+MP/BLP9n7x7qi3H2uf4T6LbXsl3LvkmntrRLaSVjgcu8LP7bsc9aAPBf8AgoSmoTa3r1xqFnDLpUdxeNJJDiC4Uh0AVQh6l1A3Nlm+9jBr829Q8XapqF1ca9q+oySwZCaFYzIvn2cTOME75T5kjgOVXducsHYgZWv1Y/4KlfD3SbK2uPHGiWmovrWo6cytJbSH7wiMUcagHowDZUhgSueBuI/NX4k+Cl0tbq2g0q2v9SnkW3t413mSGSSWQOXZQfJIEb7nICYYhcc0AeeXEa6nqLeGrK9XRXsZJRqsl3uuLZyJkQF48CSWVwkjKMjncCcNgcl438RyrPP4e0vwxd2aQOrLY2ZLeVIXkBmkcbgsrptKKMFTuBBCjPc+IE+3aJdaFaxouk6ZC3mQuACEV1xiUsq5UYGVZmGSIyMPXAG/1PW9CTwpNbTWzXUbSnQntJikJaJN05YnzimCWIYhnPBVVLZAOm8MW999lMWgaU93O80F14h1rTbpXjsJHGYlkkwr3EkjeaGVcRqI3YqBXUJYX+spYad4mHmQXFsJ9ZDRtgEB5Q0YYnYqFEy7ZEuGxkNtLtV+EWm6PoNhd/EnxONJW+Krovhi02yajfxMAxu5lBKWSN5IVSSGYlnCBM56/wAXfFrQvGWi/wBl+GfCsVnHZhYZ0sIWkuNQeJNkbSiYfuo4zgxhs5JcsGBXIB5p4gtbjS9csLLUZru0eW3ZINMubWMyQx/wq0ZKsx2bwQxyJP8Aawgr3vhnwN45F14X8WeH4DLqAntdMhltI/MZED7GjAjBjLO0u08sSh3EhytXbi70OLX5dZ8T2E0mkadD5Wp2onP2yxk81CC8y/KyvIwLMu5GZSV2uVrY8IXtnYXWoa9qOjLp91ewSKiveGJ4z5Alj8oB8iTcyALnDgBMZwaAMzW720j1+3WBgLfw5Z2unwukSo8kRxHh3B2q8MUeSWAG6PJDcqJ/CvhjxD4k0+/hsfDgggeZpy62oE93EQ0zIkgK87IJHI+UqFfAy4Y5i+JPDlh5Ggh2urmW2kaSW9XySIwVZgYvly6b2KEAjDK2W3YPb+HNf8SX+hQ+NJtl5eaG6x3kN7bb3dWlzvddxxHiELtUncU2knqQDX0LbrfwsGhap4v8nWtDuZtUtrbDB9T0wEB1QsreVIkoRwhXMoD4GVBri59Y1PWNckvtYhgWM20Ys4I/NyVX5TK55/eDEalcbuN6kE1dvnvf7Xt/F/gvR5bvVDqG6TU4G8q5VZWQ+Uo2sExjGzJdyMcnJJ8YobLw58YL3w/8PdVlurOO9kjs4Z7ZoQHjeUx3KgKdzlwYiGLDcoBADAEA1fhnqnh3RPCjXOtXCRTSl4RFAM7xwBHIZCGLNkMCVbLMSSCAR2PhPUHvZJLnxHDHBHBcO6XN1eLJGLgN84cB/kOVOFwy7sEEjmvPvB3hWwvNZkdQoh1GRpLGSfTCkkjhCWi+bcCmAmcBmHB6Dn1zwx4Mk0q/DaR4eggifyi828uhB8vcHjZWyfnYZOAeCAc0AfV/7IDX3hz4wL4Xvr+4FxdzM1vPczHfI8wQxyw7mO5PmZcDkDBzggV+hlfH37IPw31TxN8RdO8SWcEsOj2lgtxqYuTHL/pEe1IYkXb+53Bt+R94Q9O4+qviB448PfDLwHrfxJ8XXZg0nw9pFzqepzgA+XbwRNLI3JHREY9aAP5K/wDg6P8Ai7onxe/4LE/Embw5drPaeGzY+H2kWEqRcWthbLcISRhiszSLwTwB0zivzur0D9pH4m+MvjX8T9W+N/jjW573UPH2uan4nvWnA3C5u76cSnOTnJiX2GMDpzzvws8dn4W/E7w58TR4O0HxEfDmvWeqDw/4q04Xml6n9nmSX7LeW5K+fbSbNkkeRvRmXIzmgDQ+NHiex1zxRb+H9D2HSfDGnpo2kOqbTNDE7s0zcn5pZpJZT6eZgYAxXI19of8ABTBv+CUnx28Ot+3B+xd8ZNX8GeOfH+sw3Pib9l2fwHcvB4Tu5Vma/uINa3JaSWRnjDwwxRlwt3GPKt1VoYPi+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDoPhR4wuvh/wDEzQfGlnqBtW03VoJ2uAm7Ygcb8jByNuQR3Br+nD/gz0/a21/49f8ABPLxN8EPGuuz6hq/wu8bPbwz3N2JZDp99H58AP8AFgSpdgEk5xweCB/LfX60/wDBqP8Ats3X7MH7dun/AAU8c6hdweE/i7E+n6VKbCFIpdVYxKBvPzviVIY9qk7FZnwis2QD+jz9tjwHaePv2bPEthcP5f2S1W9d8Ejy4WDybgqOWHl7ztCnJxX5EftA3k2gMsOl+Grq+fbHJbyaayuyBF8zYCBlFVF+eVzlVXGVyEP7heIPD+ieK9EuvDniTS4b2wvYTFd2lwm5JUPVWHcV+ef7b/7JFn8ItdSf4f8AhWy0zRLuNxpxtrhkTmVZHWZuGdkVFKrk4Vchtw3AA/P74gWMkHhx/B/iLxGlhc36KRFpYUta7ygYzOAedsZQSbRjLEMe/H+H/A+q658Tbb4e6XpWoXd6ZZYpJ7TPm352rEYt75aPlCmQocFtpYjNetfFTwpdeDpr29dkn1KZpt0MjRxsGZEQyuxG6WQh/lWT5R0O5TivL5VvdNW6sdO+1mO8l+0XF9ati5byyD8zrs2oWxgALGFg3LvIfIBzl9N4n+IfjnXfjDdSnQdQjkht9TsLqw8hLdI41R2sWDNIY4xFtbK4f5NshIwLnhO2t/FPhyCwt4ZlbS7pBqNwqNG7zPhirR5DTMCASzsT1BI6joPFNvbXNvNo1vqkVw1jbmV79Llne+KqCZI3ZTjYQqbRt3CFmBOGauWgvdCezi0DSr65xYRI2s6uo8sJdAu/2bqF8xmJRsEqAzFyApFAGl421vw1ofgiPxLp2iwOl8zNFC1s+9pUMbRQB0YO8RG1iW5wxH3lDDkPhv8AFPV/HHg6XUtbgUS21sbjWLRZNr20MZI8iLK7QNsi5JTOVfHJwdrXtH8SeIvD2maa91Ha2ktskj+IldWkgVkA8xYx/dWVjg4OD82CcV9dfsk/8E9f+Cevx7/Zi+Jfxu+JmqeL7DxJ8NtDuz4yfw1rKy3E0EcEtx9oxLAQ7yiGRQikEtCScFhgA+IPCmst4o1PVPEUGr6LJremXUEd+93eMkFtbtI/CMwzuTyok2KSd3lsGXOK7/xF8TpNf8WQ/Da3tRCj3RS71W54eYxfK0hiU7goEYyRkbZcnoK5fS9I+DmtaOLDwzo9paPBJEtrp8MQJj5VoGZsDEhCKScMNqrg4ANbOsXek6PZWdve2cDyXKGSCCNGZlJAZ2kILME2newRnb98xwCWNAHdeFdXfTviIuu26QQ2emus9vaXb7szJCDv42hxuQhsHAJDAsyhap2fifSdHjj1Xx1JFbxyTy3FlM8TuLlUuHZd2/ILtDkhzglt/ONoqT4Z22mWVja+IviNcedqXnvNYWMK798n2adpHCY+UI4LBz18xdqjHORZnTfiVHBNrMKWNvHF9j06O1b5bQSBoyoA5yAW+9tHyc9gADuvCeheLo4bt7PSIbiK31e3SaZroIkE7YLSoXOU2ruHlMSD82cg4P0H8OdF8i70yEwWENwNTbM1iphivczRqpUovyM4bB3HdkAAnpXmHwu8N6Z4gudNh1O/aO/1KZ7e1uNNRGfzDEEWZQcK8YIKMQSVwQMhWI++f2I/2ZLbUfEmkeL5vEdnd2vhmdZZLnTY2iFzdIBsDwyDdEckMVbOMfLgnKgHuH7GnhTxR4R8JalpWv8AhmTTobeaG3tWvLeRLqUxoQ28uil4xldjYxhiMnBJ+Uv+DoP9rm9/Ze/4JO+NvDPhvUFh1n4mp/wikOSwZbG5BW9YY65hJhI/6eM4wCR+iVfzPf8AB33+3Tov7Rf7W+nfsk+CNZa58N/AzT2PiOWBl8q48TaiqMLdZF3q5gt0TcrBSrpdx8MuaAPx68aeIT4k1aG6FmbdbXS7KyEJlLgGC2jhZh6bmRnx0Bc1k0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXc/C3xJfnRL3wxpjfZ9V02RvEPhjV47gQy6ddWkZmm2P/ANNIYs4znzIIcc8HhqsaTqdzo2ow6naMQ8L5xvZQw6FSVIOCMg4I4JoA/tO/4I0/8FAdD/4KR/8ABPvwH+0GdfhvPFUWlxaT8QoI02NBrlvGqXLFAiKqynE6hRtCzBQTtNet/tZ/D2z8efBfVZRHaR32lQNd2d/d7VW1QD98xY9F8rfkZ5wPQV/Kf/wQ3/4Koxf8E0P2qrOfU/FF8nw88ULGb6wk1BlgtbqQxRym5CHaIyI2UyNG7oEglCgBlb+uvw9ruieN/C1n4k0adLnTtWsUuLaVWDLNDIgZWBUkMpUgggkEHIJBBoA/KH4ty6E8g8LXuvQajqc7w+RfRlLe6hjY7ppG+c5C8FcuoOFCr6fJXxOgfSNZt7HTrnZe6jC0kRtYy5VUiCxiC3B4CqTGWaLc+GIJDhq/QL9rj9l2XwJquo+FNBlg0+OSKZ4royC3j+wbfOeQsDG0jhLaNGYlgC7IAxALfHHxU+Fmo+C4fJ8lku7+ZI45Z1ESKFRoVEm9Syk5QndhVQ8b5FxQB5BZ2ekW+lyyJe2cUF/qdvIBcyM4jiwB5zbCu4sYmxBIhAEeTjzBjD8VaEi3t54umnaHzbA2CTz2rzSRKp3NmIHBdmUqWAJbeVBABNdH4t8B6nJcXWn6fH9tvtauBKph320hVdkkXnqodoULRxDBwFx3CruypdIs/Bt7fJqEUcK6nO0AkuRttdkQaVmiDkzAqySLlTGVKnZtYDaAY+mLe614ojbxVrlvZafAXvbb+1EJaeOVG2xRW6tmSQL9wudsaDhiDtr1H4e6z418G6dr+gWHjLUbbTNeafTPEEKauy299/q7hlZE2xSMCqoGUjaqp83UHE8R6XHpc1l4tFnYfZo7lI5I0heEW12FTMt1K+6UExqgC/d+VRnO41a0Px/4Vij1nwx4esI7y+n09nk1mEfuLO8+ykpEQqbiQzSBpFXa2GO8kjAB53J4TL6yl/baNe/2nC6S38ME7xRrGZFlX5uA4CJkSHnMirsfGa0g2o6ddW7+PdNWzsb5mMsdp8sXlFWKKCcqJGjQgBC2MjB6EXtC03UrXX7m/wBb1BL6a6ydHVseTarPJGriFYyNxDxz/MVwWEeWO8M13xxoVzL4OFlqMzSx6TqTQaLcfZ2EifI6wQFFYliQ8o4DsSVUlty0AdXoieHtR8LXmgHULSa7l1CCFWuCzGTa0rtdGQkP91125yPnJIwcFvhf4Zz654ia9srpRciyMjFYy22cgtvhwoIKq3GcEKmS1efeCtN1vWL+0tLmB4pFMNtMZVbPkidyJ1EfzNzyVHzgqpAwTn274ISf8IpY3d9r8b218Y0ijjimkf5QvzCNEwGBTajL94bl+YcUAeg/B7w/4ki+IMF7dvDMs9jAsKXcwjjDBlQozAYR2wqhhkBgTzu3H9TP2L7TQJPhrca94cvLia3uLzyA1w4PMS4O3GQBuZlwCeVOcElV+Kf2c/hbNfeK4pLbw550k00TNaIQl1bvukSMjcox8xRRJyflbJUnJ/RfwpoXhr4VeAxDcf2bpVpZW73erXMe2C2R8GSeck4VEzuYk4AHoBQB4J/wVk/4KZfCn/glj+yTq37QXj6aC71u53WPgjw7JuLatqbISiYXB8tB88jZUBRjcpZTX8cf7RfxR8afEzx3rvi34iNcjxP4v8U33irxi0pdPNv76QzqrIzHdsEkjhm+YG6kXsS33B/wcgf8FVtF/wCCk/7Zwj+D+uw6p8JvhYX0fwnMt26xa1eOS1zfrCzfvI2eMIsiov7pI9zAyJn8376+vdUvZtS1K8luLm4laW4uJ5C7yuxyzMx5Ykkkk8kmgCKiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKANDw1faFYaoJPE2jTX9i8bpPb210sEvI+VkkZHCsrbT905AKngmv1g/4I1/8F9fjD/wTF8b+H/hJ+0/8SL/AOJX7Pmrwx6bput28kl1eeGooY1EYt45sTCGDeqNanAVC3lBtirX5H113w58f22m6XefDbxrczS+FNYlE13bopc2d6kUiQXsQyMPGZCGA+/GWUgnaVAP7l/C/iH4H/tZ/B3RfiP4L1vTPFnhDxNp0Oo6FrNjJviuYH2yI6NwRyoDI2OhR1+8tfG37TH7Anirw5FqPi291hn0i3itZYtb0642zwPDK+JJQyloQY2OfJIXcQOTX4i/8Ekf+Czv7TX/AARw1A+Ezqdt8Xv2bLrXd+p2ujXSPPpjT7N11ZpI6zWErEZ+zXKxxyvv+67eaP6cv2U/2tf2dv24vghpn7Qn7MPxKsvFnhLVzJHDfW0bxvFKhxJBPDKqyQSqSMxyKrYZTgqykgH49eM/AEKa3q9v4ZsriXQIbyKzknMZhlvJ0cE7vPYllX90vILsN5AX5mXzb4o+ANUj1xUk0gW39lxpEpaSQ+VCpVChZQrpvIMRWIJujkYhslif1+/ar/YcuPGWiXGt/ASO1sNTmnaS606TbEGBLOWt5QFaJy7cqXVSDwU2KD8R/E/9nTV/C/i648Na74Q8mXT4UuLXSo4pJJWIlkMQKqiCJcK3zYbmdSSqj5gD5N0qXxT4O8SMniDQ91rHbMH05LQ3okfy9+xURSi5Q7GwXYAhmIxg9n8Jvhpb+LdYOoeFPOmF04n1+yG1/KcoWmaJw2wosbswC7XVBjd3PbXXgjSfElumn6leSXkGjs1tcX0l0vlRpGR5luWjVSS+35FTLbEJKgqMfa3/AASW/Z58XeEfEes/FLxHp62mnJo8VnpMEVt5cUksjB5HVgP3myNI03HBG/GOBgA/MXXPh9d2ug20HiGVzdQorPbNatElt91pIsvwWDRk89cqSeWqjaaaJ4In1KG6kmu1ldbG1hadlwPMDnYQeMKRgqhKvuzjj7h/bM/ZffQf2mvFujeFNMjj068uH1DT7dlVoVkmjjmLMAMQKssgiiUAk4yEPWvJrb9mk+MvGF7oFkFsbRZo1t5raEiOWBiwRWUcRAhW27gxwHTjYKAOT+Fuh/254duNEnisIbOe3snmWSPfcxTI4fi5Ub41AIIEexX3JuOTx618Nfh1o83i5PB//CMTwaxqFwxsVkskdbksojHkpGCD8zgAKpYgM+44Jr2H4F/sa+O9f1qA+FPC81pp0qCNNUuoNluIQzNuSTB5VyWAwSfMfaV+UL9n+APg38Ff2Y/A03ifU7nTbK30DTJbnVfFeuTRxLaW0UTNNPJNKcQxhA7OxYADcWOBwAZXwC/ZY0T4ZOvifxO5vdXklM4tpJFmt7OXpviLKGBI5xnahYgZwGP4i/8AB0R/wXj8F/GGyv8A/gmN+x78QLS98PfaFPxb8daVcvJFcSQyFv7HtnTCyoHRGmdSVdtkQYBZc53/AAX9/wCDnL/hdg1X9in/AIJq/EWa08ENA9p8RPivYwmO41tXCq9jpW9kdbYBnSSfCvOwIiKQKZbj8Mrm6WdUhit0jjjzsAUbjn+82Msf09AKALXiLXF128ikt9PjtLa2t0gtLWJ2YRxr6luSzMWdjwCzsQFGFGfUi2l29q98lrIYI3VJJgh2KzAlVJ6AkK2B3wfSo6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+uPhp/wVq+Ini4weAv+Ckfw1079pvwEuiT6Z9m8eSxReK9NR5xdRTad4pEEmqWrRXCg+S8sts8Mk0LQ4kDJ9Dj/gjz/wAEW/GfwJb9rbwr/wAHAnh3wl4R1KN76x+H/i74d2974z0WB7gxJYXen2mrLcXV3E2I5JYLYQyhGuI/3DK9fmBRQB6n+1B44/ZP8RappXhP9kP4Ha74b8PaB9sil8U+NfEjX+v+Ki9wTFc3kUOyysVSJUCWttETGXkElzdnY6+WUUUAFFFFABRRRQAUUUUAbngH4i+KfhtrEmreGr0BLmA2+pWFwu+21C2JBa3uI+ksTFVJU91BGCAR9M/sZftQ6/8AB74iXfxN/Yo/aI8S/s/+P7eMTWtiuu/bNC14BtxtZI5I8Pl9my3njuUYqueRmvkqigD+nr9h/wD4Oi9P0JbL4V/8Fdvg5J8NdYa3jNp8VvBtpLqfhjUgTIAbhIDNLYyEiJPkM6M7OzfZkAB/TbSr/wDZJ/bk+GbeJfB3ivwV8TvCl001kNc8Ma7b6jasw4lhS6tJGAYZG5VcEHGecV/Ev8Iv2vP2kPgZpUnhv4c/Fa+h0WWJ45fDeqww6lpLhmLEmwvElti2Wc7jHuG98H5mz7P4e/4KSfBnxDe6Q/7Qf/BNH4N6y+ntHNd+JPhsuoeCddu7mMZSdZtOnNjbt5mJGEVioyMKEAAAB/V0f+CUn7JS+Lf+EmttN8QQWx1Frx9Ci1thZMzKilACpkRMJyEkUnJyTmvoTw54Y8O+ENKTRPC+i21haR8pb2sQRc4Azx1PA5PPFfy5/szf8HD/AIU+GHjO5vL74pftdeD9EhVZdKs5PjPZ/ELEiwyRrCYdbtLWKKEblOP3g+VSVygJ9r1H/g5o+E1+Xif/AIKR/tptBJA8Ukb/AAK+GcbBWxlle3kiZXABw2TgnI9CAfvB8aP2U/h/8ZdbHirUJ5rPVAsQM6KJI2Me4K5jOPnAbG8EHCqOwqbwn+yn8JPDGkppMukveoJxLJ5zbBIQ25VbZgsgPOwkgnJIOTX899v/AMHJnhfwJ4N1Pw34E/4KCftf6/NqEbEXXiz4beCRNE+FAWOYTytCOHJZRn5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Does the picture contain the organ which has the effect of sensing light?
No
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"
Which type of modality is shown about this image, MRI, CT or X-Ray?
CT
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Is this sagittal plane?
No
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Do the organs in the image exist in the head?
Yes
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Where is the brain stem in this image?
Center
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"
Which organs appear in pairs?
Temporal Lobe
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"
Is this a study of the pelvic cavity?
No
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Does the picture contain ears?
Yes
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Does the temporal lobe appear in this image?
Yes
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"
What color is the right temporal lobe in the picture?
Gray
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"
What is the largest organ in the picture?
Brain
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"
How many ears are shown in this image?
2
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How much damage will be caused to the body taking such an image?
Much
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"
Which organs/organ in the picture belong to the nervous system?
Brain
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Do any of the organs in the picture belong to the nervous system?
Yes
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Do any of the organs in the picture belong to the respiratory system?
No
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htbTQJt5aRLqytsSOI1G4SMXRcjeQzc/AP7F/xT/a/wDgJomq6B4c+Fcmp6zqrtPNNeq7mKQggEBD1GCcHpjkUAZ37eH7Dv7Svx11nTdStLZ786RELa3iVAu1SWZyzuV3ktyOp5xmu+/4JzfsC6t8I9O1Pxz4n+F9zProiDQS7IpriGBEIkQqWKrlwp469OK6/wCBvxz/AGi7TVtX0f8AaH8E3F3Ld3kU0j2Yxc2qbiXLQPtZh8uRtzwTySK+rvB3i5PDksXiTw3b/aQdPKxkSooeM87SzZ2A7B6H5aAPzC/4KqQeK/iv+0h4X/Z+0Twe0etQRRXX21rMwyQpcfMFYt3ByWOcAjGeK/oj/wCCEXjC/i/Yv0/9m7xWUmuvAlpFDE8jhjcW1xvkO4MMsRL52Se0iCvz8/aZ8A/CvX/i14Q+JX9jJBrmp25s7e5kiCsoTbNsZidxO3zPXPPQV9mf8EibjS/Dnxru9LuruG3OpeF7iKwg3n99IJoZSq5A3nZHIxPop9aAPwE/4LCfsw6f+zT+398ff2X9L0iBbXRbga14WgSfcLSxYx30ILfxMLC6ZcHPKkcEV8KV+8v/AAdP/s9+HpP+Co/w18aWkNpGfH3w1ay1a3DkSXU0L3lu0zc8jyZLZAP+mQr8Hbi3uLS4e1uoHilicpJHIpVkYHBBB5BB7UAMooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+6P+CS/wdi+J/7VX7Mnw3hnaS01v4n2+s65AJFDLEmpxWz7SeR+5tT2PJNf07/8FRtW1OP4VeHfDltp3mWt9r5kuZxEXMbRwuEXA9fMY+vycV/L1/wS9+LHhz4Kf8FOP2ffGWr6omm6fo3ijwpp2tS3reWtrHO8b3Lt/sqZpGbI4K5PNf15fHX4MeG/j18Obv4e+Jbia2EpEtlfW3+stLhQQkqg8HGSCD1DEcZyAD8YfCvhu2u/2qrq81PTn/s/wz4amlmvI5mVRNdOY/JZd3pkgjBGMdqn8WfsBfF7/goh4mt9G+Hfw/W48NW2oW0uqareFBZP5bB/L8wkbgODsySSeRgc/Zfw6/4I9+Lb7xPNH8afiLbS6Vec67No5In1AIzCGOPcv7tQpJZmyctwCfmX0L4cf8FWf+CRHwi/aQ0v/glt8Nf2mPCuj+OdG1VfDOm+DbPT70WcOohN32D+0TCbNrsyExNG1wZWumMDA3BMZAPFdT/4JC+P/DfhiDTtOvPOW1tIxL9jZWeVw2WVFH14Jx0rjPAf/BOb4v63rph0TweSun3f2W6a4XySAwHLBhjb2I5xk46V+q9RXN/Y2cZlu7yKJFbazSSBQDjOMnvigD4TX9mLwT/wTS8OzfHe38CXPjjx1qc/2PRryO2LWWiBmVd54DFvmyGI3MFIyoyT+Un7Svw1/b+/Yq/bwhvtG/aFi1Dxf4nvIdX8Va/4b8SXQlS5uELG38w7DkwOoOzfHhwBnmv6NbLxZ4D8VX03hzTvE2kalcxIJZ7CG9imdFDAbmQEkANjkjrivnfxP/wT5+DGj/tZ+Iv23fiv4mXVdAtvDPmjw1renC6h0y4hQ+beJK259iwq2Igp+Z2YH5VFAH5s/wDBXz/gnb8ef+C4v7B/wY/ab/ZQ8T2uteP/AIb2l7pXjjwdqswtZNQMixuzxyO+xJoXjykb8PFekiRDHsk+gv8AghF/wTn/AGYv+CNvwW8HWn7SfxN8Kab+0D8cim231fVoYbglk8yLR7FHIaQovLkAl5nZRxsWvh79oL/guf8AET/gkn8WtR1D9mf9n2LVNP8AiXrF/qV0njWO4gsXggumii+ziEgvKIyVdhKwU7eCCBX47ftH/tnftRftbfFyL45ftA/G3xB4i8S2jL/ZOoXepSZ0uNH8yOK0AOLdEblQmMHnrzQB+4//AAW4/wCDXz9pT9sH/goXN+0Z+xMPDNl4a+IC2tx43bxDrRtxpOpmQxXFyifO8sRiWOUpGMht6qpyAP02+M/7LH7Ulj8FvBH7IX7JfxFbwpoHh/wcljq/jNpI7V7udESIbhB++V2CyysIgqlpBlgBitP4K/8ABQLwB4K/4JyfBH9qf9r34lafYa94/wDhT4f1m8jSOOKbVtUutJt7q4S1t1wCTJIcKuFUuq5GVz9C+FfEmj/EvwJY+KtI+2RWOt6Yk8IlV7e4jSVM4YAhopBnB5BVh6igD4I/ZS/Ykl/4JY/EnSZtW+MFrq1p8Rb37N4ys3uCLcv5UvlAwuOYizSkSY3b8KSQ2D2v7Tn/AATgGg+NZvix+z94Zgmtr6T/AImfh2CECSNncFnhI42d9uCQTxx09u/ZF/ZSu/g38FrPwd8ebrRvG/i2LUdQe/8AFl1p6zTXtu99NLaIzzKX/dW7QRBSW2+UACcZr1PwJ4+8LfEjw+viTwlqaXEHmNFOmcSW8y/fikX+B1yMg+oIyCCQD8ytU/Y5n1zXTcan4SuJb57h/wCz5ooWb98DtflR93JPHqenSvD/ANp7/gmv+0f4K062+IXg7wX4q0JkuoodXudItJZ4xaySqXJiRSAycgE/JhiP4hX7e7VByAKWgD8LPHx8HfFL4FNq/g5V1TxL4P1Fb1YXn2TIFKrMhViPnVDuC9SOwzX1B+wTZ/2r+1H4LuvD13HH9mmnLv5eC0a2E3mLwDgHcRzzkjk19U/tT/8ABM79n79p3x/pXxkcXnhXxnpdxvfXtACouqRMnlvFewEbLkGMlQ5xIuEw5Vdh2f2Q/wBhnwP+yW+p6pp/i3UPEOqag7RxX2oRJGtlalgRbxInQcLuZiS20dOQQD8rv+DxPQovCHib9nH49Wtq2+xvdbsdQmRtrmNJNOniUEDPQ3BPPv0Br+eP4o+Gv+EP+JGu+GFSYR2WrTxQGc5d4g58tie+5NrZ75zX9B//AAek+NLDUtE/Z++Clrr0Md1e6hr+oajbibDww+XZwQyMueFd3lUHHJRuwNfgj+0et1feOrLxbdTM51zw9Y3OXUBg0cQtZA2O/m20lAHAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUqqWYKMcnHJxSVa0KTSodbs5ddgeWxW6jN5FGxDPEGG8AjBBK5FAHpF74gm8RftG2s9xLbqG8WMsEqODtUTBIyT2ACj271/Z5/wTn/aci/a8/Y18EfG24vop9Tu9L+x6+Y50c/2hbMYJ3bYAEMjJ5oTHyrKo561/EvcagyfEi1uI45MxawJVWJTn5p94Cj6EYx1r+t7/AIN+fhtN8HP2ZNe8CWw1CHT9R1O18R2un6qqCe1kvbcJIpwchSbVWCkDGT6mgBf+DhDxb8cfGn7Ho/YT/ZXbxTa/FD46RajaeFL7QrG5S3mh0m2/te/0yW/hlT7FNe2dtPbwoyyLc75YXVImluIPxC/4NvP+CR3xP/aC/wCCodl4i+P/AIO+IHgjS/gBrkPiXUbj/hEpEt7nxBpl7Zy2+iz3kw8u2lLzQ3DRbXklt4ZQnl71mT93v+Cmf7a+pf8ABO/4yeA/ifoH7Pn7QHxr1r4kTPo+keAvho7XGlaWmnW13NLIbSGMmW6uPtysQ6yFk0/erxC12S9j40/aJ/bD+Dv/AATTuv2jvht+xDrviv4oNDLqmk/Bu48VzXGowW11qTyRRXVxcNJK1zBZSrJLbReZtmja3hxGqMoAn7XH7c2tfCnxdL8PPBj20DsrQtqMsJZ45MHcVByDt6jjBx1r5Q8W/HH4meKPFV7ol38R9Un0/V5R5sD7iZEb72eCwIPbPIPPt9P/ABa/Zj+JX7Te34ueLPAGi+FdRXRrN49Bsr6S41G3mmtLeS5huHQLG7xyy3EQIX5liR/48DmP2dP+CdnjptbGpfGGJLLSlkWa0iimX7TJGNpRGAz5ZxtByM5QgjmgDjf2evGPhv8AZs8bal4q0jwvP4k1bUUxp5+1bIbPeuNxOOWK/Kc7euM96+5vAviLxJ4j+GmmeJPH2jafaz39iZtVtVlIjhRskIA27d8pAOSBnPasGx/ZU+DOmzQT2HhhLdoJxLugkfdIQQRvZmYnG0dCOMj6cx+1RbeIbuXQ/hh4G/aT8M+BtY8Ub4tJ0bWfszTas1vseb7LBLl5tqMu8R42KQzHmgD5K/4L1/8ABLb9mn9vf4I+DU1nxCdB1nwfbXqeDrvRljJEMogDRYxhot8aE56ljggkEfkz8If+Dcr4G+CfiF4a8e/tG/tdv4g8EQX9vceIPC3hvw00Oo6hbB0EkYlW5fyI2JIMoUkAMoIb5x+/fxG/ZQvPFuqppvjX9oCwaxBnmvNOmsVtxHbtcNLtjjE21AocAPjjaP75NfL3jb4Xf8ExvCmtTaF44/bj0yygszNHv0/agtpEjKbBKrvuwfMkzgqSrZbpQB9OfFP4C/sD/ty6V4T/AOFj+ErLULDwPJFN4csTmySw2tGyRrGu0ouIFXauFK5XnAx7nq3xG8LaBPdR6nqCwWtpp8Vybzb+5CvJJHjzPuAhkA5IxuGa8I/ZZ1z9hv4vagumfAz4+aL411PSNGS0uPsuoq11IgAxcEcEkEE7kAUbxnqKt/tT/sl+Afjb+zdf/CHwPrKtHb3MNneTtcvetFFHdfaWgcIxk3KzggKQwypwQoFAGf47/am+JWi/E6z1zwReWWqeHru0SM2MUkU8M0qk7gssbHY+CW5Iz8uQwAr2X4IaV8ObvSLr4l+A/C0WkzeKHS51eCGQkGZQwyyj5VbDckAZyCa+dvDdt/wS7/Znu0+BGp/tk+B/C3ivwTpsJ8S6Ff8Axfs4b62UrERJd21xPujVvOiw7opKypz84z9CfB3xp4e+MXwfXxp8H/iroOu+HNdtXk8G+MPDFxHeQzWzJtSUkZjkeOQOpAJU+WAQp3KADstK1vRtetvtuh6rbXsG5l8+0nWRNwOCNykjIParVY/gbwp/wiHh6HTbm7iur6RVl1a/htvIW8uyirLOIgzCLey7tgOFzjnrXO/Bz9qH9mj9oq/1vSv2ff2iPAvjq68MzRReI7bwb4ustUk0qSQyCNLlbaVzAzGGYKH2kmJ8Z2nAB3VMubm3s7eS7u50iiiQvLLIwVUUDJJJ4AA71keKZfiFHrnhtPBdno8umvrUi+Ln1OeVJodO+w3RRrQIpV5/tgslKyFV8lp2B3qity/7WOsWvh/9mfx1rd5eyW8Vp4XvJXkicqTiInbkc4b7p9iaAP5hP+DoT9onxB+0/wDt6R/ELSLp5NB8M2A0XQYAAVitopC4c8DJeVpZCDkrvC5IAr4G+Key7+Ffhu8mQfaLbV9QtzL5JDPE8drOuemAHklIGOdxNfdX/BajwJceBPCvhexZNMv7nxNbQa3fasswkn05GjOI32k4B3Zx6jpnIr4Gm8W3Hin4P6npOr3qNdWWuWV3bmVsbojDLA0a9y3ERx/dUnPGKAOIooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA9k/ZG+ILeG/jfpfjXWPDdhrepWwQaYdSYIImTCLKeMSMBgAtkkjrxX9Rn/BAe88W6r4V+JGueLtam1Ce/k0a4W5lA6Ol220EcHGRwOgxX80n7Avhz4B+MvHGheFvH3jS4h8R3mqhNPsjZyCAxAlxEZVON5ZSwzx8wAO7iv6U7H47+Bv+CRf/BG/xV+2NrECWGtaroTX/hGw1nTZrhZ9TmtvL0ezmiikRjC0gR3xJGfLkf51ODQB91fFf44/BP4FaKviX43fFvwx4QsCrvHe+J9ct7GNgu0MVaZ1BxvUHHTePUV/OP8AtW/8HQ/7TOp/Gz4b/Cnx/qutQeGvhjBfx/F22+Efiy10qfx74itZrtLGSHWLU3Ai01hFp0sscCIrm4vo2jmRYAvgX/BTj/g4d8Y/8FPvgvo/w8+L/wCyL4Rs/FHh+9E2i+OtL8Q6tb/YMoBJJbWAumSCV3AJd5ZiEVUO4LuPwD8KtX8OeH/ih4b17xjo9jqOkWWv2dxqun6mJDbXNsk6NLFL5QMnlsgZW2AtgnAJxQB/SL/wa7/s4/8ABSrxb408b/8ABTj9uP4leOI7T4q+G9Nt9C07xZeh18V2aeYI9Ua1EitbGJIbdbeWSIeZBcTPHujuFkr9mKyfAfjjwx8TfA2i/EnwTqRvNF8Q6TbanpF41vJEZ7WeJZYpCkiq6bkdTtZQwzggHIqHx9pfjbXdGGh+CfEEOjyXcojvNZ8sSXFnB/G9vGymNpiPlRpMpGWDskoTynAP52/24P8Aghb/AMF1P25/+Cl/xV/a2+Jfjbwn8OdL07xPdS/Dz4h+L/ibFa2Vno8N0Y9Ms7E6ZHJc23l27IweW3ty7iWSQ+fI++T9gD9lu5/4Jnfti+JP2zv2tPj34X+P3xptrS6tfCOpaX4kvtU02zvJY0il1S51G8SKe6uBD51usewoqSM4kLbPL+rv+CqPxz+Fmp6Ppf7JP7Nuv6jq3h7wtqEmqeINbuPEc94+u6rJxJNLcyM7XJXLZkLYMjtgBFUn5A8M+EtSuEtoobGW6gkkMUqXU33SSOEC4B+8meucUAdV8bv2iPjp8etb1/WPiJ8XLzUbvxPLulis5po1twAMxKka7Qnlxqu3AACj3rS/ZH+FX7HbfFCcftjwXt54Wm0KZbV9EllS4Fz/AAh8EMQQXxtOMt83Gam0fwZ4f0KHy7SK1USoGkKBQqIeCQQAcnJOc9M5q5o+l2xng1EarKYpFAZYwSoXo5Ckc8kBvXOeM0AeN6l8LNP8I+IrjxH4MuL5NOhmnaBzcuskSB9yAYx1XYzDJGM89q9a/ZZ/4KUftSfsp+JXh+GniV7jR5rv7ZqvhzWI1nt7x3AUsycMj7Uj3SROrYUAkjikunudO8QyiJ2WEMYmRzlXVlcKV4JODn0PHrWL4p8J/bZF1bw6EknRmVZwcZcDcqZOCejcnqKAPRf2j/2Ef+CTP/BZ346a1+0V8dfjD49+C/xq8YaLZWVzcabq1peeGrjUobaOztbqSKe3Mo/dxwK0Pn2yFIR84kZ5G/Sv/gjH/wAEx/Cn/BJ/9kW5/Zn8PfGPW/Hl3c+ML/V9Z8Q6xoB0uNriQRQiG0tWZ2itljgjI/ezB5XnlVwsojT8Thby3dzNBr938wnBQRnDWyrk7cjqc4JI9eOa/XP/AIJjf8FPdC8a+D9D/Z//AGhdVNp4gsLaOx0jxLduoh1FEXEaXDdI5toUBiSJMfMVc4cA+8q/AL4+/sj3X/BEX/gon8ef2oPHOgfGPw18C/ihpc/iH4a/Gb4Kz31xD4B8S/aopYbXWtNguoLOe0F3eSQRW+opNbXKyW8QyHu/J/e3w5beKrW1uE8Xazp99O2oXD2kmm6Y9qkdq0rGCJ1eaUvKkRRXlBVZGVnWOIMEX4E/4Ohfix8V/hx/wR7+Inhr4Q/Dvxtq994ze10fU9Z8HWLzR6DpYlW7v7nUDGd8NlJZ2txbPJgpm5VXKh+QD3/9g/8A4Ki/si/t/eF9Ch+D/wAYfDlx41v/AAVY+Itc8A2utwXGpaPFNZ2FxMJoo2LBYZNRgt2cgDzlkQZaNgHf8FYvFdh4P/4J8/EzUr+7kiD6CUTyVBd8OrsgB65RHHf6V/HL+w7+2R8W/wBgD9qXwn+1t8D1sJfEXhG7lltbPVlla0u45YZIJYJ1hkjdo3jkcEBx1B7V/TR/wSP/AOCyvw6/4L6wfG79nT4pfBvRfB8WhWOnXnhrSD4hWfUr3TbqJ4riXyWALtZXUaBrqPEbC/tleKFjiUA/Br4q/GH9nL9sjVG0DwDq2vW/iFdFW107StdX/RL6RRljCA7YmIGBkAnJwMgV8meKriDw4mreD5PC9zZSSXaD7PcXDYtHjPPysu4sQepI4bpzx9yf8F0/+Camrfsi/tJ+IPil8HtPgHhu11CKHXv7IlC/2XqQ2qZ1UYZI5W2uD/C7HO3cor4l+LHxw8V/GVbCbxfpelre2UCxz6lZ2rRz3xUYEk53FWbH90KPagDjaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK9B8A6R8L/AAX4Xi+IPxf8PXGunUmdNC8N2uotameNGKSXMsqAmNAwZFAyWZG+XaM0Aek/8EkvgVZftJ/8FKfgz8HNS1MWdvqXje2uJ52IwEtQ12VOezCDafZuOa/fH/g8R0zV/h9/wTW+GWteDr68XQNH+LWm6XqnhNS7abqNp9gu54RdqrAskctjEq8g/vmAYFs1+LX7Ees/st/Ar40af+0z8GPiLqN74isIZl8N+FNakSC5027lt5EkZmDL9pVYncBlAUbjyzDj+n/wV4Y+Hf8AwWI/4Jo+HtA/aa8KXcWi+NY9IvPFOm2M0aR38+mapbXjIrFWBtpriyCuoG7yndFYHEgAP5F9U/Z0+EPhD4V3XxA+L/7SGnW/ii91PQv7M8E+EtEN5OljqWmrqb6hMzNBCiQxyQwGCIsfOlYFkEOJPS/2Vfjj+yl8Dvi74f8AA/iz9j3XPjBa2HjF9QsPDOqXYnk1Nrmysoks1tkQwTMZkn2yvDOHVotkYyS3sv7Rn/BFP/gqT8Gv2jda/Y+0T9iW58da/wDE7Zf+F/Hei2MX9jxadGFaOGCZhHaaTLCvn29xFPKAmbfytsfkzXP6i/BL/gnf+xR/wQM8AeG/G/hTwhaeL/2o77wclvqfjbWdWOoWnh2+ntlW/fTIWhiWNGJmSJ2hFwYH2yOUlkjkAPVv2WPi7/wVK0i1tf24v+C0H7R9v8KfBEVlHdeDf2avAOkWsOpapcxRjyp9Tu1DXYzxI9ks6RvNIguBbxo9pJ8+ftW/tofHL9sHxrqGu6/rd9oXha/DW+iaCNRkWC0TGVQ7VUNIeC7kAsR0AVVrzv4sfF/xV8adefxR8UfEl1qNxcqGkvZ53aSJMNwC5OCfTjqPQVg6pqmpsi6PcXDyrLcF2ZvlL7gf3rEjJCgHgHAyaAKWl/De0tdM1G11/wASzW8kNoH09LSAt9qlL7TGcsvBTB3ZPIOMVbjhntNLtrTT7kOGRVuigxJGwQbWVjkEjg7h6j1zUUokhvHvEvd86Qsd4GSI2U4cZ+6CcZIORz6Cq9sJbSJb3UC5W42+XcgkvgnrvByfdv8Aa56YoA24tYuI9MkQCKRIQrAn7xBUgjI/iO4kc49Sc8yaBdzzaebjSbthAzgRlScM4JAQMeeSeSOjZ7ZrHtTFpX2iS4lZkRS2GfDeYR8pGTyScEdAcgfTlJPjVqEC/wDEu0mKBYpGQQXAJEqlj86jGBhiRx3PvQB6PMbZ7km/kkikhuA32aQABxkbs7cn5t/p/jWXp2sWtpO4t0McZn3RqQRJjzATyflBJ/AYHpXJaB8QT4pWSx8Q2RF8wDK6DBHULk9GO3OV6Dqa39S8Nanbam2oPPm3+UyxnDmMYxk57jf69QB65ANK6+Gk17qGoeKxIsMK2xaKIOHNw4cgELnPU9e3GQOc3fAnw21g6LezzeJBa3jQO1unlMDK20YjOCuw/eI64wOlM8N3897avFrEtxgkMsSKSHwSFKnrg9OPU8V0ugaumkeZe212/kTADzJ35Vm2szFAPvDgepABIz1APqP9mP8A4KNaP4a+Fp+An7bdpr+qaXY/v/DXiLw7rM1prGmxjdF5cdzazQzptRmUSRSrJ5ckkfzoxUb/AO1P+z7/AMFGvih+w7rnw/8A+CVX/BSeP4qadcWC2b6J8TvK/wCEke0l87zI01+3e2kWQhkCC7hDskZ33ByQ/wAhQtbanpXn6n+/t44ZWCSKDnPRQTyeOQRzn8q6b4O/HXxl+zh4kg8afDLWn027WMZdTxJBlSqyIeJAG2jbzlW+uQD8Xf2j/wBjP9oT4b6J4n8YfFL9kjxH8OrDwL8Sl0H4jH+ylkGgXN5Z201pAqtIrPC8cc80LH90yzw4uJPPRj+sH/Bp3+w5+y142+PN7+1T4Ll+L8HjD4Pz6ha2viZtPg03wr410rU0urW0lkhmaW5a4VBcs0UbJEvkWjN+8WTzf2P/AGe/F/wX/wCCiP7MN43xm+DPhPxFpurXcdn4w8M69o9vqNjfXNqYZUM0E6MjhJFjdA4baY1YEEDHyF/wRG/4IT/EH/glr+1n8V/jJ8RPE2g+KdN1Gwm8OfDDxOviS/uNaTw4Z7WWG0vbd4o7RCq2lsN0eWV4nVcRsooA+a/+Dmqw8I63ofx28OeD1jTxAnh7QdR1ljI24JDJZOxGBxmAYI6Hdz1r+dKv3h/4LbfG/wCFFx+378X/AAd8YfiFYaLp/iu0tvCjotwFIhWy8ozHIwrIUJLsQoO1T/CD+QfjP9jDxHoOsXOneEfjH8P/ABIglYad/ZvimFZrxQeAEcgI+OWUthcH5iBkgHjVFbPjT4e+Nvh3qX9k+NvDF3psxZlT7RF8ku3GSjjKyAZHKkjkVjUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV6F8WorfxR8PvBvxJ0pGEaaSuhanCqllt7m0GEJboDLEVcL/st1rz2v0S/bI/Zg/ZW/YM/wCCQfhX4P8Ain4+fD34h/tCfEr4i2XiW/0DwT4oi1QeBdKjsJiyyTWcjRmSaO4sBiUBXMsxgMqwmUgHwT8MrcXfxJ8PWrO6iTXLRC0YywzMgyPev7JP+CEHi3SvF/8AwSq+FVxpeoy3P2Kz1CznadSHV49RuQAwwP4Sh47MK/jP8J6uugeKtM15iQLLUIbgkDONjhv6V/VZ/wAGsnxO0u5/ZD8d/s3Qzzy3fw88ePK0spGPs19HuhUADA5t5W6n74oA/UCvw4/b6i1e/wD2pPGVlGGV9G8QXMds8xeTEbSMhVC2NpO3jI9Oegr9x6/IH/grH8OtQ8I/tdardeHLDdDfRrqMr+X8ivMB5nAGSxZnOe27rzwAfJF1qukT6teX+m26QsA0NuEUvHuYHAx1L9RnJGc8cGpbWSyu7X7QbN4blUxGHbcwKEjBIIyM9uuF4PamQ+E9Nup5JtxKm4Q2gTcMgnBHtlQSBnPHHWpVtdKiuBLAF8oyhUjjQMFYnAJJzuPB6cE96AEj0W21LSv7Slw108hD2qHG4Z3AEnoSAc5x0b2qje2iTzxw22WhtnZVG3Gwcb9oIzgAk7iM8/lsX9rcrpou4oiEBEcj4+7jG1Mn72M9R2yABg1IdFEUC61Zwr57oBcKjI0swzjavboeMnj1BNAHPpdi5tYIJ/NSaNTGgY5eVOQdwOBzj65PSuWm+HlxdX0n2N5GjQkxQhMMzgYZlOP9YCu1j6E+nPWajpzSPHfxhiqwmPy42ZRAD2yTkHAPBxkMMjNT2fiG28hLW5tNl1IV2yD5cso5wT0HIOfb2xQBkaJ4eTw7p0f2145L2NwFmWME5xsUkAcNt2jHpn2x0vhe6v7iBvtl1iG3iXyoxjaGOD5Zzz1yAeuFYZJwRB4dsZ70edKjTbgVaVRjBIycE8EZPC9eQRwa6Kz0uLToX81Un859sm/0YYG1j/EDng85BU9sADBoFn9iily63DTE7PNyXQdQx/hAIx1xuPJIqxKt7qItmtQYf9XJsMJOZCQxRlJ5+UNyB0XHOcU+60+3lvo55pndobiSBkclcnd0JU8E8H28vtV/wxetq10qs/kzJI5SZgAC4Jy6enr3znjNAFrUbTEV00H+t8j97bx7QRhxkqOg5yc84HbHFcpcnVNRZ79baM2u/wAy2hlAAPLFgT1DYBGenJOOBXqb6EyXZvDJFDPcQMJ98YVflHAHGMnA4+nOMY679nb9mDxj8WfFUPgLQdPgv0nmISa5cRlYlORJgn5gF3A98n6UAfaH/BErwtrOhfst6zq2sxwRnUvGE7wRRJ8wRbeAbnbPJJLcdscEgjH2PXHfAT4N+HPgN8LNK+G3huzhjSzgDXksKYFxcMB5kp4Gcn9AB2rzn/gpx+1ZY/sT/sFfFD9pGXVPsl9oHhW4XQJBsLHVJx5FnhWOGxPJGxHJ2qxwcYoA/lL/AOC5fxJf42ftr+MvjJp87S6Nrnj/AF86BLIih2tFlgZM7Sf4ZF7nv718XV69+2f4s03W/ifZ+GtFa4FtoWiwwSrNJkNcylriV9vZh5qRtn5sw4PQV5DQB6RqtxFp37KWk6bqZuftmqeNLi500PKWi+xwW4jcqvRf30zemcE4715vXsPxH/bO8ZfEv9j/AOHP7GWpfCrwJYaL8NdR1S903xRpOhSRa5qkl9cvPIL65MzLOqF/LjAjTbGqqd2Aa8eoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/Zv/g2o/4KEH4Vf8FBvC/hPxjK9zpvxt0FNA1K8YY+ya0jHyXKoOTLNAqDOABdZ4Ar8ZK9p/Yt8f3XhLx75dhq09lqNlPFqug3UFx5TRXUDBmAIIPzJz16JQB/cnXzJ/wUm/ZHsfj18Nn8eeH7Vk1/QYGkMkB2vcW6/MVJ9sZ9cE88V6F+w1+1N4V/bP8A2VfBn7RXha8t3OvaPG2rW9uRi0v0AS5hK7iVCyhtobkoUb+IV6wyq6lHUEEYII4IoA/CzVPgxq/hW4e3srSF2jnVfJmiCkKjJg8nGSA3J96zE+HHhDTMPfX08UEjndaxRcorZBUv0VQG7Y+hxX3b/wAFDPFHwy+CHxCnttX8LWcsmqIr2MNozxFN0bFyQCQG4OOnLA47V8D+L/EPhnV7t71fFD2zDcttBNDlF5YYDA7d3IweCQPrQBneJJ7NII7SHMkMJbYkS4Dr0HGP7rYzg98DkGufCyi1heKPamxSiu4RhnBG704+bngDv67015Zpp13GrRSXk7CKSQkBok5YjJ+5uO0evBIHArE1SVrWxR43kzHL5kkaA/ugw3AncfnPPGeQM9zwAVNa1CCzgjdpxIUjKzTkARzN8rAoOq8Nxkk5I6AmobWPTpIba4JVBOihGWQkmTJ7YyAMgc89R2qtqMw8RaK9p4XtMGeMArcwuu5Su5juz94YGABzjr3q9afBn4t6f4Uhv9F8I3GoWdqjNcainzRoQSEBfpnnJHqeM4xQBLZTfZ7pdPjuIxNNhrGNmwjyIoIHqMcA9sY9M1r2WpXTvNPNAIEClj5zEmZmO13OOhO0ke5HvnM8L/Dy50S7/tPxlr8kt002DKcyeXkyfMCMjnOcqARkZ6V1L6l4OfQpbN5d90GjXBTPnHaN+AOg4UnHcfhQBYt9Nlvrf7HcMshndo0cgfvFIPT0IPAHUZPuRr6RoVysY0u6xHceYkU0UgGzIfJYdwSSMn1Az61zFnf6/Kllo1hpjyzIHkVpZCNqEYJ5JwOd+Dzxx1xXX+E/Ft1rGjRzmK1eW23rJeXMGXKldpVSexxncQTx2oA6JfhV8R/FHiS3Fho11fW9tOtxbS+X+6bIxhdvBJ5yDn7vXPT9IP8Agn1+zHqXwm8IHx/41spbbVtTj222nSvuFrF03j0LDoOyn/awPHf+CXvh1Nd8XXra5bxaraQWYmtnuGz5D5Hzbc4JycEevPGK+86ACvw0/wCDtf8Abl0fUtK0D9kDw1efaNN8I3sfifxt5ZUx3F7teGysidhIIMjFgCVPmgEZiOP2G/a1+PGi/sy/s3+MPjhrl9HbpoGiTT2ryqCDcldsIIJ5HmMuQOcZ4OK/kE/4KtftFeKfit48i0jxNe3Nzqes383iPW7y6ffJL9oZjbIWJ3cKZHIYDPmIeTQB8l6rql/reqXOtarcma6vLh57mZgAXkdizMccckk1XoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACr3hrXrzwvr9p4gsGYS2k6yAK5XcB1XI5AIyD7GqNFAH7+f8G3n/BS7Tvgj49T9njxl4sjXwT451dDYrcS7Vsr+aOPy7kZ+WNT8kUh4GAGJPlgV/QBX8PH7K/xT8Q+F10h/Csn2jUfD+ui7msWfYz6edpZoiflLK5ctnkBhtzzj+qz/gjd/wAFVvg1+3Z8FdH8BJ8RJL/xxoumeVdtqAKy6mkXBkBJO6VBgSAks2DKMgttAPlz9vDxz45+IXxe1+y+KmkNaXNpfSRJE0R320QyETHO4FTxg/MFz718s654autLDz8y2U0Tnc8pWSMeicepA/AjAzk/s7+29+w9pf7SdgPGPhEwWfim1tvJLPhEv4QQdjMBxIMAK5yMfKeMEfll8U/h1r/grxNqnhLxNZvBJpUhgngRSP3ihUZWX0DLjBHTd70AeTGaS5soUldpHuk/dykkLkOPlKr90YDEeo6gZxUdzdTXEiSXYlaSKdo5J3+9gNkNj7rEjOO/zdgK0NV8OvGrRwO0Uk2f3LO0TH5SM9SeQM49ScY5xF/Ycbxi1kwiSuWdJIisZO0hivcjhu3PPuaAGJcxaS6CDakcMTBjn7vAKgDHDA8DPc5Ar379nj9prRvhn8DfG3wK8S2Us2l+MtHzp13wzW98GXBx/COGOf73IzXgV7aW9/Ztfw3BZQgN1GScGUZLLk/hyP8AaJAzVzSrOK+sLmykkdP9DESEkBmkHzZJPGQu4HH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Is this an MRI?
No
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Is this a coronal plane?
No
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
Which part do the organs in this image locate from the aspect of the whole body?
Head
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
Which organ system is imaged?
Head
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
What organ system is pictured?
Head
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Does the picture contain spinal cord?
No
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Does the parotid appear in the image?
No
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
What color do the ear show in the picture?
White
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
What is the largest organ in the picture?
Brain
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
How many ears are shown in this image?
2
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
What is the function of the tissue on the center of this picture?
Control heartbeat and breathing
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bhJJ4ySCCVpklj+wt4PbzH8QfFTx+5yj2tvp2neFI4iNw8xLh5NVaZT8pCtBCcZyQenklFAHrLftK+CfCssjfBv8AZY8AaHKr7bTV/EVpP4kvfK3K22WPU5JdPkc7cF0sozgkDbk1i/Eb9qj9on4r+Hm8FeN/jBrc/hwujw+EbK6+x6LbFAoQQadbhLSADapAjiUZGcZ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z"
Which organs/organ in the picture belong to nervous system?
Brain
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Does the picture contain the organ which has the effect of sensing light?
No
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Does the picture contain the organ which has the effect of discharging waste?
No
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Which type of modality is shown about this image, MRI, CT or X-Ray?
CT
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Is this a transverse plane?
Yes
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Which part of the body does this image belong to?
Head
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"
What organ marks the lower end of the organ system?
Mandible
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"
What is the organ system visualized?
Head
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Does the trachea exist in this picture?
No
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j9ub4YX/7R/7Knhz9qfR9Fhu9d0Lwz9o1+x0uEtJJCyo1ykIO4sbeZJCIyeV83ksArfjR4w1bUvEfxL1rxdY3UlsraqthFHdKSs0caZaTAxgfMoDDng8UAfmF4fi114fiV8JNXt2hvr2ybUI4p2Hyy2kouGUDqzNGHUD/APVXk9fd/wC3h8L18JeJtD/aM8P6WIZNG1KJdaaEDNxA5AZiO67SVOcffIr4v+KXhBfAfxC1fwpCxMFpeN9kdjkvA3zxMfcxsh/GgDAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqxpOnSavqttpMMio91cJCrueFLMFBPtzQB9Wfsl/DzwdrnxR0vVpNs9j4T8GW10flz/AKVJH57Mu4D5S0j8E555Ar9yP+CJ3/BNn4WftL+GtV/aw+Ns9vrehz6u1lp/hKNyYppoVjkL3Dj5iilkKxK2Cy/N8o2v+E/7NGuaRrNh8S79tKukMzjyHsZijmNmdfLTA4OAMnPTqDkY/Wf/AINx/wBvT4kfsfeCPGfwN+LbweJPh3HrTapp7afcRDU9MmmiRQEWRlE0biJVKM4IK7lJ+ZGAP20+PHwM0b4vfs8698BdIKaNaajof2HTBYAQR2hjCmBVCqQkasiAqo+4CBjivyD13x78NvgtqGraF8R5I9Kv9Hu2tdUsrgBnjdMIyPk7uHA3DGf5D9Qvih/wUt/Yu+Evw+j+Ifif402MkdzaC4sNHskaTUboH7qrbEB1yeNzhVHdgOa/JD4keK9M/bS/aR8SeGfAn7I+o63q/wAQNfeaxju9Q23Fu9xK0hUqg8tURAS8rtsVMsxUAkAHMWH/AAUE/ZjeO71CC9iMUaPMbuY/JCuRGz7ztwzYLYGTtAzgk181ftif8FHvh3408RWHwp+HPgGzl8K/2pYa1fXH9tfaftEcMzTTKHAG1mdEPlnP3iAOK9f/AGv/APg0s/bz1Pw7J44+E2p+EPEGo3V48n/CJaH4g8iSHerMpaS9W3gKocKQrZGQFyMmvnHwn/wb+/tbfsq+NNP8UftmGx8BIZFOlwyarZ3f26UMG2I0EsqPwBkZyC3tQB6vJ+0hp/xUuNQ8L2em3F7qviHzpl8m1dxYRJGzokWeqiLbtCkEcd6/Orxz41+M37S/xkm+CfwRs9QuLPUNTlstI8PaSTAt4vmMfNnywBzy7NKdqKMkgKTX7V6p/wAE7P2idM+Hy/tHeC/gFfXOh2dvBd2+qLqFtBLKOFlkkgdvM8nrkgDaM4GDmvIvg7+zf8aPgj8RNT8cfDf4K+BNBTxD+8um0++Dz3M08heQSuE3pGD8yKpKKCemeAD578L/APBAjwiPhqbbxx8Y9Yj8atpu8yabBGdLhuXICjbJGJZY1JwTuRnxuAXOB8mfFH/gl5+2R8M52kg+Gf8AwkViHCLqHhu5Wcbj/C0TbZkwOpMYXnqa/oc+En7A/wAfP2n7NtWk0eTQrMKhi1O9L28Dk4dSny7pV+8CVVhlhk17l8Bf+CJHgLwpJdar8dPiTca5NdQNEdP0KH7NAmQAHMjgs56nhUwT1IFAH88/7GP/AARU8T/Ea3i8dftL6yNNsGYrb+GNF1KFruWRW+7PMu9IgVH3E3Ph1y0Z4Pon7R3/AATZ8d/sy+H7v4wf8E+fEupW9xb2/k+LPB15dR3Ud7AnPmQ+fkSOnzMUbJw7eWyt8j/tL4k/4IT6j4K8/Qf2e/jHZjw9eahLezaZ4otnE8MryeZlZ4Qwk5z1RccY4AA8F/aM/Yl/bW+Dlq9rF4AN1YLYzC51KyspL+yEbNyf3I3Rj/ZkKnocggZAPhL4C/Ez4meEvgFofjPx98OrfS/EF++3W/DsSMm6Mu4VmjyWSRlRW2HkBiDgrXR+Kf2xb/TdM0a78Ha3BpuoeG9XkmsL6ckfZrcgObYyBcEB1ToMn2PNT/Bj9k744vq2l+DtU8aadf395ry2lq32aYz2nyFQg3HJCswA3DccjJPU+1/tMf8ABBr48/ALwvb+JfG/xOg8R6He3u+6vbFAr6a8vWKSIgeYu4nDKzEYyO+QDxDwh+1N8IPjNFY/EA+KLu08eWN86WVlpl+osLyyMhllWRPkZX3tHsXBAXuM4r60+GHxs8L+Jby48Ha4trDLbqH1Fba6V3aRVUYQFiSMjHG4AgDrXFj/AINVvHHxG1Twn8W/g1+1Z4Wj0byIby2u0tLqC4jDDJ27FZWZSBw23BBVhxz7F+0b/wAG3n/Cm/gxB4z/AGQvjT4z8X+N9JTzNVi8aX0E016uAWexaKJGiKtubyHaQupAV9yBZQD9Fv2Bb8ap+yf4Wvo2YxO1+IN8Ow7FvrhRx74zn0Ir8+/+CvX/AASMsPAjan+1j+zVewaRoMt0ZvF3hUHbFZTXEm17q2B4Mbu6AwceWzEp8jBIuk/4J0/8FDvHf7K/hO0/Zz/ae8Ea7qmixvu8O+INPhjeewkml3S290ZZIw0QkkZ1kzuTdswwK7ML/gt9+3o3xp+Cd3+zR8IINU0OEXEF74k1y+ljiRkXc0UAaKR1MZYByc5OxcYAOQD8vfi34Eb4jfDXWPhv4kvmc3Vq0EjygFwe03GTjKjuPpxivzc+NFhMX0nWrufzbxbWTS9XlZiWe8s38puMdPJNuB64NfoR8K/G/iO20iW18QhZI7idI5Lq6Qjy0jDfN93IGNxyc9unNfFv7UWi2UnjPxzYaLb2bQ6brFtqwuoRnMdwqxSBXx3keI4HBwf7ooA8RooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArV8Drbv4y0tbm7kgU38WJolBZG3DacEgdcZ9qyqdDNNbzJcW8rRyRsGR0bBUjkEEdDQB9IfAL4b+P8A4S6LqHxM+J/jQeE/ClvqpiQXdqvm6vPtORGMFiuwEgrnOOAea+7v2UPht+zP8fvCDeNfgn48uL7UN4hvlhmMM0TZBMciMoYbjjBI53Egc1+SHiHxh4t8XNA/ivxTqOptbRmO2Oo30k5iTOdq7ydoz2Ffoh/wQh+Eukrba38cb7xBNbGfXf7CmikKrbxxxwRXAlOSNzbpACD0HTk0AffPgb9kvUfHnjbRNG1TTzdyaTpTJEBbtPKqtIQNqbSWJySB1+Ugc1+tX7B/7JXhb9m/4ZW+p6j4As7HxnqUcg1zVWdZbmZC4KoXHESlUiJjQ4JUFssOPi349ft3fsu/8EW/BVh8Uviv4X8SeP8A4s/EDw9f6n4L+F3heCOa5t7GztJp5NRu5TkWNh+6Ae42yOiGV0hmENx5XX/8EjP+Cu/7dv7fPxBvvHP7R37BumfDz4IeJfB0+v8Aw7+IujeKF1CGyNrKiTWeqThtqySI7yozx2jItucxSLKJIwD9G68u/ae/Y9+BP7W3hddB+Lvg23urq2iZdK1mNAt3YMecxv6ZHKnIPPQ81+SXwa+Jn7Vv/BT3/g4r8Y2P7OX7WPxx+Gfwb+C2raPqvxA8Ea34yu4rPV7rS5kthaW2nRXPlpY6h5Id924So8ssilpUQft9QB45pvws+Kmg/s7X3wA8JeOtAfWYLCWxsL3UFdjDZyEqGlReS2xjhsAcLkHk15L8P/2XfhP/AME2fgT4k/aB+INhqXjnWtIja4wspm8kSSJGsNukuAi7nXc7bmVVyOmD9Taj4L0TUfF2neN5bVBqGnQywxT7eTFIOV/PBHXHPrmtHUNPsNXsJ9K1WxhurW6haK5triIPHLGwIZGU5DKQSCDwQaAPkD9nr9tr9pP9u3VY7b4QfC4fD/w9aTI2s6/qbfbZFUbg0UZKJGxYjoo3d9yckeg+LP2sP2a/2fddsvDvx8/bItbrxCqO1zp1lFuibLoybra2SZ4doRQN75bc5JO+vk3/AIKpf8FEPD/w/wBDuf2Q/wBki7fSLm0laDW7nQUS2hZeDLBEUAJI5VsEbyWByoy3wf8AtCfEv40ftU/Epvit8aPEMMWp2+lLaiWz0woJIYhtRWEYYFsock4zu5zxQB+uN1/wqj9t651HW/2Q/wBuvWm1qwZbqTTINYlEEQGdm1CqTRKPMKl13hfMwRkrWF+xb8cf25dY/aA1b9nX4h2Uep6f4LlWLxXqviC0ZJrVHy0HkyrtNwZEUlHbzA4yxbAzX5p/s3/GTxd8Dfg3rmlaTYXtv4yTU4b3wd4w0uQQ3OnuMK9vIQRmJ8kFSCH5BGDX6sfsG/8ABSn4RftU6TaaH4ztIfCnxFMEVnqdjfBIotWnjLAGzlJzIDuLiFsOnmMq7wrOQD2r4nfs0fBT4tzDUvFngSxGprIskWt2dskV6jKQQRKFyenfOO2DzXlHxW0LQfjh4/039lMfEzxXM2jXBvNekvI403RJHuiUuI0eXOR83cHOTuzX0VrGqW2iaVc6xen9zawPLJhgDtUEnliB27kD3rKtPh14Ng8fy/FTT9Mij1a7077Jc3UKqPtMeUKs5AyzARqobP3RjoBgAPDHhi08Axad4N8HaBaWmh29m6iOFCphdSuDnJ3bsnrzwSW7Gxq3iNtG8R6dp2oNYwWOob4Ibm4vQkst5jfHBHGRh8xpMxO7PyDAPJHl/wDwUJ8SfEDwH+xh8Rvij8NPi3deCdS8HeEr/wARNrtnpMF7IkFjbyXMsYinBVtyREdj7ivw9/4Jm/8AB4Fc+GfCF54M/wCCt/gnV/H+oaPcHUPB/jnwT4V05b558S5iubbzLW3Rwr+XFPCqHBIkBy0tAH7K/tn/ALF6/GE3PjnwpbrJcmEPfabAvlyzOowZYyB87lQAUOCduQScA/n1+19+y58NdU+ELazqmhxywNEsgdi2XdCVAxnsSzc9QcGuU/Yi/wCC7f8AwVb/AOCxf/BQ7xz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Does the picture contain mandible?
Yes
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What color are the mandible in the picture?
White
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What is the largest organ in the picture?
Brain
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"
How many existing parotids in this image?
2
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Does the picture contain the organ that could be used for detoxicating?
No
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Does the picture contain the organ that could receive sound?
No
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Is this a CT scan?
Yes
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Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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What organ marks the lower end of the organ system?
Mandible
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Is this a study of the neck?
No
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Is there small bowel in this image?
No
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Does the trachea exist in this picture?
No
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What color does the spinal cord show in the picture?
Gray
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What is the largest organ in the picture?
Brain
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How many temporal lobes in this image?
0
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What is the shape of tooth in this image?
U-shaped
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What is the function of the organ on the top of this image?
Cutting, chewing, maintaining facial contour and assisting pronunciation
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Which organs/organ in the picture belong to the digestive system?
Tooth
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Does the picture contain the organ that could be used for digesting food?
No
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Does the picture contain the organ that could be used for absorbing nutrients?
No
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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