Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
unknown
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"
What diseases are included in the picture?
Brain Edema
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"
Does the brain look abnormal?
Yes
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"
Where is/are the abnormality located?
Lower Right
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"
Is this a X-Ray?
No
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"
Which kind of weighting is this image generated with, t1 or t2?
T1
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"
Is this a coronal plane?
No
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"
Which part of the body does this image belong to?
Head
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"
Where is/are the abnormality located?
Upper Right Lobe
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"
What organ system is pictured?
Head
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"
Is/Are there abnormalities in the patient's left brain lobe?
No
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"
How many kinds of abnormalities are there in this image?
2
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"
How much damage will be caused to the body taking such an image?
None
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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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"
Is this sagittal plane?
No
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Do the organs in the image exist in the pelvic cavity?
No
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Where are the abnormalities in this image?
Left Lobe
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"
Which organ system is imaged?
Head
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What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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Is the brain enhancing tumor hyperdense or hypodense?
Hyperdense
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What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient?
Visual impairment, vomiting, tinnitus, increased intracranial pressure
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"
Is this image taken via CT?
No
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"
Which kind of weighting is this image generated with, t1 or t2?
T1
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y4LN6j9aLr5YsXR2lY8YcjOMflmtOCygicXFxJICqnagOMe5z0wOgpdesrd9KeC1LBZQVRw33T68AfnQB4/4puZfE3h9rHT5DHDDqypiP7rKMsR+ldZ8L9ai8U6W8qsreVPsJXqB6YA5rmb/XfB3w81O28B3t7aifUmd5Udum7jIOOCc/jXefC/wnpXhGC4g08As772kOTkgdAPX8KANj7M2GQjaC3AUYKgcdfr2pJoRPOoVst/yzYjI98k8L6Vp292zY+2xJcjadowy4HXGABj86p3/2ZbfMJcbccsTzzjGPXnrj60Acr4i0OC+tpVEAYEYZs5Pf07YJrgW0ZfD1ibUa1c2K6RsWOXYZn2jH3SSAScgBiePevT7iZTFNCYSroMHJxv8AcdB26V594ssLjxVDrXha9nuI451aOMMmMg7WVlY9cdMDNAHovwW+KWg+FX1DTLizj1Lw74ntxa69ptwd4ZPmHmITwlxExLq64+YY6Gvkv/gqRpXx/wBT+FNz8DtP0KDWtK8IeJIdZ1WW20S6m1WS0Wyu2t9UM0ZMX2AW8kiyl0UxSKh3sHYJ7tZRDSNItNNiyfLbO8DoCf8AEfrXPfH/AMJ6x4g8NWvxIspYZv8AhHYvsWr2lypkS90idyssMikEPGCxXacja5BGKAPyWor6W/a6/YQvPhvDN8X/AIHSHVPBV5bfbk08O0l3pceW81ecmWGLAO8neFOWBEbyn5poAKKKKACiiigAooooAKKKKACiiigAroPhNomm+Jfip4Z8OazY/abPUPEFlbXdt5jJ5sUk6KyblIK5BIyCCM8GufrR8H+Jr/wV4t0vxlpcMMl1pGowXttHcKTG0kUiuoYKQSpKjOCDjuKAP2f022tLqC1021uJBMtnEZnEeMK4PHB7KCc1wP7St1aWHhf4faRpZRL/AFaSfVtVSPORJdzbISfUCCIfn0rrLbxVo1x8PZPGGm3sD27aGtxHeQTh4ZUMK7GBBIKkOCCMg54riPEUnib9oX443nimK6isdF8P6dbWqzSXywMywRrEkKYBLknJKjtQB12nadFHaw2AU+WibHA4IH49fwrhP2jPh7pc/wAPbvVY7qSK7mkiiglZFITzJVxwwIwOf516Vb2ebZkPzNhcsWPHTp2/lWR8X9Am8Q+DI4tOjM0ltdRTPBGMkhTyAO/XNAFj4d+H00Lw/baGZpJRFGCWYjJO3GfTnOa72yto4oRAB8q8sszAFsDqMiuV8LRh7WKZtuDCABsOAa7NWjjieRYxsMWAgbocep7Z5oAX7VnlZQhHdm68etM1W6guIdpG4cBsj065rHOrfbZRZxJtX7pK9yP6VeRBDFtcMJCeO+Rjv3oA+Q/ixoWq698aptFWGX7RPfLGgJOc7xtIPHAFfXmgxiy0+2ikgDGGBY3kY/eKjBPTr1615VqWmadN+0DavNEhkyo2YPbrg165DHFcW5tiAShJVen9aAGJdLd6gFFxICzZMZYHPuMdq6rT9H8NeHfD8/irxleBYxIFtbIMSbpz19cAV57e3Xk3iRw+X5kZxHtVcr34P+Fex/Cy08OfFLwquk6m80uoRtm5szAWkDAZx7AjmgDIPh/SvGGm/a2tlhgnh323lx4ZT7E9PxrzLx74SuvDk/kGUvG+HhlPAx347H1xXv3xA8Hax4f2af4I0648mNxHaxzR5LjqTx15J7Vz/wAafBrWXguG71fTTHcxxI06IcqshODg/rigDwuewtwFuZPk/efISSSOMcAe9S6Zb2F5Fe+GbmxF1FrenTadKGzsxMNqvxyNrhTjNSTwGZTBJFuUud244OcAgjFVmuobSb/R5MSBQ2Q/KAEHPt0oA828GeHbTX/gzq3gHx+41G30otYahZQStEGtnDQ3ABDBwMEjIIPOQc1+XPjnwjqPgDxtrHgPV7m3mu9E1W4sLqa0dmieSGRo2ZCwBKkqSCQDjGQOlfp/4z8V2Hgb4veJNCugxt9S+0+VDDGB5jTBJkYkHkMCevvX5pfG27W/+M3i6+TOJvE9/IM+huJD/WgDmKKKKACiiigAooooAKKKKACiiigAooooA+mv2U/2svjO3gHxJ8ENY1O11XQYPCfl6a+pvtm0rF1DGhicITMuZlXy5D8iKuxlEflv9sfs+6Vb2fw4TxS9uXkvdSmj2sMrIkeBnB9Tk18SfsxeDfB1x+zTN4km0q3XVtV+KFjo93qTqTJ9h228ghBOdib3Zm2gbiF3Z2Lt+8vhlptl4Z8C2mg2hdrZNYvyCEcgR+ZsQ9Cf4Ce/FAG9DeJZsZLUSJEpycDdsz+GSO1XtNdpGaREQAkcHPFRpo2oX0Bm0e4trmRIiXijc+YARy2xgDt9Tiqfhee8XCySGTc5CGJtw2D3HegC8bKHQrhxGQI5HLxlDgKSckf/AFq2rS+juLARytlm4zknIz71yfxI1hdIs0lEzcthg5OAfw7VpaNrNnrUNmLJ1dpYxlA2WGBjt2HPXFAGn/ZsSXA2hgQd2Y8jP50rXUxuihkEnGACM559elaax2cMSp9rjViuBIsgx+XeuY8ReJrbwjrKWOthYUlP7ucqQFbGQT9cjBoA8n1DxVZWPx/ge6cqJrgqm4ehr3ZZkMh3bs9N4bH4VwGo+BdA1v4k6brkOiQPdxP5kpYnKM2BkkYwM816JaR2N3cQWpvfNimm2Syow+Vy2AgyeGY9M9Rk80AS6R4TvtY1yDSNL0+6nurph9lijt2d5CSOgH9K+t/hV8H/AAX+zpZaf4m+I3he6muLubz7y/SXMm4jAU7GBQk8ANnpzitf9nnwJ4M+H2j3F1HrGl2WoR6esYjunP2qyDr8zRuTkuTnLYwRwAKfP42+Cfiy3uvhz4q8ax6hrVjc7V0+8VoVu97fvTFhlG8DaVyOeaAPTfGHgDwV8Z/BFnq3gHV4jeoJBbW7HExGM7S65DrnoM5BFfDv7VUXi7SRHpOrxTRRrIARIWClwfQjj0xX0hofhX4m/s//ABy8MeEvDm3ULfxJbqNFR1O9YeS3yk5Ujs3Q1xn/AAUda7TQrGHxBpgivniDyOYdpwGIyR270AfGV7I9zBJLbsEuChCegPqDjt6VBpttZ2Vsog2O7KN01026SV88lufXIx0FUNXBkclLnbh8lkkGBxweKpNfC2l85JCzGMbxtyu4fxDH+FAHD/Ej4da/8VPjXpHhjTbyK2nvbQPpc0kvlo80EbK0G7HdSCAR261+ZHjfW7XxJ4sv9dtLVYlupzI2x2Ikc/fk+bkb23PjoN2AAABX6v8Aie5dPDsPje3Cte6BqUGpWcq/6xTHIpcKBnqgYEV+Yf7Tb6bJ+0l8QpNGObNvHGrG0OMfuvtku3j6YoA4eiiigAooooAKKKKACiiigAooooAKKKKAPcP2cfjf4S8KeA7P4X61cPb3UnxE07WFnu44xZ+SjRRuruzZU4yxyAu1T82cCv0a8LTRrarpVxF5aJPPsjGPvNK7cY6jnAPpivx1r9b/AIS+JvD/AIjuL250m5MthqNnYaxp02CDJHcWyt8ufmUE9VIBByDzQB20mhreb5I3c+W+5FwAwYehxnI9RV7R7SWB0hi807CR++kZioJyeWJwD6DiodKgkjuPPtLjeGHK4wSc9q3rcRvC9yCNxyVZun+FAHjP7VHiWfw3pFhDbJkXcjZ8xR8u0g9fbrWpeanY/CGw+Hmm6k0nl+J/C4n1LzmwUkaZzHkHqCMcCsD9snSpZPBGl68bcFbTVGjbacqEdcAHHYkV2/xvPw1/aX/Zb8LeMvDeowweKdGt44I7QDLwW4XDwsA3XIDKcA4J60AWLnwPrd1YyDTtfa3dyGgXyS0Z9CSeRx6Vas/DeqeKtBj+HfxKkgSQ2skGh+IRdFoi7422lwdp2jeBslI+QnB4NcB+y/4w8Q31nc+FfFN8bg2ZK20szZIA6jI+8MV6drltYa1azaZqa4trqJlYeXuUsQQPl9D0oAn/AGYPhH46uvEeueC/GDXVnf6dNFHDb3mT8rFSEYnBbocYBB49a4fwb4TuYviv4n+16pdkaJqMkOn2jEqrMszpkgYwyqxPPtV/46/FH42eBtUsrvwFJBc22m6darouqW0G1raJArBZtoG/y5FLIx5GMGs74LeJPHV7qmqeKfH13LJe61M8+oT3DBpNTlkYs07EjPU4A6cCgD7+8GeJF+Ium+EfjBomlLcXk9guneNEKb4Y5bZRGZGOQyB4yrcdxkZrsPjlpnwf8PeEtFk8WeC7CCbw/qsesf8ACRWeFu7yHaVaDzN2WQ8EZGa+av2NvjFJ8Ovirc+C9Z182ej+JUFvO8jjy43BDRnB4AyApx2NXPj/AKd8WPE/xJ1QWvh69Fte/wDLgVO0Lk/cX0/3aAJ/hr+0J40039oW3+Mmn+MNavTp9xIvhttama5kt7JfuWzknhcErgAcH1rov+CmfxNuvFvjy2nVxBJfaatzPp3zObUlR8nPbOTWT+yn4U8D+HbfXfH3xg8N3zaf4diEtlEWCpNeB+Im3csOMkD05r5/+L/xL1P4ieMdV8cancN5uo3TOqt/CueF9sDHSgDidav/AO6o4wHZRjnr6msRpLu4nxHJuL8l0Xhh2PuefStNp/MxHJuwByzDk/4CrCWqJINik7gMFW/n/SgChr1nHD4A1WG7PkpLp8mNqAEHAA6Y5yf1r8vf2g7C70z46+MbW9i2OfEt7IF3A/K8zup49VYH1Geea/RL9qDV9f0n4JeI59BnNtdW+l3NyJoyHKCGPzRkMMfeUH3xjFfl7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+jv7FXxG0rXfgt4O8WaX5skFrD/wi3iZJIsGyu4VV7WZHx91oyBjOCSR1Br84q+nP+CaPxr/AOEf+IF/+zxr97aQaT49h8izuLs4W31VNrWzElgBuKmMYBYvIgHU0AfoZYXzCMSCXJXqM5AOeOa04tWdmKJhNuMqi45H8xXEeFby91/w9dLeTvp13p+2O6gVTl5MkFQ2Pl5B561qWlztt0SeZlUf6zdknHAzz3oAk+LGgxeLPB1/prRDbcQsQzHOHAyD7EEAivk6wvNR0RrnTodTmhSVttwiSFdxHHIGAfxr7EbMmmGG4mVnCkbgeg55xjuPSvl342eF38OeJ5NVtIgsV27OgVf4s/P19+2O9AHqH7MOlRDQ7rWvK+YMVVJAVA98etd7ceJoU1FhLG8jQxFpEiGdoxwPbufwrzr9mbxZpzeGX0gFGkim3SRFhuOec+1egadpUnhuK51oX7SvcTmbDoGOD0AOPTigDsvhD4u8G+HPFlpffFewZvCv9n3UuuNJCZGjTZuUBOMrjt6nNafxen0vU/iJqGr+GdHtbXSJRF/YyW+3DWhjRozwMZweo9+OK5GxvrsWRubiMRPJA8bLwyhGXBPPbB6GnWl1qN/o9qdXv4pGtQ0AMNn5KtFvZlYKCQMKdvXng0AMvlZJ0uIn3QmHagZc4PUcnGCORXY+F/2rvjV4E0tfDlp4mW702F/9Gh1K0S68nHOFMgLKOnAOK5KSSLyBbOzNC6ljjAZccBhzya5+/wB0Ek9u8rbVUZd+hJHUc8ZoA9w8ZfH9vHHwZl1fV/EFzcapd3TW4hSJYoIxt+faq4XPPp3614XcE3CBYm2gHGC43D/CpZtRthpdrotknlWlopKxA7jvbktz37UwQfZ1EmzJYbmJwMjHFAGfd2dyW8tXVTnlgf5UWEjWpZJX3nGct6noR/hV2OXzZlUx7hk8DH4fWqHiu+sbHS53i0zUrnUJIxDoi6dcRxql47AI0gcEugGcqvPvQB86/wDBRT4j6no3wZl0rQHaMalq8Wm3lwNykxmOSWRYypGQTGqNnIKs4xzx8HV9K/8ABTDx7dz/ABYsfg5aazHNZ+GNOiN9DAJFX7dKN7F92FdgjJhgOPMcZ6gfNVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV3w14g1Lwn4j0/xVo8gS80y9iu7VznCyRuHU8EHqBVKigD9avAXxj0X4heDtP+I3hu7BsfF2lQfbZQQ5iu0wXik2EhH3bgeeCCK66K8WGMqfLcBPm459jnv1r82P2GP2mB8CfiUnh7xfdzSeEfEEqW+qW5mURWkzMqpeYbgbBkNgjKnJ3FFFfo1dzWfhwQx3k0c1hfrnTLgjetzGf4QR1oA3rC7jfMasAV+X5hjcBxxXmnx68IRX3hq+v5YWDQjzITGDgY69frXoFreqkaMturB1wgztGfYHr/8AWou7e31SzltbqIPHJGUZXHLA9QfagD458FfETUPBviEanaufKHySqjHOAeDX1V8KfFVr498NxeKYxKxRzFjd8hbA+bb2P9a+fPi1+zb4x8O69LdeELGS606V90SxDLxbucEf1r3r4HeG/wDhAvDGm6NdMYUMTO+07tkhU4Z1785457UAdXdRC6QpPG6RNE25N+CBg5JPUVJbT3lraKIthUxjAY54x1PPNZHia90+305Y7bUbi4u7idU2tB8shJBJJJ4OPUc4q7OS0oWNwEQd+5A6Yx0oAmvDBabtzKhlQBpZXO38Rn3rnPFt3bvqiWVuoDTYdwOQI0GAOe5rV8R63a+G9Kn1WWxilWE+YFeNWYrgYxnODk/UVzPgqy1DxFq1zr+q/K0rglcj5F7L9celAHRaXpbzxqrltvqEBzjt9KlvIQjcnBwBkjJx7dvzqYzJb74IrXcAuQIz1HY+tMnufJ3BRvDKMhVyc9fxxQBWkgt7e3aYyBSBvdtnIHXPsK+Z/wBqn9uzQ/hY7aX8NmS+8WJGW0u4eMNBpbSKR9rkVs75AuDDERjLCV/lCxzenftB/HfwZ8NPD2pL4p1a2thDp0s89lcXiwT6k6gBbK2ZQ7tI7NGrMI2EQl3vhVJr8yfFfizxJ458QXHinxbrE1/qF0V865nbJIVQiIAOFRUVUVFAVVVVUAAAAEXiLX9X8V+IL7xT4hvTc3+pXkt1fXDKAZZpHLu5CgAZYk4AA5qnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfR37KP/BQzxV8DPCl18KPih4em8ZeFJmhk0eO4vcXfh6dWQGW1dw26IxhgbUlELBSrxHeX+caKAP168J+L9G+IXgHTfif4Yuxd6BqMQktrxc4BBKsvThlYMvOCCCpAYEVqwXu4/KmG6koxwePTH8q/J34e/Hv41/Ci2i0/4dfFTXdIsYr/AO2nS7TUpBZSz/IC8tsSYptwjjVg6sHVArAgYr68/Z//AOCj/wAP/EXhnRfB3xXhuNI8VmU2s+tCGJNJuQFHlzyuHDWrufkcBGiVsSbo0YrEAfWK3EdzaCS62pIGGwnID+2KiZZ5rxLWC3LLLuywkCiIjndzzjjGKyfDmr6pLpNl4mhuIZ4r21juI7qBvNSSBk3q6OCQylSCCvDZBqn4q8Xx+G7X/hIL+eWzsLKzmv72+ZS32S3iRpZG2opJ2xozYUFmxgA5oA1NSivU17TWtYZJbW1mkjlvliHl/aDGSItx5yASTVy4uZ5BKs+6ONNoM2OXHTC46V8q/wDBPHxPqX7QP7RvxL+OvijUHt7a00COz0nSbiQyiyt59Qjnit0kVUA8tLeQE7AZC7ufmZifq7VIre2Ami1APuI4HIQDGDj6dfWgDkPET6l4puDoGm2MkdgJlM7N/wAtMHtnp6k9a6vTrWLT9LUBArIiggf3v73vUjWtrDbrcwhwX5iVhxnH5+nWuf8AH/j/AMEfC7QW8TfEbxJY6TYIrbrq9lx5kuxnKIvV3KoxWNQWbaQoJ4oA2bi4juYxMwkSRcYffjBHuOufSvPv2gfjx4V/Zn8Bx+PPFM/nTXTtFomhRzBZ7+VRyF3ZIiXI3SlSqAj7zMiP4p8Qv+CqPgDw/wCJ7yx+HPw2vPE1pGrJb6pqeofYoXmDMvmrB5TvJGVCspdon+bDRrjn5M+M3x8+K/x+1+LxB8U/F1xqT2yulhbsdsNojNuKRoOAOgycsQigk7RQBW+MPxg8c/HTx7efET4gaks97dHbFDCpWC0hBJWCFCTsjXJ7kklmYszMx5eiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA674Z/Hv4y/B10Hw2+I2qaXAlxJOdPjn8yzeV4/LaR7eTdE7bQo3MhI2qRgqCNb4m/tXfH/4xeGf+EP8AiJ8QGvtNM6SvbRaba23mMudu9oIkZwCc7WJGQpxlVI87ooA6P4WfFz4jfBTxWvjb4X+KZ9J1IW8lu80UaSJLE4+aOSORWSRchWwykBlVhhlUj6f0b/grbra6PHB4p+Blpc32XNzNpfiB7W3bLHbtieGV1AXaDukbJBPAO0fHtFAH1z4o/wCCsniq40qKHwP8GrGxvUuVaSbWdakvYWi2sCgjijgYMW2ndvIABG05BHzb8T/jL8UfjPq6a38TvGl5q00Wfs8czBIbfKoreVCgWOLcI03bFG4rk5PNcxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
In what plane is this image scanned?
Transverse Plane
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"
Which part of the human body is the organ located in the image?
Head
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"
Where is the brain tumor located?
Lower Left Lobe
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"
Is this a study of the chest?
No
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"
Does the patient have brain tumor?
Yes
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y4LN6j9aLr5YsXR2lY8YcjOMflmtOCygicXFxJICqnagOMe5z0wOgpdesrd9KeC1LBZQVRw33T68AfnQB4/4puZfE3h9rHT5DHDDqypiP7rKMsR+ldZ8L9ai8U6W8qsreVPsJXqB6YA5rmb/XfB3w81O28B3t7aifUmd5Udum7jIOOCc/jXefC/wnpXhGC4g08As772kOTkgdAPX8KANj7M2GQjaC3AUYKgcdfr2pJoRPOoVst/yzYjI98k8L6Vp292zY+2xJcjadowy4HXGABj86p3/2ZbfMJcbccsTzzjGPXnrj60Acr4i0OC+tpVEAYEYZs5Pf07YJrgW0ZfD1ibUa1c2K6RsWOXYZn2jH3SSAScgBiePevT7iZTFNCYSroMHJxv8AcdB26V594ssLjxVDrXha9nuI451aOMMmMg7WVlY9cdMDNAHovwW+KWg+FX1DTLizj1Lw74ntxa69ptwd4ZPmHmITwlxExLq64+YY6Gvkv/gqRpXx/wBT+FNz8DtP0KDWtK8IeJIdZ1WW20S6m1WS0Wyu2t9UM0ZMX2AW8kiyl0UxSKh3sHYJ7tZRDSNItNNiyfLbO8DoCf8AEfrXPfH/AMJ6x4g8NWvxIspYZv8AhHYvsWr2lypkS90idyssMikEPGCxXacja5BGKAPyWor6W/a6/YQvPhvDN8X/AIHSHVPBV5bfbk08O0l3pceW81ecmWGLAO8neFOWBEbyn5poAKKKKACiiigAooooAKKKKACiiigAroPhNomm+Jfip4Z8OazY/abPUPEFlbXdt5jJ5sUk6KyblIK5BIyCCM8GufrR8H+Jr/wV4t0vxlpcMMl1pGowXttHcKTG0kUiuoYKQSpKjOCDjuKAP2f022tLqC1021uJBMtnEZnEeMK4PHB7KCc1wP7St1aWHhf4faRpZRL/AFaSfVtVSPORJdzbISfUCCIfn0rrLbxVo1x8PZPGGm3sD27aGtxHeQTh4ZUMK7GBBIKkOCCMg54riPEUnib9oX443nimK6isdF8P6dbWqzSXywMywRrEkKYBLknJKjtQB12nadFHaw2AU+WibHA4IH49fwrhP2jPh7pc/wAPbvVY7qSK7mkiiglZFITzJVxwwIwOf516Vb2ebZkPzNhcsWPHTp2/lWR8X9Am8Q+DI4tOjM0ltdRTPBGMkhTyAO/XNAFj4d+H00Lw/baGZpJRFGCWYjJO3GfTnOa72yto4oRAB8q8sszAFsDqMiuV8LRh7WKZtuDCABsOAa7NWjjieRYxsMWAgbocep7Z5oAX7VnlZQhHdm68etM1W6guIdpG4cBsj065rHOrfbZRZxJtX7pK9yP6VeRBDFtcMJCeO+Rjv3oA+Q/ixoWq698aptFWGX7RPfLGgJOc7xtIPHAFfXmgxiy0+2ikgDGGBY3kY/eKjBPTr1615VqWmadN+0DavNEhkyo2YPbrg165DHFcW5tiAShJVen9aAGJdLd6gFFxICzZMZYHPuMdq6rT9H8NeHfD8/irxleBYxIFtbIMSbpz19cAV57e3Xk3iRw+X5kZxHtVcr34P+Fex/Cy08OfFLwquk6m80uoRtm5szAWkDAZx7AjmgDIPh/SvGGm/a2tlhgnh323lx4ZT7E9PxrzLx74SuvDk/kGUvG+HhlPAx347H1xXv3xA8Hax4f2af4I0648mNxHaxzR5LjqTx15J7Vz/wAafBrWXguG71fTTHcxxI06IcqshODg/rigDwuewtwFuZPk/efISSSOMcAe9S6Zb2F5Fe+GbmxF1FrenTadKGzsxMNqvxyNrhTjNSTwGZTBJFuUud244OcAgjFVmuobSb/R5MSBQ2Q/KAEHPt0oA828GeHbTX/gzq3gHx+41G30otYahZQStEGtnDQ3ABDBwMEjIIPOQc1+XPjnwjqPgDxtrHgPV7m3mu9E1W4sLqa0dmieSGRo2ZCwBKkqSCQDjGQOlfp/4z8V2Hgb4veJNCugxt9S+0+VDDGB5jTBJkYkHkMCevvX5pfG27W/+M3i6+TOJvE9/IM+huJD/WgDmKKKKACiiigAooooAKKKKACiiigAooooA+mv2U/2svjO3gHxJ8ENY1O11XQYPCfl6a+pvtm0rF1DGhicITMuZlXy5D8iKuxlEflv9sfs+6Vb2fw4TxS9uXkvdSmj2sMrIkeBnB9Tk18SfsxeDfB1x+zTN4km0q3XVtV+KFjo93qTqTJ9h228ghBOdib3Zm2gbiF3Z2Lt+8vhlptl4Z8C2mg2hdrZNYvyCEcgR+ZsQ9Cf4Ce/FAG9DeJZsZLUSJEpycDdsz+GSO1XtNdpGaREQAkcHPFRpo2oX0Bm0e4trmRIiXijc+YARy2xgDt9Tiqfhee8XCySGTc5CGJtw2D3HegC8bKHQrhxGQI5HLxlDgKSckf/AFq2rS+juLARytlm4zknIz71yfxI1hdIs0lEzcthg5OAfw7VpaNrNnrUNmLJ1dpYxlA2WGBjt2HPXFAGn/ZsSXA2hgQd2Y8jP50rXUxuihkEnGACM559elaax2cMSp9rjViuBIsgx+XeuY8ReJrbwjrKWOthYUlP7ucqQFbGQT9cjBoA8n1DxVZWPx/ge6cqJrgqm4ehr3ZZkMh3bs9N4bH4VwGo+BdA1v4k6brkOiQPdxP5kpYnKM2BkkYwM816JaR2N3cQWpvfNimm2Syow+Vy2AgyeGY9M9Rk80AS6R4TvtY1yDSNL0+6nurph9lijt2d5CSOgH9K+t/hV8H/AAX+zpZaf4m+I3he6muLubz7y/SXMm4jAU7GBQk8ANnpzitf9nnwJ4M+H2j3F1HrGl2WoR6esYjunP2qyDr8zRuTkuTnLYwRwAKfP42+Cfiy3uvhz4q8ax6hrVjc7V0+8VoVu97fvTFhlG8DaVyOeaAPTfGHgDwV8Z/BFnq3gHV4jeoJBbW7HExGM7S65DrnoM5BFfDv7VUXi7SRHpOrxTRRrIARIWClwfQjj0xX0hofhX4m/s//ABy8MeEvDm3ULfxJbqNFR1O9YeS3yk5Ujs3Q1xn/AAUda7TQrGHxBpgivniDyOYdpwGIyR270AfGV7I9zBJLbsEuChCegPqDjt6VBpttZ2Vsog2O7KN01026SV88lufXIx0FUNXBkclLnbh8lkkGBxweKpNfC2l85JCzGMbxtyu4fxDH+FAHD/Ej4da/8VPjXpHhjTbyK2nvbQPpc0kvlo80EbK0G7HdSCAR261+ZHjfW7XxJ4sv9dtLVYlupzI2x2Ikc/fk+bkb23PjoN2AAABX6v8Aie5dPDsPje3Cte6BqUGpWcq/6xTHIpcKBnqgYEV+Yf7Tb6bJ+0l8QpNGObNvHGrG0OMfuvtku3j6YoA4eiiigAooooAKKKKACiiigAooooAKKKKAPcP2cfjf4S8KeA7P4X61cPb3UnxE07WFnu44xZ+SjRRuruzZU4yxyAu1T82cCv0a8LTRrarpVxF5aJPPsjGPvNK7cY6jnAPpivx1r9b/AIS+JvD/AIjuL250m5MthqNnYaxp02CDJHcWyt8ufmUE9VIBByDzQB20mhreb5I3c+W+5FwAwYehxnI9RV7R7SWB0hi807CR++kZioJyeWJwD6DiodKgkjuPPtLjeGHK4wSc9q3rcRvC9yCNxyVZun+FAHjP7VHiWfw3pFhDbJkXcjZ8xR8u0g9fbrWpeanY/CGw+Hmm6k0nl+J/C4n1LzmwUkaZzHkHqCMcCsD9snSpZPBGl68bcFbTVGjbacqEdcAHHYkV2/xvPw1/aX/Zb8LeMvDeowweKdGt44I7QDLwW4XDwsA3XIDKcA4J60AWLnwPrd1YyDTtfa3dyGgXyS0Z9CSeRx6Vas/DeqeKtBj+HfxKkgSQ2skGh+IRdFoi7422lwdp2jeBslI+QnB4NcB+y/4w8Q31nc+FfFN8bg2ZK20szZIA6jI+8MV6drltYa1azaZqa4trqJlYeXuUsQQPl9D0oAn/AGYPhH46uvEeueC/GDXVnf6dNFHDb3mT8rFSEYnBbocYBB49a4fwb4TuYviv4n+16pdkaJqMkOn2jEqrMszpkgYwyqxPPtV/46/FH42eBtUsrvwFJBc22m6darouqW0G1raJArBZtoG/y5FLIx5GMGs74LeJPHV7qmqeKfH13LJe61M8+oT3DBpNTlkYs07EjPU4A6cCgD7+8GeJF+Ium+EfjBomlLcXk9guneNEKb4Y5bZRGZGOQyB4yrcdxkZrsPjlpnwf8PeEtFk8WeC7CCbw/qsesf8ACRWeFu7yHaVaDzN2WQ8EZGa+av2NvjFJ8Ovirc+C9Z182ej+JUFvO8jjy43BDRnB4AyApx2NXPj/AKd8WPE/xJ1QWvh69Fte/wDLgVO0Lk/cX0/3aAJ/hr+0J40039oW3+Mmn+MNavTp9xIvhttama5kt7JfuWzknhcErgAcH1rov+CmfxNuvFvjy2nVxBJfaatzPp3zObUlR8nPbOTWT+yn4U8D+HbfXfH3xg8N3zaf4diEtlEWCpNeB+Im3csOMkD05r5/+L/xL1P4ieMdV8cancN5uo3TOqt/CueF9sDHSgDidav/AO6o4wHZRjnr6msRpLu4nxHJuL8l0Xhh2PuefStNp/MxHJuwByzDk/4CrCWqJINik7gMFW/n/SgChr1nHD4A1WG7PkpLp8mNqAEHAA6Y5yf1r8vf2g7C70z46+MbW9i2OfEt7IF3A/K8zup49VYH1Geea/RL9qDV9f0n4JeI59BnNtdW+l3NyJoyHKCGPzRkMMfeUH3xjFfl7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+jv7FXxG0rXfgt4O8WaX5skFrD/wi3iZJIsGyu4VV7WZHx91oyBjOCSR1Br84q+nP+CaPxr/AOEf+IF/+zxr97aQaT49h8izuLs4W31VNrWzElgBuKmMYBYvIgHU0AfoZYXzCMSCXJXqM5AOeOa04tWdmKJhNuMqi45H8xXEeFby91/w9dLeTvp13p+2O6gVTl5MkFQ2Pl5B561qWlztt0SeZlUf6zdknHAzz3oAk+LGgxeLPB1/prRDbcQsQzHOHAyD7EEAivk6wvNR0RrnTodTmhSVttwiSFdxHHIGAfxr7EbMmmGG4mVnCkbgeg55xjuPSvl342eF38OeJ5NVtIgsV27OgVf4s/P19+2O9AHqH7MOlRDQ7rWvK+YMVVJAVA98etd7ceJoU1FhLG8jQxFpEiGdoxwPbufwrzr9mbxZpzeGX0gFGkim3SRFhuOec+1egadpUnhuK51oX7SvcTmbDoGOD0AOPTigDsvhD4u8G+HPFlpffFewZvCv9n3UuuNJCZGjTZuUBOMrjt6nNafxen0vU/iJqGr+GdHtbXSJRF/YyW+3DWhjRozwMZweo9+OK5GxvrsWRubiMRPJA8bLwyhGXBPPbB6GnWl1qN/o9qdXv4pGtQ0AMNn5KtFvZlYKCQMKdvXng0AMvlZJ0uIn3QmHagZc4PUcnGCORXY+F/2rvjV4E0tfDlp4mW702F/9Gh1K0S68nHOFMgLKOnAOK5KSSLyBbOzNC6ljjAZccBhzya5+/wB0Ek9u8rbVUZd+hJHUc8ZoA9w8ZfH9vHHwZl1fV/EFzcapd3TW4hSJYoIxt+faq4XPPp3614XcE3CBYm2gHGC43D/CpZtRthpdrotknlWlopKxA7jvbktz37UwQfZ1EmzJYbmJwMjHFAGfd2dyW8tXVTnlgf5UWEjWpZJX3nGct6noR/hV2OXzZlUx7hk8DH4fWqHiu+sbHS53i0zUrnUJIxDoi6dcRxql47AI0gcEugGcqvPvQB86/wDBRT4j6no3wZl0rQHaMalq8Wm3lwNykxmOSWRYypGQTGqNnIKs4xzx8HV9K/8ABTDx7dz/ABYsfg5aazHNZ+GNOiN9DAJFX7dKN7F92FdgjJhgOPMcZ6gfNVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABV3w14g1Lwn4j0/xVo8gS80y9iu7VznCyRuHU8EHqBVKigD9avAXxj0X4heDtP+I3hu7BsfF2lQfbZQQ5iu0wXik2EhH3bgeeCCK66K8WGMqfLcBPm459jnv1r82P2GP2mB8CfiUnh7xfdzSeEfEEqW+qW5mURWkzMqpeYbgbBkNgjKnJ3FFFfo1dzWfhwQx3k0c1hfrnTLgjetzGf4QR1oA3rC7jfMasAV+X5hjcBxxXmnx68IRX3hq+v5YWDQjzITGDgY69frXoFreqkaMturB1wgztGfYHr/8AWou7e31SzltbqIPHJGUZXHLA9QfagD458FfETUPBviEanaufKHySqjHOAeDX1V8KfFVr498NxeKYxKxRzFjd8hbA+bb2P9a+fPi1+zb4x8O69LdeELGS606V90SxDLxbucEf1r3r4HeG/wDhAvDGm6NdMYUMTO+07tkhU4Z1785457UAdXdRC6QpPG6RNE25N+CBg5JPUVJbT3lraKIthUxjAY54x1PPNZHia90+305Y7bUbi4u7idU2tB8shJBJJJ4OPUc4q7OS0oWNwEQd+5A6Yx0oAmvDBabtzKhlQBpZXO38Rn3rnPFt3bvqiWVuoDTYdwOQI0GAOe5rV8R63a+G9Kn1WWxilWE+YFeNWYrgYxnODk/UVzPgqy1DxFq1zr+q/K0rglcj5F7L9celAHRaXpbzxqrltvqEBzjt9KlvIQjcnBwBkjJx7dvzqYzJb74IrXcAuQIz1HY+tMnufJ3BRvDKMhVyc9fxxQBWkgt7e3aYyBSBvdtnIHXPsK+Z/wBqn9uzQ/hY7aX8NmS+8WJGW0u4eMNBpbSKR9rkVs75AuDDERjLCV/lCxzenftB/HfwZ8NPD2pL4p1a2thDp0s89lcXiwT6k6gBbK2ZQ7tI7NGrMI2EQl3vhVJr8yfFfizxJ458QXHinxbrE1/qF0V865nbJIVQiIAOFRUVUVFAVVVVUAAAAEXiLX9X8V+IL7xT4hvTc3+pXkt1fXDKAZZpHLu5CgAZYk4AA5qnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfR37KP/BQzxV8DPCl18KPih4em8ZeFJmhk0eO4vcXfh6dWQGW1dw26IxhgbUlELBSrxHeX+caKAP168J+L9G+IXgHTfif4Yuxd6BqMQktrxc4BBKsvThlYMvOCCCpAYEVqwXu4/KmG6koxwePTH8q/J34e/Hv41/Ci2i0/4dfFTXdIsYr/AO2nS7TUpBZSz/IC8tsSYptwjjVg6sHVArAgYr68/Z//AOCj/wAP/EXhnRfB3xXhuNI8VmU2s+tCGJNJuQFHlzyuHDWrufkcBGiVsSbo0YrEAfWK3EdzaCS62pIGGwnID+2KiZZ5rxLWC3LLLuywkCiIjndzzjjGKyfDmr6pLpNl4mhuIZ4r21juI7qBvNSSBk3q6OCQylSCCvDZBqn4q8Xx+G7X/hIL+eWzsLKzmv72+ZS32S3iRpZG2opJ2xozYUFmxgA5oA1NSivU17TWtYZJbW1mkjlvliHl/aDGSItx5yASTVy4uZ5BKs+6ONNoM2OXHTC46V8q/wDBPHxPqX7QP7RvxL+OvijUHt7a00COz0nSbiQyiyt59Qjnit0kVUA8tLeQE7AZC7ufmZifq7VIre2Ami1APuI4HIQDGDj6dfWgDkPET6l4puDoGm2MkdgJlM7N/wAtMHtnp6k9a6vTrWLT9LUBArIiggf3v73vUjWtrDbrcwhwX5iVhxnH5+nWuf8AH/j/AMEfC7QW8TfEbxJY6TYIrbrq9lx5kuxnKIvV3KoxWNQWbaQoJ4oA2bi4juYxMwkSRcYffjBHuOufSvPv2gfjx4V/Zn8Bx+PPFM/nTXTtFomhRzBZ7+VRyF3ZIiXI3SlSqAj7zMiP4p8Qv+CqPgDw/wCJ7yx+HPw2vPE1pGrJb6pqeofYoXmDMvmrB5TvJGVCspdon+bDRrjn5M+M3x8+K/x+1+LxB8U/F1xqT2yulhbsdsNojNuKRoOAOgycsQigk7RQBW+MPxg8c/HTx7efET4gaks97dHbFDCpWC0hBJWCFCTsjXJ7kklmYszMx5eiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA674Z/Hv4y/B10Hw2+I2qaXAlxJOdPjn8yzeV4/LaR7eTdE7bQo3MhI2qRgqCNb4m/tXfH/4xeGf+EP8AiJ8QGvtNM6SvbRaba23mMudu9oIkZwCc7WJGQpxlVI87ooA6P4WfFz4jfBTxWvjb4X+KZ9J1IW8lu80UaSJLE4+aOSORWSRchWwykBlVhhlUj6f0b/grbra6PHB4p+Blpc32XNzNpfiB7W3bLHbtieGV1AXaDukbJBPAO0fHtFAH1z4o/wCCsniq40qKHwP8GrGxvUuVaSbWdakvYWi2sCgjijgYMW2ndvIABG05BHzb8T/jL8UfjPq6a38TvGl5q00Wfs8czBIbfKoreVCgWOLcI03bFG4rk5PNcxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
What is the main cause of the disease on the left lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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u3nkmivLYjbDLBJJ8zw7FCJnlAmxgrIyr+0Fla/Z7sxzwgKxwG9ff+dfPH/BTb9mjRvjR8Cx4ytY5E1vwdvuLC4jBO+1dk8+JkzhvlCuO4KYBwSCAflPRWt418D+Jfh9rjeH/ABRp7QT+UssLDlJ4mGVkRv4lPr2IIOCCBk0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAelfsu+FPDXirxxqLa8Lg3WmaI97oflXXlIt4s8CrJIRyVSN5ZFAIzIkedy7kb7w/Ye8Fan4n+IsmoQNI8XhsBLQwYZYyGKDluAWUStnkgHODX5oaHrmr+GtVh1zQdRltbu3YmKeFsEZBBHuCCQQeCCQcg1+0H/BM7wjPbfsraZ418S6VFa6r4mgTUiLZdyvCRiLZnkfJgkHoWwCw5IB7vcXSxhhLAw8xQN6jIBHXHf17dulcd4tubiLxdpV1AsckTZgaQy7fLLhu2Pm+6B1HX8+2vBax2mZSCpyApIJY4GBjv/iK80a+v7/x5e+EdUtiI0gR4ZIW3FQWJDg+qnrj070Adr4Y05ZXW7B2SSHbLHnhmzx/+vrityFZo4nYlstgSKp57+vUc/1qj4Ntr9ZxBqQHmfL86ZKsccke3Hfpmtm8tB5DiNcFMYYMR/8AW70AU44hKxwT0+Y9c+38qZr2irNoM6KjyE7V2qNxI3egHP8A+urFr5ayhAmcYwwJyDnHr9KvRTXSK6RZC9MN09Dn86AMPQ7201ZpX02ZJI4J3hcYKlHQLuUjscnpii6sTNfR2p+VQwDnBywJ6Z/Wp/D+l2+jW8qabaBVN3NK2D1ZpNxPPXoOlSaikst4xViGkwVxx83TsPagDvdI8C6XH4ns0FpEAsKl2Rhjpnmt7Xhb6lNcW9hKUKoESPBUZJ67fzzT/hs2n6dp8eqeJLUrNt2Tux3Z4+VsCvQ/hR8M9K8X+In1+8tpDp9n+9kAAG4Z4UZ9/wCtAHjPin4JeKPFWl+dKU3uuIhjj2GMe9ea+Iv2c/Fvw/06XUdbs9olZsGPlVGARnHsSPwr7Hvf+Fo+J4b4/Dz4YQpaQE7J7txCJFXqE3kFj0ya8l+MUXjWXxHs8VwKLS9sljWGC4JWJ1GM9dpOeD9KAPmW3s4XdUkhBIGA2f8AOag8V+FE17wxfaE8Ssl1aSRlXAIO5SMH9K6S+0H7BqE9vJj925xjvzikS2dkBz6gNjGMdaAPwt/aT8Sazrfxd1TQ9VLLF4amfQ9PgfaTDBbSOgUkAFiW3tzkjdjJAFcHXqX7bnhG/wDA/wC138R9B1GSFnbxde3aGBiVEVxKbiMcgchJVB7ZBwSME+W0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfvB+y9rPijx7+yv4D1Twzp9vBPc+DdOlmnFrI0cc8lujusY35IBYjJbOM9cmvxt/ZC8LeBfGXxy07QPHWmzXgkgml0q0ESPbzXkS+ai3KsfmhKo+VHU7QQVLCv3q8E+FdE8FfD/QfB3hSwhs7LT9NitoYraMRpFFGgQbVAwp4XAwAPSgCHw3pV1baett4sFtJf4KGWG3VY245UAdDx759eKxfFXgiW3ubbXfDtnGJ4Jj5pfgyRuuCrNjrkJz2x+XUWVrPqsUk9zcSmAkJahnwwA6tnGRls4PoKvizZEMLIzrxuLEnpx17/AP1qAMTwhcJO6iWHY6na8bph0Y8AHn0P41c8WBorbbDklj8wOSdoH+RUq+HUOqJq9nHtk2lWwTg46Z9cfh1rX1DSRe2inZkgfMOuckYz6dRQBz2mWwFnHI8O5jzt28gHp9e9W57WAwssT4HGEdCCQc9D7fh7VcktREoA3gKOSDx6Y4qjfTwiKSSaVYxGpecswAVQpP8AIZ980AV7KEqh3tgF2xk57nH+falvLSVoVO4o6HIbcfzFRaLqVzdQu+oWjWzRzurq4I/5auqnpnBC+nv6VpMkTxhVUNnljknjoTQB2HhzUrbxJ4PlthKkOoQ22IpgxBLZI3EfTA/yMW/g94y+JXgSaayHi+8iiSXeYonCh2I6HIzjJ7VwOn6zNo+oi50wZWM4YA9/TPc/57V01h4muL1FupLAEZwRjg+me/qOvbpQB6x4g+Pup3GifZfEmktdTnLS328lzjgDt0z+NcnLeeHNd0y307V76aynE8k1pHJGTvLdAc/SuL1rVNQtJDbRwsYjGGwCSVAPTr9ePetdr+817TJPF01s0T2cB8hZeskhG0ED2zQB5n41jSTX5orMbv3xBGOg6GqS2qLMGdflZyuzdzjp071cktp7i7aSYksWG8nqxqaysklIlmRiQSFYEehHHFAH5Ef8FqvhRbfD/wDa3t/FulaVPHa+LPDNtez3pR/Kmu43kt5EVmyu5Y47csqnjerEfPk/INffv/Bezxvpc3xT8E/C1dFZb7TdGm1WS7csVWK5kESxxnfg5a1cvlONse0jLivgKgAooooAKKKKACiiigAooooAKKKKACiiigD2H/gn58K9R+NH7a3wz+H+m+Vmbxba3l0JpSgNtaN9ruACFbDGGCQLwRuxnAya/oD1Dw6unWaabHbpLbRjGw3GHC4x97AyP1Jx16V+D/8AwSp+Jeh/Cj/goH8M/EviDTpbiG71xtIiMCbnhmv4ZLKKQAuo2h513k7sIXIUsFFf0Ca1dWEPzXBwvYlcA0Ac49lug8pbdQvRFBBAxwOnQDp26VA2mSAqskrNuGG3jkHPbrxWxLJYyoZIwCsfDsrj5T746Vh6D4u0nxQJzopkZrW6aC5hMZDxlWAJZcZA5BBxzuoA1JLNYAsUQ3Ej73Ge3c5/z61Q8R+INM8LWqahqEkhcDbFChAkdywwB0HUgHp3ree1QqkqIGBXK8dc9/pj8K+Xf2sYrLxJ+0DoPhXxV4rOl6MIo4rq683y1RCwLc9M4yPqRQB7p4s8QaJZXDaNDqKXeoi1+0yx2nzwwIEViXkI/hBXPAweDg5xz+g3F9r9kurXa7UNxFJFEuRv2OrAnODtyCCO4BHTr6H8a9H/AGfdf8KeFPhX+zfpMVr4L0q2+161qEmmqlxr16xBj8yZwZXijUD+La7Actt3HKTTNgMMfyqq4yvQD/8AX/ntQBS1KZ73Q7nSfLWCO51SLUHaMbmjkWFYSis2T5ZVEyp7qD1PMUEP2c5iYOAAQ0bHPuvOOf8AAVaubzSNO1M+G9au7eC/khjkjs5JlExjdgEk25JwxIAJHPb1pZE+x3AAUBeCdpOVPUYx+B9fyoAitdMtZ5SLeIxhk44Ix7f59M1N4bt7sXhtkDK6g5wOuP8A9Yqtf3GqaY0UaSA+Y+Ufy1HH4D0xn6+mK3PBdlqY1c6pf2wMTqIlRQwkLNyCVxgjjqCfvUAR3lrdQ62ry71C4DOxBIBPY9uKl/tNzaykzExKMKrcgfl1/wDrVf1/U9MvZdkDYEfy7lP3sYP9KxbgGeIRwpiE8kle9AHN74ZZyEUcvzg8DirFtFuiyMYBwpYkc9/WpI7DyJpEYs/zbgMcc9f8+9XRaJJG+3BDD5hjr+PSgD8mP+C+Wg6pbftE+DvE8nhuOGwvfB32a21UzkyXUsV1K7wlPMIVY0nhZTsUsZ2+ZwAE+Ea/Xz/gvp8P7fWv2RvD3jzT/CTXd5ofja3W41SKy8x7CymtrlJN8gBMUTzi0U5IVn8ocnbX5B0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbfwz8e6z8KviP4f+KHh23tptQ8N63aapYRXsZeF5reZJkWRVKlkLIAQCCRnkda/pK+CfxZ8A/tHfBnw98Z/h9fPcaFrunxXdosssbyRBh80E3lu6iaJt0cihjtkR1ySK/mar9GP+De79pvxnoPxm1b9ky91fTT4b1+0uNd02wuURLhtViECSCF8gyBrZGkeNt2BaBk2Yk3gH60ahb2FjazYRQADhVjAAwOnFVdP0Kw8qP/QwrbASWOMED279a1PFPkwRvCIAzhT8kcTMfoNv4ccVTsftclnE9xAySbFLKzfdPGRwfXigCzcwpAiRiM524OOnv71zPiP4e+Eta8QReJ9T0G2uLuJAI5po1JXGPXof8DXVPs+zqoBLKM+n+eKzdX+WHzEkUFh6dOD6/jQBBZ2EMuQ/yKh5x1Ax296S9n00yGJPOdtoGfMIGT6c9enP/wBauV1vxkVv4LTTjhFkxNuJ53BsDjvx+vtTzHrcU8Ny19bx2wUmUSQsZjkjHzbsAAA/w5+b2oA82+JVlr2kftS/DbxjpfyfZv7VtTPIC7r/AKN5gBzlQv7leuc7CB6169JY3N5B/aAEbCQlnMaj1xwBx17df6cf4stY9R8X6MbiRJfs6TzwSRFlwzR+Xg5A5w5PcdOlbQ8YaV4XWPTrvUJJJ5XPzFSoUgEhTgYAOOrDnAwcmgC41u0sAs5YV2LJ5iqcgbwcgjA7Y6dxx7Vo+HvHMGgac6tpbR600TWSxS75radHG03AbAMcirxtbI64xnnNk8SW19i4aL952KOM/iOx9iBxzVvTbtpTmHhGwcE8D3/U/nQA+WJSirvBYseOucZ4NV5tW06yk+y3k+GHYDI9OfyFX/JV2UH59oyPMPT8sVl6j4aS9fzYSVl2np0YEc9elAE9u9nqJDI6Fx0IzwOOv+NWligtWMs5Aj2AiViBzn9PX8ayNL8L39oghA3RKxb5iWPXvnn881mfG/4gfDz4I/CXX/jX8U1d9J8Mac95cxTGL5wv3Y4hK6I0zyFY41YgvI6KDlgKAPk7/guP+1P8MfCH7Kd5+zrYavaah4l8c3dlssIrkiWysLe6S5a8YKrAoZbZIFUsm4yOylvJcV+OlehftR/tH+PP2rfjbrXxn8e3sxk1C5ddL015w8elWIdjBZxbURdkatjIVS7F5GBd2J89oAKKKKACiiigAooooAKKKKACiiigAooooAK779lf4yyfs8/tJeBfjab3VIbfwz4psr7Uhos/l3M9ksy/aoEO5QfNgMsRRmCushVvlY1wNFAH9Qf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How was this image taken?
MRI
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"
What type of MRI is shown in this image?
T1
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"
In what plane is this image scanned?
Transverse Plane
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Where does the image represent in the body?
Head
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"
Where is the brain tumor?
Left Lobe
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"
Is this a study of the abdomen?
No
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"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
What density is the brain enhancing tumor ?
Hyperdense
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u3nkmivLYjbDLBJJ8zw7FCJnlAmxgrIyr+0Fla/Z7sxzwgKxwG9ff+dfPH/BTb9mjRvjR8Cx4ytY5E1vwdvuLC4jBO+1dk8+JkzhvlCuO4KYBwSCAflPRWt418D+Jfh9rjeH/ABRp7QT+UssLDlJ4mGVkRv4lPr2IIOCCBk0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAelfsu+FPDXirxxqLa8Lg3WmaI97oflXXlIt4s8CrJIRyVSN5ZFAIzIkedy7kb7w/Ye8Fan4n+IsmoQNI8XhsBLQwYZYyGKDluAWUStnkgHODX5oaHrmr+GtVh1zQdRltbu3YmKeFsEZBBHuCCQQeCCQcg1+0H/BM7wjPbfsraZ418S6VFa6r4mgTUiLZdyvCRiLZnkfJgkHoWwCw5IB7vcXSxhhLAw8xQN6jIBHXHf17dulcd4tubiLxdpV1AsckTZgaQy7fLLhu2Pm+6B1HX8+2vBax2mZSCpyApIJY4GBjv/iK80a+v7/x5e+EdUtiI0gR4ZIW3FQWJDg+qnrj070Adr4Y05ZXW7B2SSHbLHnhmzx/+vrityFZo4nYlstgSKp57+vUc/1qj4Ntr9ZxBqQHmfL86ZKsccke3Hfpmtm8tB5DiNcFMYYMR/8AW70AU44hKxwT0+Y9c+38qZr2irNoM6KjyE7V2qNxI3egHP8A+urFr5ayhAmcYwwJyDnHr9KvRTXSK6RZC9MN09Dn86AMPQ7201ZpX02ZJI4J3hcYKlHQLuUjscnpii6sTNfR2p+VQwDnBywJ6Z/Wp/D+l2+jW8qabaBVN3NK2D1ZpNxPPXoOlSaikst4xViGkwVxx83TsPagDvdI8C6XH4ns0FpEAsKl2Rhjpnmt7Xhb6lNcW9hKUKoESPBUZJ67fzzT/hs2n6dp8eqeJLUrNt2Tux3Z4+VsCvQ/hR8M9K8X+In1+8tpDp9n+9kAAG4Z4UZ9/wCtAHjPin4JeKPFWl+dKU3uuIhjj2GMe9ea+Iv2c/Fvw/06XUdbs9olZsGPlVGARnHsSPwr7Hvf+Fo+J4b4/Dz4YQpaQE7J7txCJFXqE3kFj0ya8l+MUXjWXxHs8VwKLS9sljWGC4JWJ1GM9dpOeD9KAPmW3s4XdUkhBIGA2f8AOag8V+FE17wxfaE8Ssl1aSRlXAIO5SMH9K6S+0H7BqE9vJj925xjvzikS2dkBz6gNjGMdaAPwt/aT8Sazrfxd1TQ9VLLF4amfQ9PgfaTDBbSOgUkAFiW3tzkjdjJAFcHXqX7bnhG/wDA/wC138R9B1GSFnbxde3aGBiVEVxKbiMcgchJVB7ZBwSME+W0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfvB+y9rPijx7+yv4D1Twzp9vBPc+DdOlmnFrI0cc8lujusY35IBYjJbOM9cmvxt/ZC8LeBfGXxy07QPHWmzXgkgml0q0ESPbzXkS+ai3KsfmhKo+VHU7QQVLCv3q8E+FdE8FfD/QfB3hSwhs7LT9NitoYraMRpFFGgQbVAwp4XAwAPSgCHw3pV1baett4sFtJf4KGWG3VY245UAdDx759eKxfFXgiW3ubbXfDtnGJ4Jj5pfgyRuuCrNjrkJz2x+XUWVrPqsUk9zcSmAkJahnwwA6tnGRls4PoKvizZEMLIzrxuLEnpx17/AP1qAMTwhcJO6iWHY6na8bph0Y8AHn0P41c8WBorbbDklj8wOSdoH+RUq+HUOqJq9nHtk2lWwTg46Z9cfh1rX1DSRe2inZkgfMOuckYz6dRQBz2mWwFnHI8O5jzt28gHp9e9W57WAwssT4HGEdCCQc9D7fh7VcktREoA3gKOSDx6Y4qjfTwiKSSaVYxGpecswAVQpP8AIZ980AV7KEqh3tgF2xk57nH+falvLSVoVO4o6HIbcfzFRaLqVzdQu+oWjWzRzurq4I/5auqnpnBC+nv6VpMkTxhVUNnljknjoTQB2HhzUrbxJ4PlthKkOoQ22IpgxBLZI3EfTA/yMW/g94y+JXgSaayHi+8iiSXeYonCh2I6HIzjJ7VwOn6zNo+oi50wZWM4YA9/TPc/57V01h4muL1FupLAEZwRjg+me/qOvbpQB6x4g+Pup3GifZfEmktdTnLS328lzjgDt0z+NcnLeeHNd0y307V76aynE8k1pHJGTvLdAc/SuL1rVNQtJDbRwsYjGGwCSVAPTr9ePetdr+817TJPF01s0T2cB8hZeskhG0ED2zQB5n41jSTX5orMbv3xBGOg6GqS2qLMGdflZyuzdzjp071cktp7i7aSYksWG8nqxqaysklIlmRiQSFYEehHHFAH5Ef8FqvhRbfD/wDa3t/FulaVPHa+LPDNtez3pR/Kmu43kt5EVmyu5Y47csqnjerEfPk/INffv/Bezxvpc3xT8E/C1dFZb7TdGm1WS7csVWK5kESxxnfg5a1cvlONse0jLivgKgAooooAKKKKACiiigAooooAKKKKACiiigD2H/gn58K9R+NH7a3wz+H+m+Vmbxba3l0JpSgNtaN9ruACFbDGGCQLwRuxnAya/oD1Dw6unWaabHbpLbRjGw3GHC4x97AyP1Jx16V+D/8AwSp+Jeh/Cj/goH8M/EviDTpbiG71xtIiMCbnhmv4ZLKKQAuo2h513k7sIXIUsFFf0Ca1dWEPzXBwvYlcA0Ac49lug8pbdQvRFBBAxwOnQDp26VA2mSAqskrNuGG3jkHPbrxWxLJYyoZIwCsfDsrj5T746Vh6D4u0nxQJzopkZrW6aC5hMZDxlWAJZcZA5BBxzuoA1JLNYAsUQ3Ej73Ge3c5/z61Q8R+INM8LWqahqEkhcDbFChAkdywwB0HUgHp3ree1QqkqIGBXK8dc9/pj8K+Xf2sYrLxJ+0DoPhXxV4rOl6MIo4rq683y1RCwLc9M4yPqRQB7p4s8QaJZXDaNDqKXeoi1+0yx2nzwwIEViXkI/hBXPAweDg5xz+g3F9r9kurXa7UNxFJFEuRv2OrAnODtyCCO4BHTr6H8a9H/AGfdf8KeFPhX+zfpMVr4L0q2+161qEmmqlxr16xBj8yZwZXijUD+La7Actt3HKTTNgMMfyqq4yvQD/8AX/ntQBS1KZ73Q7nSfLWCO51SLUHaMbmjkWFYSis2T5ZVEyp7qD1PMUEP2c5iYOAAQ0bHPuvOOf8AAVaubzSNO1M+G9au7eC/khjkjs5JlExjdgEk25JwxIAJHPb1pZE+x3AAUBeCdpOVPUYx+B9fyoAitdMtZ5SLeIxhk44Ix7f59M1N4bt7sXhtkDK6g5wOuP8A9Yqtf3GqaY0UaSA+Y+Ufy1HH4D0xn6+mK3PBdlqY1c6pf2wMTqIlRQwkLNyCVxgjjqCfvUAR3lrdQ62ry71C4DOxBIBPY9uKl/tNzaykzExKMKrcgfl1/wDrVf1/U9MvZdkDYEfy7lP3sYP9KxbgGeIRwpiE8kle9AHN74ZZyEUcvzg8DirFtFuiyMYBwpYkc9/WpI7DyJpEYs/zbgMcc9f8+9XRaJJG+3BDD5hjr+PSgD8mP+C+Wg6pbftE+DvE8nhuOGwvfB32a21UzkyXUsV1K7wlPMIVY0nhZTsUsZ2+ZwAE+Ea/Xz/gvp8P7fWv2RvD3jzT/CTXd5ofja3W41SKy8x7CymtrlJN8gBMUTzi0U5IVn8ocnbX5B0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbfwz8e6z8KviP4f+KHh23tptQ8N63aapYRXsZeF5reZJkWRVKlkLIAQCCRnkda/pK+CfxZ8A/tHfBnw98Z/h9fPcaFrunxXdosssbyRBh80E3lu6iaJt0cihjtkR1ySK/mar9GP+De79pvxnoPxm1b9ky91fTT4b1+0uNd02wuURLhtViECSCF8gyBrZGkeNt2BaBk2Yk3gH60ahb2FjazYRQADhVjAAwOnFVdP0Kw8qP/QwrbASWOMED279a1PFPkwRvCIAzhT8kcTMfoNv4ccVTsftclnE9xAySbFLKzfdPGRwfXigCzcwpAiRiM524OOnv71zPiP4e+Eta8QReJ9T0G2uLuJAI5po1JXGPXof8DXVPs+zqoBLKM+n+eKzdX+WHzEkUFh6dOD6/jQBBZ2EMuQ/yKh5x1Ax296S9n00yGJPOdtoGfMIGT6c9enP/wBauV1vxkVv4LTTjhFkxNuJ53BsDjvx+vtTzHrcU8Ny19bx2wUmUSQsZjkjHzbsAAA/w5+b2oA82+JVlr2kftS/DbxjpfyfZv7VtTPIC7r/AKN5gBzlQv7leuc7CB6169JY3N5B/aAEbCQlnMaj1xwBx17df6cf4stY9R8X6MbiRJfs6TzwSRFlwzR+Xg5A5w5PcdOlbQ8YaV4XWPTrvUJJJ5XPzFSoUgEhTgYAOOrDnAwcmgC41u0sAs5YV2LJ5iqcgbwcgjA7Y6dxx7Vo+HvHMGgac6tpbR600TWSxS75radHG03AbAMcirxtbI64xnnNk8SW19i4aL952KOM/iOx9iBxzVvTbtpTmHhGwcE8D3/U/nQA+WJSirvBYseOucZ4NV5tW06yk+y3k+GHYDI9OfyFX/JV2UH59oyPMPT8sVl6j4aS9fzYSVl2np0YEc9elAE9u9nqJDI6Fx0IzwOOv+NWligtWMs5Aj2AiViBzn9PX8ayNL8L39oghA3RKxb5iWPXvnn881mfG/4gfDz4I/CXX/jX8U1d9J8Mac95cxTGL5wv3Y4hK6I0zyFY41YgvI6KDlgKAPk7/guP+1P8MfCH7Kd5+zrYavaah4l8c3dlssIrkiWysLe6S5a8YKrAoZbZIFUsm4yOylvJcV+OlehftR/tH+PP2rfjbrXxn8e3sxk1C5ddL015w8elWIdjBZxbURdkatjIVS7F5GBd2J89oAKKKKACiiigAooooAKKKKACiiigAooooAK779lf4yyfs8/tJeBfjab3VIbfwz4psr7Uhos/l3M9ksy/aoEO5QfNgMsRRmCushVvlY1wNFAH9Qfw5+J/wv8Ajr4C0f4qfB/xTY69oWu2Xn6dqVm52zR5OVYNho3RgVZHCujKyMFZSoXVdRutPuFt0syh6jngdvXmv5+f2Af2+vij+w98VrTWtI1i7vPCF9dJH4n8NvJLLC1u8sH2i5t4POjiF6IodkcrH/Zb5SRX7xfD34lfDf4yfDXSPin8LPFdvrega5aC60zULRiySrnDKwbDI6MGR42CsjoysAVIABv2l9IJcyvtDDI9c59zVK/dblmt1kyY8knHUdP8ap3tzJbYmunKEjCEc4FU01N0IljALOPm/wA9+1AGVqWmDTb1JEYbZJMMfXPQEfUAVFqc8Twul3vCJjBPQ/n1rY1NVu0MbxAMTn6D6VkX7MLaS1mZSGByeAc+g/z6UAYWs6q114osFTLMlvKwwOh+QY/SnWu24lElxYO07XDyHfj5ACVXn6Y4rN12902LxbpyzXCrctDIEVHBPG0sQM9sdx3rXt5PMmZ4n3P1OVyD9P8APrQBdJsrB2u1gUSLluQa2vDl08cJuJoSGHKjGMe3NcxADc3G2SbJjADA9j7n6Y/StpdQ8i3NsGOW+Vs9hQB0ENwlwrTqe/3s8dP0/wDrVRu5ZXeSSOMEhCFVievY8HJrJ0jVltw8s1xyDwuOo56CtGPVBqcZijjKbTncF25z359qALOlT3DPltrLt5JU4PtX5Tf8Ftv2+rv4o+N2/ZH+F2tXMHh/w3dE+M57S8jMGsX4EbpbkJlilqwYMrOAZy26MNbxuf02+LHxb8HfAP4P+IfjD8Qbw22keH9Plu7oJLGJJ1VRtii851VpZHKxxoWG6R1UHJFfzoazrOseI9Yu/EPiHVbm/v7+5kuL6+vZ2lmuJnYs8kjsSzuzEksSSSSTQBWooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvpX/gm1+354z/Y0+K1roesa28vw78QanEnirS7h5GjstxVG1GFUVmE0aAFlVT5yJsI3CJ4/mqigD+kQeKdJ8WaZp3iLw7rNteabe2kVzZ3tpMskN1C6hkkjdSVdGUgqykgg8Zplt4rtP7aXT4wzMRyQM7e3NfgX8G/2zP2pPgDZx6V8KPjbrem6fBbyQ22kTTLd2MCySea5jtrhZIY3L5beqBvmbn5mz9t/smf8FnvAB0Sx0H9qO0vrPxBlo73xVY6cJbKdEjyk0kUX7yKRiNhSKJk3HcNisVQA/QmfxDNpOqy2tzLkSbtm4Zz9c9e9P1i5jm08ai2dxxwhzk1866b+3L+yr8TLKHxLpP7THhGzgEpeD+29WSynZgSpDQz7JFBw33lAwQ2cEGvWrDxvcalNpuiWERuJbu4WOKKM5Lkn7q44JPYZoATUr2Oz8XWCOI1eS1miLvGCSD5ZOCeR90d/wCtbumQyQTtL5gYMBnP8I5P0Neb3HjbTvHfxc1XQ/Cl3BqEnga4ax8UizvY5W0q/aXyxb3CIxaJ90Ey4cD5omXqDjvbW/S305jeNjYpctkHCk4oA111W1gUxwbSxO44AGTj/wCvUEOpSRWr3MWWYsMErnHFZNrrsGoW5xaKIiP9aDyPf09K4D42/tLfCb9nrw6viL4n/Euz0aCUMbeGRy1xeEOisIYUzJLtMibtqnaGBbAyQAejRSXc0wled0Gcrh8E+/FZnxK+OPwy+BPhmTxz8XPiDYaJp0ZYCe/nCmZwjuY4lHzTSFUYiNAzttIUHpX5p/tN/wDBZL4m+NLq30f9mexufCdhbSh5dY1W3t7i9vF8sfu/JdZIoFDs+SGdm2xkNH8yH5A8a/ELx98StWTXviN441jX76OAQR3ut6nLdSrEGZggeVmIUMzHGcZYnuaAPqj/AIKYf8FPPEP7WeoSfB/4T3t1p3w4sLgGYsDFN4inRsrPMvBSBWAaKE85AlkG/YkPx/RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHb/s+/tEfFf9mH4ixfE34QeI/sN+LZ7W+t5ohLa6jaOVL21xE3yyxMVRsHlHjjkQpJGjr7pb/wDBYv8Aa9GsX2o6rF4T1C2uzB5Gl3WiOsFmIwdyxmKVJGDkhm8x3wVATYvy18qUUAe4/FH/AIKP/tm/FiP7Dq/xu1HSrCK6M1jp/hpE01LRfmCwpJAFlaJQ5G13fcQGYsw3V4dRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k="
What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient?
Visual impairment, vomiting, tinnitus, increased intracranial pressure
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Is this a CT?
No
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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/are the abnormality located?
Lower Left Lobe
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"
What organ system is primarily present in this image?
Head
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"
What disease is/are shown on the lower left of brain?
Brain Edema, Brain Enhancing Tumor
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"
What is the color of brain enhancing tumor in this image?
White
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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 lower left lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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"
What modality is used to take this image?
MRI
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"
Is this an MRI image with T2 weighted?
Yes
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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 non-enhancing tumor?
Left Lobe
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"
Is this a study of the head?
Yes
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"
What disease is/are shown on the left of brain?
Brain Edema, Brain Non-enhancing Tumor
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"
How many kinds of abnormalities are there in this image?
2
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"
How much damage will be caused to the body taking such an image?
None
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"
Is this an MRI scan?
Yes
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"
What is the mr weighting in this image?
T2
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"
Is this a coronal section?
No
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"
Do the organs in the image exist in the neck?
No
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"
Where is the brain edema located?
Left Lobe
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"
What organ system is pictured?
Head
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"
Is the brain normal appearing?
No
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"
How much damage will be caused to the body taking such an image?
None
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"
What modality is used to take this image?
MRI
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"
Which part of the body does this image belong to?
Brain
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"
What is the mr weighting in this image?
T2
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"
What is the main organ in the image?
Brain
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"
What is the largest organ in the picture?
Brain
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"
Does the picture contain brian?
Yes
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"
What diseases are included in the picture?
None
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dLJHJJFKJXjiJwrrhwGJAwV65DD0rx/X/ANsf4la94ek8L3PjTUBDaxeUqfanO1enAJ4z04xmvIfEXxG1G3uUnguWJ35aTJ+Xj7x9+aAPdvirq2g6N8P9N8BeIP2h7vx3qca+XpOr3WmSA3KfMTEWAYxuuw580qCAu1mJwMb4GfFe50WV9ImsreWwby1nsmIkjlXOCjAjnOTzj09K8R8b+PL06Ultptyd7Y8116yMTnP412vw3vdK+Hfg1fFWqmOXUZGBsrUsCEYDAkcf3V5wDjJA6jggHyt/wVj/AOCes3wK+Jep/HT4S66Nc8MeKdZur6/06GEC40O5uJrm5Nv5aFi0EcKqPNJGCMMBxXxVX616b4vuPE91e22tu19balFJBqEVxkpdRyKUkRvVWUkEehNfmx+1H8Er34DfGLVPBvkONOadptGmdgfNtWOUJI7gcEdiKAPO6KKKACiiigAooooAKKKKACiiigAooooA9/8A+CevhuLWvihqV+shFza6ciWqjGcyyBCfwH86+3PGhW3EbrF88DARsMgY6V5B/wAE2/hXf2/7Pt38TNE0mWeNvFcMNzepBlQ6wlwm7sQD0PXmvZvFngnxdDd3F1r1ldwvu/dpICpOPbGccGgDHn+I8gtUstVOYwuEVuQufQ1hWd1bpfy3USMsK8Yz196r67p506BpbzDLyOe1Z+lXElxMwjO9UIIBB5xmgD7/AP8Agnd/wTx8C/EnTYPir8aoGu4rpfM0/SmYhCuM7nI5JNfSGtfsJfsJ+LLW/k0nxdf+GtTt4iIrWyvN8Jx1+WXJJz23AV4xoP7RM+jfsseDbf4f61c2moajYeXcJY5V0EMYDDcoyMn35ANeVaj8d9cvoLiH+15nbb5kl2Afl9Tkt+vegDtPiT+z58E9B8QQ6RH8b7praC2yubFFZHGfvckYp/7IHxV+GX7OWua78UPiF44jzLam28PWIBa5v234OyNenyjgtgZPWvnD4ieOH1RZNTsr2e8EJ2zzqThmwcL7HlRXKav8UNR+GkJbw49ve6yYh/aF+4LLExJ/dL6Bc4OOu00AfrP+y/48vP2svibf+P734Z6p4f0GLTIrLRf7adVub3YSzTNGPuhfugHPtVn9ov4JaFpWp3Woav4ZQRSWJee82k7Ysk5OeBgCvyS8DftU/tPeMII/gzo/7Smp+CBc6glzHqOnSyxbwuWNu8sZ81V+UsNpxxtIw3H1Z+1T+2P4m+Gv7Ntno2o/GPWPGGvatC1vcS3VywgUFmHyrnc4KDILHkHPegD3HRpf2RvEfwS1X4feFvHGnW0eoo2yPTQ8s5kIyJiEUn7wwc9s18L+JPh1rK67N4ftdUtrrF0YDdxsdud3y8EDB9jg1X/Z9/b1+Ivw91qDVpNC0+CGAKBNp8CxSbAc7Sccj616x+1j4+8G/FnWtA+OXgiK3s5dVmh0/wARQwOqmRmP7mRwMfOp2DPcMc9KAOF0D9iH47XnjeLwzdeDrQyXyD7PcXGrQRIy9dxZnxxXHfta/ss/EP8AZ1ljTxHBaXlhfx/LfaZOJYllHVC44yK9Fv8AxZ4tu5IdQ1jVrhpIoxAJQ2MAYAAx9P09q6SLxZpfjX9mv4i/Cnx2wme30J9Y8PSztueOaMqCuTzkh8/8BoA+KoLy9keKVQrJCVDA9tvatjW/EmreJtRhXcURMBgTxtxxwK51bCazlngaUlJPmwxwRjjitPRJ5NItws6gvzu3HnHP+NAHSWGqJp8MS5C5YMMdSQe/vXz9/wAFP/BOrXvh3wj8W5mRbYzz6Wy7DueQ5mBz6AAivdLN77Vr0C0syViG8qOnX/PqeK5b/gqBr2qa3+xx4V0fWLWKJNO8YSTadthCuwaErJkjqMleaAPzyooooAKKKKACiiigAooooAKKKKACiijrQB99/wDBMLxt8Q/h78B/Enhi08Uzx6B4ju1uJrJTgLNGECuD2GCwb14r2nXviNDeRrHfQbrpE+YggbgBgEhj145xXjf/AAT8sItU/ZlbUUkUvb6pLbyL6EgMP0r0bXdBmlQTpln25OV6/WgDn/FeqJdW8oSEkMThQc568VneEmkthIsu1srjHXIIIp17BGl2IJlZQpI2sCM1atYI7KFPIRAzgDAPIoA+nf7TntP2RvCUtqg2C6kgeXjIdmwVJ99n6H1ryLXUmkjkmkbEjbcsrnAP/wCrNdp8H/Gmn678Dr/4SeILswi3uvtWnz4ztn3Ern0HJH41x91pWrxubCezcZbG4rlW992aAMrRviJqEUdx4U/sQ3UOrzW8AW3kWM203mKqz5PVVBBYHqFFcc9r4g8NapLZeJNPYXKufORuVJPXnoRyefeuwv8Aw00Go+XbqHlHLqo5r6G+EnwR0j47/CfXNDmsmbWdM0ee6jy+WZkiJVR36gEUAfKEtjp8Hii31azU+WJVmiVsHAyPlPrjkfhXUfEnXpfiFdWonOy3tbVY40CfLwCOAPbisbRNJupTHFcxbXiJRwRgg9CD6EGtzUtCudPcWlzF5TlQTvGOMdfyoA5yKyTSYV0pVVmdGVeMn5uM/mTXcaX4s8U6H4QTR7m3kNhc6rbrcMU+QDfvIJ6DoB+P5+m/sS/steHvjf4suvFXxI1ZrLQNHDb53/1ZkVQxBPQ4U5A7kVnftWeJ9E8W+LZdP8E6Ulr4ftWMNhDGm3zEU43Y98ZoAq6x8R9Y1iNv7SuwYJzmWKHIi8zB5H/fXfrntUOraulzpN1DbSvmWxdNzcE9QVxk5GD/AC9KwfCmk29vpZl1BiwI+RDgY+pPSnl5pWu54iDEsRSNSw6nrx9KAOG+JHhS2sobTULVC6y26bwPXbtYfTPP40vhDQhrd4PLsmm+RF2Iu4k4wV6fTpXZ+LPDF7qfg2LUbaaGdEys0EL5lh4wC69Qp9a5HwVrWp+FNacaXeyQSHhthIKnpwRzQB674Z+BfiG0hSTxBp8WixuMxpfMqXEwPZYydwB9SAPevmj/AIK8xX+neBtC8K3UZEVnHLNCAQFGZUXAA7jb196+gPC817qGpR3Wq3UxDSgkxr5jsfxPP515x/wXIs/Bc3w88Hal4WluJLuDQEg1f7UgVlmMm7JAJ5IxnmgD8vKKKKACiiigAooooAKKKKACiiigAooooA++v+CPj2Xi3wZ468Balqkds9jaRavaxydZUVhHIFHc4IP4V7z4x8Q6VZ3X2XT9OjEcfHzoHZ/fkfoK/PD9h7463/wa/aM8Mavf3sh0qe5OnahAo629xmNh/wCP5r9A/G9mGnnZwrsJjjZ0I56e2KAPLPGt95+vxrCArlvuBRgDPtitT+zksrKK/eVXQsSArDIPHUDp1qtPo41PxjHYwRl2IBfnBA9Mj19K39V8PQaJDNFc3asYl+VQRhmx0GPwoAm0G6FvOZLS5I3R7iqt94ZHJ9a7JfHGoXYtdPb94iEEnaCc9O5ryvQ1kU+aLnlUyAPc5wPwA/Suv8NtZ2MkOpy3bs4k5RZGKqOvzY459+evYUAdZ4pt7bT7lJRckySx4kLDBwenNfZP/BJbwlpHjLxjfeCtcv0S7vNLMlpM8m2UZwcr78jj0r4Y/tR/G3iM3gmCQKcxYHyjHQE+h5/znHvOl+O/E/wp0/SvEPgeS90vVfKhSC6ZdpinijVXQH+42ME+oI6rQB7n8Sf+CNXxAPxi1PXfA2oxXWmNdtd3dgtu7TbGLMWjRASwO1sgcg59RUn7Qn/BI/4veLNe0HxD4JuNF03SL+yRZZZLmRioRRkbdgIfByUJB5GcHNaGnf8ABU3426t8IbK+0DSnh8Z6LqpSy1qJGkUQyRssscsaghyCFC7gV/e5xkAjM+KH/BTz9unxT8PoNB8Q+IF0a/aaYTajFo0cU91E4UblDxkwgKCN6bNxYjPykkAufFP4NQ/sMfAu28PaZqiand3k4ku0kRfJCHgkqM5Yn+I9MdK+OviLb60dRg8SXiAW1xJmCRFHQn7uR1xXr/if41eOPjD4JMXi6eS4gguhCt/LLua5mGXaPcTliFUF26LuweSAeL8B2afEHRtX+Hmu3BilsYGu9FdY8oZVdFKHuqsr59iB2zQB5bqFzqE9zLGjySM7fKQD0x047Vmav4t1HRJxpdppxeYBSdnJyep7c11Os6zF4cEljZacrSFDmcrkjjkDP51zmnWkEvh7UvFl8u+TdshJ6A9SefYHH50AQeENfv7XUZppZzHNJCxk+brleh9azdH00vqz3jgkhiV4680nh+y1Jnl12aykaCSMbiRnaDzgn19a2PBD24EsjA7FfgsOR2x+ooA7fwr4p1jw/Zomm6dHBK/zNcmJfMx04PJHPpXy/wD8FOPEFzL8N7aHWZmafUJ1kh3sckLn9OD+Rr6x8GfEyy8N6naDUdHEtsx3XAjkK4XBXOB1OSMe4Br5B/4LG/EX4c+PPirqMfg69xYaTYWFjYRNLuae/KpJcsO5WNcISehcDvQB8MUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBJa3VxZXUd7aTNHLDIHikU8qwOQR+NfqLoPjeTx54C07xNGq7LjTY2CpwCdo5+pxmvy2r6Y/YT+PutSeM3+FHjXxFc3FrqdssWiRzS/u4JlJOxQB1YcfhQB9S+DdMkghudbnQtIZS278fl+lQeI3a9tzNI+FGdrcjGMZz69P0rsYdPWzsltDGPLZMsM4wa5rxJDFJZtDZxgY++xOSaAMvw7bwXM8ttEN26MFGPHQAZrW055ZS9lcOAoj5+oyAaq+HY7aKdJ5JdiqmOPzp+Y7XU2kljxvOdxPUUAdF8MiulXElrqdtJNHdsRIIVzIwPXGe4xkc465wM59U1ezvtZt9Ks59aCX8NoEsZrhx9n1BPNaUruzhJMv+JBB56+beEEtLnXTFHfw2YuIihnlIWPOOd2eOcV33gq7Xw7eXXhzxPosOp6VMnmCzZmTDfwywSY+Qn05z70AWtMv/FPhbxNK0dnNY6gE/e2UjFBKpIwy4xnpwRxV27bU/HWrSWPifW2s9PgHn6vcJJmWODJzGhb7zNnAHPqe5Hfy+AvCvxI8BW2t6V8QraCTSUMZ07xLDiW3Un7qOPvpnsau+Hfh98JPAGiXfir4l+JbfxB5LD7P4Z0qGRBeS4wpBi6gdeooA5PwVp0fia2n8TfZP7O0HSYXi0PSCflQFv9Y+R82MsWPVi2MDJ24dtr1p4Z1SfwdpUbTanrFvIJrxv9YAeViX06ZP4DtXVar49+36ZcwXXh5dLt7SIC20uFmKxYPHmly2cZzt5PPbpXj1v4l1G6+LOn+ItIiknuILtZF2rkMwPPGBjj2oAwPGfiC+sdPl0m8kR5i54ZQWXH8PH4VN4R8M3/AIn+EUv9j2L3Lw3X+lxwqWKIVADEDoCQQT7fSofjfqGi6h4outf02DyFkkd3iHQMTyRipPh9q9z4f+D2t6vbTlBdNHAhVsZJJY59sCgDf+EOljxPHrHgOe4RZZLFjZru4M0ZVtvHGdu/8TXJWuk3Ph/XLizu4CscuRyOjDjn8hWf4R8Z6n4Ynj1jTtKkwJd5mR/mLZzxg9ff9K9h8PH4c/Hm7s9N/wCEih0HXb2RYkbUIiLeaRjgbnXhOe5wKAPKfF9w2geBNX8W6td/ZLGytWEtzkebJkECKEdPMckKCemc9q/LTxrrMviHxbqWtzmbdc3kkhFw5ZxljwSxJJHTkmv0t/bCs9A8J/GWX4Mx69aalZ/D1f7S8Z31nNut2u14itlbI37Tycd6/N74p+KY/G/xF1nxbFHtXUL95lXjgE+1AGBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXRfCPxnb/AA8+Juh+N7uOR4tL1KO4lSI4Yqp5A98VztFAH6s+FPFo8X+E7PxDBcWtzY6laRXFtc24zhHUEAgHAYHg+hBHaqOq2hi82PcGLD5tvUivmD/gnt+0xcaIZ/gR4w1WEWc/77w5JdFR5cu4mS1DEZxJu3qMgBlbGS9fT13K8l0YYY3JwSQxBIHrx0GT6UAYtxp9xaWq38Up2KcEfkf64rbjtLHVLC2uXxkHDc/p+tIICmjyQNDzGw4LZOc8n+VVtEkYRC2ePCF8L9fWgDTmg1LwyqPfRxvbOMxsqdQRjk/nyK73wb4mjukXQJLqCa3MQkjtJ+WiJ/55v29x/OuIv72NVjt9WUyQFcMF4Yn0B7HFVNM1LRtJhN5bRMZQwCZwCoxyffsPx9qAPpHW9Lk1H4I6hMb/AE7FmvlWJumMUjF2UKjMeo3Mo9q9Qsfhx8M/hx8NrWx+K3igRapf26zRQ6Y4cQsyhoSz9CpJAOOxNfEOvan8RPHF7pHhDRbCaSGa7mupYllPzRwW73ByB2Ah/NhX1VqHiX4XftEfsheHdVmItviHpLvYXVjE4ghvrOFESN1JPEybs47g+1AHlPjLxPJqmqL4c8KAxW0aMLi7llDcggk7gFUnGTjB6nGayfDnxqb4X6zb6d4EhtWnnkMOoaneWyySMp4ZUDg+Wv8AtD5vp0rJ1fwneXNjN4nPjvSbZLX/AJdTeFZACeiIAd3X1z161xM/k388l3bwkMp4kGVDnHUA9uP/ANVAHTfHjQNX0nUJbbXrF4p5szLLGPknjJJV1PQqcZ4rn9B8fNp3hxfClzaI1tMyyBScDeuQD78HvWvq/ivU7n4Yw+G9X1qK88q432sbtue2TacqCeisTnb2I9zWJ4Jn0a5jfTtYsPOMgxFKjYaNgCM+hBzz9KAO48C+I9BudPeG70iL5eZIv+Wb/l901L8Wdf8Ahz8EfhcnxhtpWe+ubtrPQtGJBea8ABH/AAFdwJNQeAo/DHh64utS8UpNHpFrF5moSw2bTNFFuAMhQckDOSBlvQGvln9qD9p3wv4y8RHx5p9tNYaHogkg8D6RdK4kuMn5r59wGCzAADqAoHY0AedftK/EXUPBPhq48I3Ortc+IfEs7X/iO4D8mSQ7ipPtmvm4kk5Jq74h1/U/E+s3GuaxdPNPcSFmZ2zj0A9hVKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAWOR4nEsTlWUgqynBB9a+5f2Kv2obL4rQDwF4tm8nxJa2X7qZslb9EABfP8AC/qO+cj0HwzVnR9Y1Xw/qcGtaHqM1pd20geC4t5CrxsOhBHSgD9SdVjkhsHeIFmduij/AOvVS4sp7KCO8lfy+dyxY/I14l+yp+3BafEprP4b/FmxiGthglrqMcwiXUfRWBGFl/RuwB4Pu97LFrer3FzfSLDAExbxJ0X0HvQBFdXtpqdoGQgyAZ2gd/aqcEdlfh2ml8uTb8iCMHLcep4p97HbaW1rEgI3clgOvNR39pbtcrJY3L/McAFcYP50AfRH/BOL4eX/AMQv2k4fBmroIrXUfD+o2Vje3CBYobqSzlEZz79/Za848d+E9e+EtrfeENY1fTLqWHVpQk+m36ymOQcMQV4wcD8q8w8Z/tX6p+wf4g0PxjJfTxaw9wl/pmnKrMt2i/K5bsoKuRk4znvXrH7Euu/B79uT47aToHwr1u3lXV9XWW70O7AW5t1J3yAqeSqjd8w6hSaAOV0j4QePtR8Hz/EaTQbgaJBLt/tK8by4ZX/ux7vvn/dzjvUMOn6Zrnhya+mAshbMERlH+tf0H06nnjNfY/8AwUg8YeG5vHtn8BPDt5bx6d4ag8uW3ssCKJh/AAON2ACfrXyb4z8AawNJ/wCEhWS3tdOh4traaTaxJ/ur1YnqTQBydj4csNS1IWb6oqbvlVieC3v7Vbk8Py+HbptL1exeG6j/ANWy9HHYisyO80PSiXvYbl5iMoLcAqTn1zxW/wDEz9uz4BfBj4IXEfj7wm2peNgFTwpZOQSgJwZpu5jXqB3PFAHkf7XPxcm8JeEpfhemosonVLjWxvILA/6q3HqWzkj0Ar4Y8Y+J7zxRrMt7cAou7CRZ4UDitr4u/GPxN8WfE11r2tXryC4laRg/JZmPLH3/AJDiuPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAASDkGvXfhN+2d8VvhpbQ6LqUkWu6ZDH5cVtf8SRKA2Aso+bGWBw27hQBgV5FRQB9oWf7b/wz+IPhW5SSSTw9f2LgWovplP2gMDjbgHGMYJ7ZFeR3n7UHxk0O8fV9N+N9m3mW00trb27PIYHUkKpDRYDkgEdQcjJFeF0UAanjTxt4u+I3ii88bePPEl7q+r6hIHvdR1C4aWWUgBRlmJOAoCgdAFAGAAK7X9k39qH4ifsdfGuy+O/wr8ga1p9he2ts1wDhBc20luzjByGVZCynsQK82ooA/VX4RftGfs//ALQ3ha28T3/7Qmgaf4y1cB5fD3iG+a2mEojZpiZXHl8MrAFmG8YI5IFcP8S/2tv2ffhp43k0D4qfES71dbGdIrmz8HQx6k4V4/MDLI80cDDG0ErKSC2NvDY/OKigD7A+PP8AwVC8OarbXHhf9mf4B2WhWcttJC3iXxXcte6oxONs0UcZSC2YfMNrCfqDuHSvkjVdZ1jXbr7drmq3N5PtC+ddztI+B0GWJOKrUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q=="
Does the brain look abnormal?
No
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J5oA/Mf4WeOLH4Z+I9Rhi0tdRuplCQCMAnPTr2HNcf43i1qHUJp/EOnCN3uC5jK4cE8fyrQ+Fdh/aHie3BnxNJMMsxAAZiMc/Wu6/aa8GazomuwyeIIVjup7cGU5DZOOGBUkHigDz/wCG3iebRdbhuLPw5BdFHJ23EW5RjkZGR+tfen7MP7Y83ifSJvhV4r0WOCW9tJIrG6sJDEhkKHasqZKsNwXBGCvI7mvzutvEOveHplktfmjVgQDGCGOfpzXp+kftL+JdV0uw0mTSbazubKdZILm0thExwerbfvH3oA/Lv446hqGq/GrxhqmraV9gurjxRqElzYhNv2aRrmQtHjttJK47Yrlq+qP+Crfwi8HfD74/T+LvDlkbebxZaWetXEMLjyd9zAJJXA65aQknnqTXyvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBoeEtIj1/xRp2hSK7Le30UBEZwx3uF49+a/Z/4R+F/B37Jfw8svhf4V006fax2yLfrAxWSWZ1UySu38TkgZJ7AAYAAH5zf8Etvgd8M/jf+0npFj8R575LfSNZsr+c2pUqlnEZZZ2KEZZyY4Y05AzLyDxj9d/2q/i3+y58YdMksfh78N7vQtat7pxJrWoXvmyX0Q4Qvu4HGORyMdaAPneXxxrvw48WJq3hnU5mghuPNi2nG4bWXJHTo7A+oJrX+E/whvfjV4luNV0y5sYJry4LRWc10sIGT0G4+nGKZceGtG8R+DPsGmXdq2rabD++iWUEzocnK+pGOR6V6l+y5+zaPFXhK48f3Pi/TrKx0cCbV4pr3bNbR9pNmOQTkAjuKAOR+Ifga6+G633hO88R2/22OPF1bQXPmAYwcbh8vYZArwD+zv7J0eVmY+dJKXY7gdwH+Jyce9es/tWaz8Nrzx4Zfhnqt7cWr8STXu0FjjBI2np6E84rzDVZIoLX7SbZTGi/6p2wGGDzn1oAm8Ia3FMcrCI1CjcoY5LZGf5fqa/Zf/gi3qer+JP2dm1O5nLRJqhhj3cqoAOcfgRX4h6PfSw6kZFjIUsMRqpxX7mf8Ek77TfDX7HGjW2lIC73ks10Y2GVkYjqOvTFAHt37YmlxXWkeBfLyJT8RNKtZmjbaWtrpntblM9t0M7g/WvUL3KaYbZZGxlQEP3QCOw6AdePpXgf7V/xMs7Bvh3pOoSrFNqnxE08Qq4wSEZnz+a17Tc+JYvMNjOgZc9N3UZ4+lAHyn/wUk/bPl/Zz8NL4J8IODrWpWxCyZwYVJx+dfjz8ctf8T/FK6utX1u8uLu6cmeWZ3JIIbOec8AYNfXf/Ba7xRfv+1JdWAWYQ2WmwCPaoIAdd2eT1r4a0vVphriXlxAdgfBkUlnT/aIzz9CMUASfBrRhrfil4JZzHuRW3O4CA+4wenFe3eJ9d/Z91vRbXSvGUWsCfT4xuuLWdWEjnqijA2jjqa8P0nU38NeMFv7Qq8TkqVVQARu44/pXoPi34e+B9Q8JxeNG8XRafNKxWTR5InkkIH8QIG0D6kUAX4fiD+zjpIFlYfB03tqqk+ffXWZmx6lTitzR/hX+y18eJI9N8D+K7nwN4gkI+zQa2rTWVy54CrJGC0Xf5mJ7DHOR494G8L33iTxQNH8OLEVdtqvcssYwfQlgBXuPhb4G/CTwHf22qfFT4u6fb3KSIV0/S3W5ZOeS7odqgexJoA+Yf+Cq/wCx9r+n+M9Y8Ma94rgu9Y8B/BfTtft102QNbXUR1S7Eg3um8iO1KkAbfmAB4Ffm3X7hf8FK9E8AeKv2hPh94j+EXiWHWvDfxC+EmreELi4VTlp4UMgjYHo2STj3r8UPGMNvbeJru0tbBbZYJBE0CZwjqArdf9oE/jQBmUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9yf8EX/AA7YWWtePPiNfctb6NFaQDHKlpVc/nsAr7p0L4RXHxB00aiukkqcDdJCWA9cN0zXzv8A8G+vwA0z41/DT4p3uu6/Y6VBptxZraT6jdCOG5nILeUx5PTuAR6kZr6H+J/hZvAWrxvb/E2yutYi1GSB7bSfM22qxttBEhRQyt2Kk8UAbw/Yx8X6/dwt8HPCt54jupF2mLTrVh9jn/uysfkAGc5DHpzg8V6nonwV0f8AZq8NT2fxtknOtQ22zXvD5QoI423FGEg+Vg2N3B9iBznmvh1/wUL/AGnfhzHa6FpXxIaVoUCrb3UKSqUH8PIyPavdPih8UYv2gfDUVt8YNIQ6kdDnSaaKLytxVBIq9OCOcH60Afnf+0Jpfg638YrqPgG8eXSbyfKLcoBLGPQ44OBnke1ef60s0WmMlvNKPtEm/nocEkAjHp3/AMa6rxxpkFl40eysZbmWBJ28v7RHtYDdx3x+NU9aguJXkFxbInlttGxABjHcDigDkNB06/ZY7kQHaj/eZMAHuPyP6GvrX9hD9pzxn8ItRuJPEvi69ezhiLwaVDcFIFY4wGAwZPXnoTxXztpMEem2KvGiON2S3UMCe47VqeHpbu91czQlFKnayqSBjHtQB9PftJftveKvF3in4SeLJ4fs1po3iu6uhnf5RSK4jAIJ4HySscZJGPpX6Wab8aPB/iWzuPFOneJbVZorcTSaZNcKGLtEJAhZC2wnoRzjIr8dvEPhe61/S/C2kSxykLfiNYTyCJHUE/TC8jv6V6z40+Lni3wNqWpWjarOVlndlErFTggAAY7YAH4UAch/wUf/AGlNA/aS+IcnjrRtKOn3lvtsbzTpH+e2ljPRj/EMdGHGCp718s+G9RFtqjLbjfJuIQ9Tz3P5Guz8fvLqOs3es3cKy/aX3thiWPBHP+e1edaa7w6n5xeSLBO0K2CR0wSOen86AOmnvigt7yfTUyt3vZSfmYD6f5/SvUreytPjdc2fh7QNMS2mMYSKPfsTI4Z2Zzx6k9MV5NqjO97DJOUKyTLmUNxtxjPIzn/9de2+El0u58H/APCNfC7TJrnVb9PKvLzp5ceMFFx0B6k0AeQ/E/wDqXw31/8AsqDxFZ3UokMedMuQ65zjkrxzz0/rWz8Ev2fPiz8evFtp4O8HwSXN3dTCKNJLlYkU99zsQBxVXx38JdX8P6jI02v2F1LGwbzINTjdUIzkYBzkelM+HvxGvdB1H7LeXnmojfOzxBgQPqOn+NAH0z+1j+yhH+yr+z/8EviVrXiWLVU0v44W1vrGoWisba3W6gMBVHYDcoZApbpuJHNfjP8At2/C2b4LftifEf4YzRbP7J8W3kUf+0hlLKw9iCCPY1+pnxE+MPi79qf4XeK/gRfSSLp2peGHj0WzDfu7a7t9s9tIgHC7ZYYjx0GR3r83/wDgpT4nb4m/HTSPjhO6tdeNvBGk6jqRXvdpALaYn3LwE/jQB89UUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+jf8AwSc13UfCH7IfiHWrByRJ8QJDcw5wJY0tbMAHH+9J+Rr9GfD/AMMf2VPHnh2y+Lmva5qEdrPbI81jaENMZcAGIeh3EqMAknGOtfk5/wAEjtX8RarJ488J6h4juB4fsNGjvRphb9z9rklEYlx/e2Bh9DX0tpPxG8XeBZm0vRtRuPs8N4lzbKhJAdTlTj2x+goA+qfid4F+Anw+8e2XiSz8K6xlfKYeHrvWbVpY3OGQSNuHUYJTqARmvXfF3xyj+M/hE/FK98EWGif8I0Al5aadOhk1OKUbC8gChV2hcEL0yTk54+HtD/bB8Vafpv8AwjfjfTotb0yRiZI76M+apY5ZlkGGJJ/vZA7CtTV/2n7GDwvqGj+CUuoo9atxBdW8z52oCxA3Dk/ePNAHP/tMWHh/w54vs9a8DeJYdTtLwB1YLtaJiuWR19QwxnPPWuDfxBc3FyYpJgwd+NjZycdvXrWfqlxqWs3lvptlp81zcTv5UMMKFmZyeAAOpyeg61+hn7Ev/BBvxd4w8PWXxZ/ac1C40eOaIS6b4SiXFywIyrz5OIs/3Tk+oFAHxh4e+GvizxCiXlno8xgKEhYs5cDPPavoH9n/APZH17UbcTX0En2me6SFEkAIQd/UcEEZr9A/Dv8AwTu0DRYY9Nk0+0SCyQygs8bSk5bAKqAuFG3kjkjPWpPE+ieEvgCIrrxHb29tEq+dJMrKAgJ5kfPI7fN3oA+atT/ZhuLTWjHbaUZLHwvY2815fMh5uJmZ8Z9kAPtXmf7Xnwc1bw7rsd1Cs81tf2cV1ZTKhZGVwAyk46gmvu9/27P+CcUPw8ufhzd/tJ+GotV1BXWbY7tHvZNm13VSoGPlyTjFee/DHTNB+P3w9vPh7LcW15/ZjkafcRssrBAPkKSLkFGXowOD+FAH5WeLtIv7F5LS7sJMq2GV0KkDj3964mbRIIpWnjD7WOR5gw36k1+m3xA/4J0614t0W91jw/arJeQyMpgAOQfmA4PpX55fHL4deLfgv8RrrwT410W5s7qOXMaXCbfMU4+7nqvJNAHIXEUdzq1nBdSskLHa7KMjpkn8q9+0jwnK/wAKdSi+DSzTMY1iutTuB5ZG48jAPyqACST2Un2rwqGCTxRqdjoeiWTy3W4IsUUJLMemFHXOa+odf0m3+Hvwu0v4K2erfYfEH2lb3Wr0qHVZmiZVt22nOxEcr7Mznr1APmW4s7xLx9MtXluSp2mRTkFvbjJqXSvh54unufJtvC87tIwxuiYf0r6Y1Q2Hwj+AtvL8L9FsLnxTeSSHxJra2W5rPBASGIvkhSMnd3Jry34M/Br4z/tDeJZ4YPiRbaOkMZkN1q2o7FnYtgRRphmdupwBjt3FAHun7CH7LV6PHdprXxDtY7VbiNoLO1YDJeRSm4/99cCvxe/a5+Gfi7w3rieMtWmtv7LfWdR0TTYFlYzQmzuGDo6lQFH7wEYJ69q/dr9mz4B/G/4PfEDSp/Efiia7toLmOQOsChHCsOQevv2Nfjr/AMFX9mjfGbxV4PskCWdp8bvGslnEBjbC81kyD8NzUAfJdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfXn/AARy8ZaPpXx91rwDqk9s8viTQHWx027SbZfyW+6d498QPl4hWZ9x4+THev0t1H4beENA8PQ+Jrb4KukV0uFa8Zp7cn0EisQOvRgpr8Tf2cvih8QPg78aND8c/C6+gttcSaSzs5ri3SVVF1E9rICrgjmOZxntnPav128SfHX43/APVL7wxYeLtlsZWiuLVGWaJsHGMMCCOtAFPxx4YsH0y7I+GNvaARnkQkFD6jPSvFdL03VZZ2httPkdllKFVUk+uMCvUfGf7Vf7QnxO0FPD0+ovPa7du1bCJXcHjBYLuPHevMBqHijS2fSNSa4gjMoleJv7+MZ/KgD6h/4JC/DLRfHP7bnhyXxhpomi0+7aSO3mTgSqpK5B9+a/eO3hlMgjaQpzliRng1+FX/BIPxavhb9p6DXr2XetoyzlWPOwnDN+vNftn8WPj18Gvgv8M734t/EnxpZ6ZoNnafaJ7y4nAJGMhUHV3J4CgEknAoAwv2o/jb8Mf2XPg/rHxZ8aXdtFbWkGyES/K91O3CRj+9k84HYE9q/n/wD20v25vH37UHjyfV9Q1KWLRo5CLawWVtpQMSNy55Pt2rrv+Cmf/BRnx9+338TjPZRXWk+CNFmdfDGgM5yVPBuZ8HBlcduQq4UdMt816LHZabesuqaaL1wAsEEq/KHOME4Pb0PFAGZNrE9zImURd4yjKMHb7Cvob/gnf+2ZrX7MPx70ga7rt0PDd/KLXUYXmJWLecK+OwB4P1rxb4xWWr6X8V/hJBaaVp403Xr+W01KOBduAjK2MqOu1nwMc5qj8QvBL+H7mWTTbj7RZvKwtZ3BDHB5VlzkHoaAP6UPh5qWleJ7W28Y6FPDNa6naR3EMyEYZXGQfxFebf8ABQj9gT4Xfts/B6SC4sY9P8W6VE0nh7WYo8OXAz5MhH3kY8c8jNeBf8EMf2mV+Ln7NNr8M/FF6z6v4RUWY3yljLCpIU4P+yU/Wvu7UdVWGMtbvt3R8A9O47/nQB/OLqWmeKvgv8QrrSLhZrDWtDvHgnwNrI6Ng4/KvT/Cup6H4i8OHx/4o8Tv5W7F0kSb52fPTBIA+pNekf8ABUvwPo17+15rfifw/bLGbt0a5WMAbpMAM2Pwr5z0Y+ItA1WSzhsGmtzIDNayHEbjI4wP59fQ0AdJ8RvjRda/PDoXw9h1S30+JNu2VsNMx7tsPI9Fyaw9Em8Y2mpxTaza3Uag/KpjZAPfoMV6R8Jvi0nhHxKbrT/hNolrMybbaR7VppI39jKzHBz1r1DxL478X/Fa1fTPFXhuyQLsDxrCqTRP14YDO0jHPcGgDsf2df2j/iN4E0Ozg1CxW80wzKENxHvCZIztbtX40f8ABVXxKmtftY+KrRLgN/xVGo3zpnlWuGjJz9fLFfqDrngrWfAvhxI9YvdWsba+uV8uOG/eJM5UhgucFgD9DjmvyM/4KB6zaa1+2B44mstQW6jh1doTMrgguqgP04BDbgR2IIoA8aooooAKKKKACiiigAooooAKKKKACiiigB0M01vMlxbytHJGwZHRsFSOQQR0Nfc//BNP4ieI/jHo2ueB/F2vXGsapo1wl7bHVNQWSaW3kyrAeZJ5ku1lGcAhQy5I3AV8LV7b/wAE8vj1F+zx+1j4W8YarZW1xo2o30WleIorlioFhPLGJXVhyrptWRT0ygB4JoA/UfXoh4L8L27wtFa3VwC0ot5fmRB2JwCPpXnGtajp+v6VcXEcUk1yZAu5ucjvya634ieI/wC3dRays/CS2cpb94ftTyhunTP4j8a6bwD4U8N+G7cCx8HR65fviR4prd2RW/iUAdcepFAHnf7M/wAT734O/F6w8YfaBstHMV5CFzmFxg/XHWtr9rn48fE/4063FoWteML2/wBItHzplmLhvJjXPBCZwDg981xHj3WLCL4oX13DYwQq9zumihyFjU5+QDpxxVvSo4/F3ifTvDyajBapdTCI3dx8qLyuCx7Dk5P+zQBe0D9nD4h6npOn3dh4XeW31CNjb3SYYPjggkH5T7HFdb4i/Zt8OeGdCg8KTzwya3KPOvGtXDi3JHCFhncfUDpXpninwVefCvwFH8NrjxKZidSxey2MrNGzbV2yKRjKlSCp7jJ7iuSsLrS/DnxOg8LeFxNe2t1sDKXy6sw5ZicgYJ5oA8w0j4BeJta8b+DjdxO8eg6/cXcomYdEtmwB9Sy/XIrh/iX4M8SaLq39o6tp1xb2c8xXypoiu09M7SOvvX0T4m1rUNN8O/27pV0xkW6vYxKrAkRCaxQEHvzIf1rw/U4PHXxP8QLbz3V1ebDiCPO9nPoFH+eKAOy/4Jq/tPy/sgftHafqniSaRPDmpXccGpyA4WNS2BJ9Bnn2r9yPEvjXR4/BjeK7bVYZ7OS1E9pcxShlkRlypX14Nfz6+Jvh1q2iy22n63tjjllMbM8eGj57g8//AKq+nfgr8W/jd4O+D5+GeofES7fSVi2WVtI28wp/dVuy9eOwoAsftO+J7Px38YtQ1WMmeX7QQG3cdc44rltP0jRzfPdXen4MhAZSOh7803R9HvbbWX1PUiZJJWLYY84z1rf1650PQ2iupApWZT5ibh8rdPzoAwvGWgeGYrPzY9U+yXI+aJsZx9cVz3g/9p3xH8NfEdrH4ie11a3tWxHJJEofb/dLYyV9jn1HNM8U640erb3iV4XBOxuce2eorGvPCeiTavbaheW32nTrjBYqfmXOcqfcEUAdv8Uf2l4/jT4ti1vUXX7FpVkZUhA+SJUTcf8A0H9K/GD4o+JovGnxM8ReMYDlNW127vEJ9JZncf8AoVfpb+2PDpHwG/ZX8VfEXT9UmsJNaZdF8OlV+eW4l+Z8eywpJk9BuUdxX5a0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFT6bqN1pOoQ6nZMFmgkDxllBAIORwagooA/Vj/gmf8AtKfDD9o74ZX3h34qaoLLxN4MghaMEMWvrQnaGGDlmjIAz3UjPIyfpD4m/tlfCvwF4GvPDPwd0S4uNYv4Ggm1a9sIoWhBGDs2ZY/ia/Db4Y/ErxZ8IfG9h8QfBF6kGpadIXgaWIOhypUhlPDDBPBr9OvgP8bvgr+1r4PHinwBZR2PiGzti+ueEbicNNCwyDLEeskRIJB6qCAeaAOes2mutaV7990t9KSzuOpPpmlmu7jSNU/s26cxy20gMLsByQcjg8HmtTxlpE8wh1CKHy5LaYKyY5U/4YruPi38M2vPhr4a8Y21k4vbm3C3cqrwWJJXnA+bbjI57HPOAAep/AL9rT/hJPDF/wDDj4xxi/uINKk/sXU5YsyoVXIjDEZK+i5wOwFeJQ/Fa/8ADraodBy+q6put0nU5MaMfmK+hI4/GuYvU1fwVrEUF1cbHjQNHKOhDD/CqcE/g7UvEsNv4uubyDT5F/ez6XEGlRiRk7WdQfpuH1oA+gPhF8NPiFrfw71CLXNDv5Hay82wSSE/vle5gBMY/i5T9K6H4Ga1onwO8f6fb6BBLaeK5rwmV5srLYRCNunAwxbHv7ivO/iBNpvw7+HsC/CX4u6pq2gX8Fqb6z1W3FnOX8qKZ4zCJZAyI8m3cGILKSBV74T6XoUnjbT/AIq/Ff4rQW1iqqsbFmuLp0wQAFHJx05PFAHJfGnVnvddu7/Wb+ee4mvnkuWlJLSMxLE5z1z3rqvgh8RtElRtM1W7AfzP3EchzxjHf61xf7S2s+HpPH8+keE2L2ayEQTP1kyfvfrXIeN9Bv8AwnpuleJNJlkEpgWSb5uBkZ4oA+g/H/jq0s7jNnKiCM4fPG7ocCuC8W+M/tuoWd49w0kQkJZN3GSMVi/Bnxfp/i/xPZ6b4uj8xJ7iNG3OQUywGRz+hrV/a4+GepfBz4n3WjRWzRWyzI0alsgRsAVII4IwaAO88PfDVfiGYh4dvbaUyL8iSTqjL7EHvXvH7OP7Ed1ZXsmvfFbxDYweHraF7jUbdbhXZ0Ubjg8hDgfeNfJ/gDxBYQWrXmrRmYIY47e3WZkyzAHf8pBPXFQ/8FJf2zT+yL+y8vwU8F+I7j/hPfiFZ77iA380h0fSnHLlWfCSSfwcZA+buDQB8Xf8Fbv21vDX7XH7RA8P/CLRrrSvh14DFxpfhLT7tkMk7mT/AEi+faOGmMcYA3EBIU+6Swr5UpZJHlkaWVyzMSWZjkk+tJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFaPh3xf4s8IXaX/AIT8Uajpc8dxHPHNp17JA6yx52SAoQQy5OD1GTjrWdRQB7t8A/28Pil8OfGUdz8V9b1XxnoFzcxNqtnqeovLdKikgm3mkJMb7Wbg5Vjt3A7Rj7+k/bs+HH7T+j6ZffC7Rhp+kaHZpFb6Ej7pLPIyfO7tISDl+c8dq/Iuuh+GPxV8efBzxTH40+HOuLYajHE0azPZwzqVbqDHMjo34g0AfpNresnxhex6b9nxtfahkPzKCf5DtW540+BOveGPE1rD9nWbT44Irma7QYjjjZQ+XY4C9wSem018H2n/AAUU/aePiK21/XPEulX/AJM6PJbt4cs4ElAI+U+REmM+oxW5+0d/wUt+OH7QvhSPwlc3h0SydSl7Z6Y21J4wfkQt94gc8E0AfYGt+INJ8S6VJqWk6eI7KO4EFrCLoT4jiggi371VQ+8xmXOBxLg8g1mWsF1Jp7apZWczLG21EySB6fQV8HfDz9q74t/DfSrLw3ousK2mWt8J5baaPcZlxhoix6KfbBz37V9+/smftFfA74pfDrWvFsHjOw8NmwdIL6w8T6hbwTSMVDboF8wmRcnGQM5H3aAMW3sfEXiLxXb2l5A4mllVFDA5X0/p+Vew/tO+ELX4e+E4PCV9AI9SFnbuION8cYjbG/vufKnB5AC1tfCXxd8IrD4hW3ieXXvD2oXNkRNYRf2rAyTuBlWb5+nQ47muA/aK+J3w3vPibcTfEr4v6FY6jqbfapZdW1mKPzNxOWBZsYHTjpjFAGP8OPh5qVz4ZPiaxnWK5trgbVZsblJPT8hX2L8af2aPiN+1p+y34Z+OHg3QZ9T1bTbAaR4jggjy8nkkhJx/wAxqc4BKnGelfF+jf8FCP+Cf3w30CJ9b+IGv6/PFMYpNL8L+H5DKMDlzJdeTFsOMZR2POcYrxb9qz/guP+0x8W/Bc/wJ/Z2u7j4ZfDmWBobrSdKug99qWW5ee6Cq4yBjy49q4JB3daAPXPiB+2B8FP2Oor1NdksvFnjWwjMOn+FbO4EkEF0rOC15KhIVUbAMSneSjKdnBr86/jD8X/iD8ePiNqnxU+J/iCXUtZ1e5aa7uJOACTwiqOFQDgKOAAAK5qSSSWRpZXLMxJZmOSSe5pKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
Is this image taken via MRI?
Yes
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
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"
Is this a transverse section?
Yes
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"
Which part do the organs in this image locate from the aspect of the whole body?
Head
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"
Where are the abnormalities in this image?
Lower Left Lobe
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"
Which organ system is imaged?
Head
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J5oA/Mf4WeOLH4Z+I9Rhi0tdRuplCQCMAnPTr2HNcf43i1qHUJp/EOnCN3uC5jK4cE8fyrQ+Fdh/aHie3BnxNJMMsxAAZiMc/Wu6/aa8GazomuwyeIIVjup7cGU5DZOOGBUkHigDz/wCG3iebRdbhuLPw5BdFHJ23EW5RjkZGR+tfen7MP7Y83ifSJvhV4r0WOCW9tJIrG6sJDEhkKHasqZKsNwXBGCvI7mvzutvEOveHplktfmjVgQDGCGOfpzXp+kftL+JdV0uw0mTSbazubKdZILm0thExwerbfvH3oA/Lv446hqGq/GrxhqmraV9gurjxRqElzYhNv2aRrmQtHjttJK47Yrlq+qP+Crfwi8HfD74/T+LvDlkbebxZaWetXEMLjyd9zAJJXA65aQknnqTXyvQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBoeEtIj1/xRp2hSK7Le30UBEZwx3uF49+a/Z/4R+F/B37Jfw8svhf4V006fax2yLfrAxWSWZ1UySu38TkgZJ7AAYAAH5zf8Etvgd8M/jf+0npFj8R575LfSNZsr+c2pUqlnEZZZ2KEZZyY4Y05AzLyDxj9d/2q/i3+y58YdMksfh78N7vQtat7pxJrWoXvmyX0Q4Qvu4HGORyMdaAPneXxxrvw48WJq3hnU5mghuPNi2nG4bWXJHTo7A+oJrX+E/whvfjV4luNV0y5sYJry4LRWc10sIGT0G4+nGKZceGtG8R+DPsGmXdq2rabD++iWUEzocnK+pGOR6V6l+y5+zaPFXhK48f3Pi/TrKx0cCbV4pr3bNbR9pNmOQTkAjuKAOR+Ifga6+G633hO88R2/22OPF1bQXPmAYwcbh8vYZArwD+zv7J0eVmY+dJKXY7gdwH+Jyce9es/tWaz8Nrzx4Zfhnqt7cWr8STXu0FjjBI2np6E84rzDVZIoLX7SbZTGi/6p2wGGDzn1oAm8Ia3FMcrCI1CjcoY5LZGf5fqa/Zf/gi3qer+JP2dm1O5nLRJqhhj3cqoAOcfgRX4h6PfSw6kZFjIUsMRqpxX7mf8Ek77TfDX7HGjW2lIC73ks10Y2GVkYjqOvTFAHt37YmlxXWkeBfLyJT8RNKtZmjbaWtrpntblM9t0M7g/WvUL3KaYbZZGxlQEP3QCOw6AdePpXgf7V/xMs7Bvh3pOoSrFNqnxE08Qq4wSEZnz+a17Tc+JYvMNjOgZc9N3UZ4+lAHyn/wUk/bPl/Zz8NL4J8IODrWpWxCyZwYVJx+dfjz8ctf8T/FK6utX1u8uLu6cmeWZ3JIIbOec8AYNfXf/Ba7xRfv+1JdWAWYQ2WmwCPaoIAdd2eT1r4a0vVphriXlxAdgfBkUlnT/aIzz9CMUASfBrRhrfil4JZzHuRW3O4CA+4wenFe3eJ9d/Z91vRbXSvGUWsCfT4xuuLWdWEjnqijA2jjqa8P0nU38NeMFv7Qq8TkqVVQARu44/pXoPi34e+B9Q8JxeNG8XRafNKxWTR5InkkIH8QIG0D6kUAX4fiD+zjpIFlYfB03tqqk+ffXWZmx6lTitzR/hX+y18eJI9N8D+K7nwN4gkI+zQa2rTWVy54CrJGC0Xf5mJ7DHOR494G8L33iTxQNH8OLEVdtqvcssYwfQlgBXuPhb4G/CTwHf22qfFT4u6fb3KSIV0/S3W5ZOeS7odqgexJoA+Yf+Cq/wCx9r+n+M9Y8Ma94rgu9Y8B/BfTtft102QNbXUR1S7Eg3um8iO1KkAbfmAB4Ffm3X7hf8FK9E8AeKv2hPh94j+EXiWHWvDfxC+EmreELi4VTlp4UMgjYHo2STj3r8UPGMNvbeJru0tbBbZYJBE0CZwjqArdf9oE/jQBmUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9yf8EX/AA7YWWtePPiNfctb6NFaQDHKlpVc/nsAr7p0L4RXHxB00aiukkqcDdJCWA9cN0zXzv8A8G+vwA0z41/DT4p3uu6/Y6VBptxZraT6jdCOG5nILeUx5PTuAR6kZr6H+J/hZvAWrxvb/E2yutYi1GSB7bSfM22qxttBEhRQyt2Kk8UAbw/Yx8X6/dwt8HPCt54jupF2mLTrVh9jn/uysfkAGc5DHpzg8V6nonwV0f8AZq8NT2fxtknOtQ22zXvD5QoI423FGEg+Vg2N3B9iBznmvh1/wUL/AGnfhzHa6FpXxIaVoUCrb3UKSqUH8PIyPavdPih8UYv2gfDUVt8YNIQ6kdDnSaaKLytxVBIq9OCOcH60Afnf+0Jpfg638YrqPgG8eXSbyfKLcoBLGPQ44OBnke1ef60s0WmMlvNKPtEm/nocEkAjHp3/AMa6rxxpkFl40eysZbmWBJ28v7RHtYDdx3x+NU9aguJXkFxbInlttGxABjHcDigDkNB06/ZY7kQHaj/eZMAHuPyP6GvrX9hD9pzxn8ItRuJPEvi69ezhiLwaVDcFIFY4wGAwZPXnoTxXztpMEem2KvGiON2S3UMCe47VqeHpbu91czQlFKnayqSBjHtQB9PftJftveKvF3in4SeLJ4fs1po3iu6uhnf5RSK4jAIJ4HySscZJGPpX6Wab8aPB/iWzuPFOneJbVZorcTSaZNcKGLtEJAhZC2wnoRzjIr8dvEPhe61/S/C2kSxykLfiNYTyCJHUE/TC8jv6V6z40+Lni3wNqWpWjarOVlndlErFTggAAY7YAH4UAch/wUf/AGlNA/aS+IcnjrRtKOn3lvtsbzTpH+e2ljPRj/EMdGHGCp718s+G9RFtqjLbjfJuIQ9Tz3P5Guz8fvLqOs3es3cKy/aX3thiWPBHP+e1edaa7w6n5xeSLBO0K2CR0wSOen86AOmnvigt7yfTUyt3vZSfmYD6f5/SvUreytPjdc2fh7QNMS2mMYSKPfsTI4Z2Zzx6k9MV5NqjO97DJOUKyTLmUNxtxjPIzn/9de2+El0u58H/APCNfC7TJrnVb9PKvLzp5ceMFFx0B6k0AeQ/E/wDqXw31/8AsqDxFZ3UokMedMuQ65zjkrxzz0/rWz8Ev2fPiz8evFtp4O8HwSXN3dTCKNJLlYkU99zsQBxVXx38JdX8P6jI02v2F1LGwbzINTjdUIzkYBzkelM+HvxGvdB1H7LeXnmojfOzxBgQPqOn+NAH0z+1j+yhH+yr+z/8EviVrXiWLVU0v44W1vrGoWisba3W6gMBVHYDcoZApbpuJHNfjP8At2/C2b4LftifEf4YzRbP7J8W3kUf+0hlLKw9iCCPY1+pnxE+MPi79qf4XeK/gRfSSLp2peGHj0WzDfu7a7t9s9tIgHC7ZYYjx0GR3r83/wDgpT4nb4m/HTSPjhO6tdeNvBGk6jqRXvdpALaYn3LwE/jQB89UUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+jf8AwSc13UfCH7IfiHWrByRJ8QJDcw5wJY0tbMAHH+9J+Rr9GfD/AMMf2VPHnh2y+Lmva5qEdrPbI81jaENMZcAGIeh3EqMAknGOtfk5/wAEjtX8RarJ488J6h4juB4fsNGjvRphb9z9rklEYlx/e2Bh9DX0tpPxG8XeBZm0vRtRuPs8N4lzbKhJAdTlTj2x+goA+qfid4F+Anw+8e2XiSz8K6xlfKYeHrvWbVpY3OGQSNuHUYJTqARmvXfF3xyj+M/hE/FK98EWGif8I0Al5aadOhk1OKUbC8gChV2hcEL0yTk54+HtD/bB8Vafpv8AwjfjfTotb0yRiZI76M+apY5ZlkGGJJ/vZA7CtTV/2n7GDwvqGj+CUuoo9atxBdW8z52oCxA3Dk/ePNAHP/tMWHh/w54vs9a8DeJYdTtLwB1YLtaJiuWR19QwxnPPWuDfxBc3FyYpJgwd+NjZycdvXrWfqlxqWs3lvptlp81zcTv5UMMKFmZyeAAOpyeg61+hn7Ev/BBvxd4w8PWXxZ/ac1C40eOaIS6b4SiXFywIyrz5OIs/3Tk+oFAHxh4e+GvizxCiXlno8xgKEhYs5cDPPavoH9n/APZH17UbcTX0En2me6SFEkAIQd/UcEEZr9A/Dv8AwTu0DRYY9Nk0+0SCyQygs8bSk5bAKqAuFG3kjkjPWpPE+ieEvgCIrrxHb29tEq+dJMrKAgJ5kfPI7fN3oA+atT/ZhuLTWjHbaUZLHwvY2815fMh5uJmZ8Z9kAPtXmf7Xnwc1bw7rsd1Cs81tf2cV1ZTKhZGVwAyk46gmvu9/27P+CcUPw8ufhzd/tJ+GotV1BXWbY7tHvZNm13VSoGPlyTjFee/DHTNB+P3w9vPh7LcW15/ZjkafcRssrBAPkKSLkFGXowOD+FAH5WeLtIv7F5LS7sJMq2GV0KkDj3964mbRIIpWnjD7WOR5gw36k1+m3xA/4J0614t0W91jw/arJeQyMpgAOQfmA4PpX55fHL4deLfgv8RrrwT410W5s7qOXMaXCbfMU4+7nqvJNAHIXEUdzq1nBdSskLHa7KMjpkn8q9+0jwnK/wAKdSi+DSzTMY1iutTuB5ZG48jAPyqACST2Un2rwqGCTxRqdjoeiWTy3W4IsUUJLMemFHXOa+odf0m3+Hvwu0v4K2erfYfEH2lb3Wr0qHVZmiZVt22nOxEcr7Mznr1APmW4s7xLx9MtXluSp2mRTkFvbjJqXSvh54unufJtvC87tIwxuiYf0r6Y1Q2Hwj+AtvL8L9FsLnxTeSSHxJra2W5rPBASGIvkhSMnd3Jry34M/Br4z/tDeJZ4YPiRbaOkMZkN1q2o7FnYtgRRphmdupwBjt3FAHun7CH7LV6PHdprXxDtY7VbiNoLO1YDJeRSm4/99cCvxe/a5+Gfi7w3rieMtWmtv7LfWdR0TTYFlYzQmzuGDo6lQFH7wEYJ69q/dr9mz4B/G/4PfEDSp/Efiia7toLmOQOsChHCsOQevv2Nfjr/AMFX9mjfGbxV4PskCWdp8bvGslnEBjbC81kyD8NzUAfJdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfXn/AARy8ZaPpXx91rwDqk9s8viTQHWx027SbZfyW+6d498QPl4hWZ9x4+THev0t1H4beENA8PQ+Jrb4KukV0uFa8Zp7cn0EisQOvRgpr8Tf2cvih8QPg78aND8c/C6+gttcSaSzs5ri3SVVF1E9rICrgjmOZxntnPav128SfHX43/APVL7wxYeLtlsZWiuLVGWaJsHGMMCCOtAFPxx4YsH0y7I+GNvaARnkQkFD6jPSvFdL03VZZ2httPkdllKFVUk+uMCvUfGf7Vf7QnxO0FPD0+ovPa7du1bCJXcHjBYLuPHevMBqHijS2fSNSa4gjMoleJv7+MZ/KgD6h/4JC/DLRfHP7bnhyXxhpomi0+7aSO3mTgSqpK5B9+a/eO3hlMgjaQpzliRng1+FX/BIPxavhb9p6DXr2XetoyzlWPOwnDN+vNftn8WPj18Gvgv8M734t/EnxpZ6ZoNnafaJ7y4nAJGMhUHV3J4CgEknAoAwv2o/jb8Mf2XPg/rHxZ8aXdtFbWkGyES/K91O3CRj+9k84HYE9q/n/wD20v25vH37UHjyfV9Q1KWLRo5CLawWVtpQMSNy55Pt2rrv+Cmf/BRnx9+338TjPZRXWk+CNFmdfDGgM5yVPBuZ8HBlcduQq4UdMt816LHZabesuqaaL1wAsEEq/KHOME4Pb0PFAGZNrE9zImURd4yjKMHb7Cvob/gnf+2ZrX7MPx70ga7rt0PDd/KLXUYXmJWLecK+OwB4P1rxb4xWWr6X8V/hJBaaVp403Xr+W01KOBduAjK2MqOu1nwMc5qj8QvBL+H7mWTTbj7RZvKwtZ3BDHB5VlzkHoaAP6UPh5qWleJ7W28Y6FPDNa6naR3EMyEYZXGQfxFebf8ABQj9gT4Xfts/B6SC4sY9P8W6VE0nh7WYo8OXAz5MhH3kY8c8jNeBf8EMf2mV+Ln7NNr8M/FF6z6v4RUWY3yljLCpIU4P+yU/Wvu7UdVWGMtbvt3R8A9O47/nQB/OLqWmeKvgv8QrrSLhZrDWtDvHgnwNrI6Ng4/KvT/Cup6H4i8OHx/4o8Tv5W7F0kSb52fPTBIA+pNekf8ABUvwPo17+15rfifw/bLGbt0a5WMAbpMAM2Pwr5z0Y+ItA1WSzhsGmtzIDNayHEbjI4wP59fQ0AdJ8RvjRda/PDoXw9h1S30+JNu2VsNMx7tsPI9Fyaw9Em8Y2mpxTaza3Uag/KpjZAPfoMV6R8Jvi0nhHxKbrT/hNolrMybbaR7VppI39jKzHBz1r1DxL478X/Fa1fTPFXhuyQLsDxrCqTRP14YDO0jHPcGgDsf2df2j/iN4E0Ozg1CxW80wzKENxHvCZIztbtX40f8ABVXxKmtftY+KrRLgN/xVGo3zpnlWuGjJz9fLFfqDrngrWfAvhxI9YvdWsba+uV8uOG/eJM5UhgucFgD9DjmvyM/4KB6zaa1+2B44mstQW6jh1doTMrgguqgP04BDbgR2IIoA8aooooAKKKKACiiigAooooAKKKKACiiigB0M01vMlxbytHJGwZHRsFSOQQR0Nfc//BNP4ieI/jHo2ueB/F2vXGsapo1wl7bHVNQWSaW3kyrAeZJ5ku1lGcAhQy5I3AV8LV7b/wAE8vj1F+zx+1j4W8YarZW1xo2o30WleIorlioFhPLGJXVhyrptWRT0ygB4JoA/UfXoh4L8L27wtFa3VwC0ot5fmRB2JwCPpXnGtajp+v6VcXEcUk1yZAu5ucjvya634ieI/wC3dRays/CS2cpb94ftTyhunTP4j8a6bwD4U8N+G7cCx8HR65fviR4prd2RW/iUAdcepFAHnf7M/wAT734O/F6w8YfaBstHMV5CFzmFxg/XHWtr9rn48fE/4063FoWteML2/wBItHzplmLhvJjXPBCZwDg981xHj3WLCL4oX13DYwQq9zumihyFjU5+QDpxxVvSo4/F3ifTvDyajBapdTCI3dx8qLyuCx7Dk5P+zQBe0D9nD4h6npOn3dh4XeW31CNjb3SYYPjggkH5T7HFdb4i/Zt8OeGdCg8KTzwya3KPOvGtXDi3JHCFhncfUDpXpninwVefCvwFH8NrjxKZidSxey2MrNGzbV2yKRjKlSCp7jJ7iuSsLrS/DnxOg8LeFxNe2t1sDKXy6sw5ZicgYJ5oA8w0j4BeJta8b+DjdxO8eg6/cXcomYdEtmwB9Sy/XIrh/iX4M8SaLq39o6tp1xb2c8xXypoiu09M7SOvvX0T4m1rUNN8O/27pV0xkW6vYxKrAkRCaxQEHvzIf1rw/U4PHXxP8QLbz3V1ebDiCPO9nPoFH+eKAOy/4Jq/tPy/sgftHafqniSaRPDmpXccGpyA4WNS2BJ9Bnn2r9yPEvjXR4/BjeK7bVYZ7OS1E9pcxShlkRlypX14Nfz6+Jvh1q2iy22n63tjjllMbM8eGj57g8//AKq+nfgr8W/jd4O+D5+GeofES7fSVi2WVtI28wp/dVuy9eOwoAsftO+J7Px38YtQ1WMmeX7QQG3cdc44rltP0jRzfPdXen4MhAZSOh7803R9HvbbWX1PUiZJJWLYY84z1rf1650PQ2iupApWZT5ibh8rdPzoAwvGWgeGYrPzY9U+yXI+aJsZx9cVz3g/9p3xH8NfEdrH4ie11a3tWxHJJEofb/dLYyV9jn1HNM8U640erb3iV4XBOxuce2eorGvPCeiTavbaheW32nTrjBYqfmXOcqfcEUAdv8Uf2l4/jT4ti1vUXX7FpVkZUhA+SJUTcf8A0H9K/GD4o+JovGnxM8ReMYDlNW127vEJ9JZncf8AoVfpb+2PDpHwG/ZX8VfEXT9UmsJNaZdF8OlV+eW4l+Z8eywpJk9BuUdxX5a0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFT6bqN1pOoQ6nZMFmgkDxllBAIORwagooA/Vj/gmf8AtKfDD9o74ZX3h34qaoLLxN4MghaMEMWvrQnaGGDlmjIAz3UjPIyfpD4m/tlfCvwF4GvPDPwd0S4uNYv4Ggm1a9sIoWhBGDs2ZY/ia/Db4Y/ErxZ8IfG9h8QfBF6kGpadIXgaWIOhypUhlPDDBPBr9OvgP8bvgr+1r4PHinwBZR2PiGzti+ueEbicNNCwyDLEeskRIJB6qCAeaAOes2mutaV7990t9KSzuOpPpmlmu7jSNU/s26cxy20gMLsByQcjg8HmtTxlpE8wh1CKHy5LaYKyY5U/4YruPi38M2vPhr4a8Y21k4vbm3C3cqrwWJJXnA+bbjI57HPOAAep/AL9rT/hJPDF/wDDj4xxi/uINKk/sXU5YsyoVXIjDEZK+i5wOwFeJQ/Fa/8ADraodBy+q6put0nU5MaMfmK+hI4/GuYvU1fwVrEUF1cbHjQNHKOhDD/CqcE/g7UvEsNv4uubyDT5F/ez6XEGlRiRk7WdQfpuH1oA+gPhF8NPiFrfw71CLXNDv5Hay82wSSE/vle5gBMY/i5T9K6H4Ga1onwO8f6fb6BBLaeK5rwmV5srLYRCNunAwxbHv7ivO/iBNpvw7+HsC/CX4u6pq2gX8Fqb6z1W3FnOX8qKZ4zCJZAyI8m3cGILKSBV74T6XoUnjbT/AIq/Ff4rQW1iqqsbFmuLp0wQAFHJx05PFAHJfGnVnvddu7/Wb+ee4mvnkuWlJLSMxLE5z1z3rqvgh8RtElRtM1W7AfzP3EchzxjHf61xf7S2s+HpPH8+keE2L2ayEQTP1kyfvfrXIeN9Bv8AwnpuleJNJlkEpgWSb5uBkZ4oA+g/H/jq0s7jNnKiCM4fPG7ocCuC8W+M/tuoWd49w0kQkJZN3GSMVi/Bnxfp/i/xPZ6b4uj8xJ7iNG3OQUywGRz+hrV/a4+GepfBz4n3WjRWzRWyzI0alsgRsAVII4IwaAO88PfDVfiGYh4dvbaUyL8iSTqjL7EHvXvH7OP7Ed1ZXsmvfFbxDYweHraF7jUbdbhXZ0Ubjg8hDgfeNfJ/gDxBYQWrXmrRmYIY47e3WZkyzAHf8pBPXFQ/8FJf2zT+yL+y8vwU8F+I7j/hPfiFZ77iA380h0fSnHLlWfCSSfwcZA+buDQB8Xf8Fbv21vDX7XH7RA8P/CLRrrSvh14DFxpfhLT7tkMk7mT/AEi+faOGmMcYA3EBIU+6Swr5UpZJHlkaWVyzMSWZjkk+tJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFaPh3xf4s8IXaX/AIT8Uajpc8dxHPHNp17JA6yx52SAoQQy5OD1GTjrWdRQB7t8A/28Pil8OfGUdz8V9b1XxnoFzcxNqtnqeovLdKikgm3mkJMb7Wbg5Vjt3A7Rj7+k/bs+HH7T+j6ZffC7Rhp+kaHZpFb6Ej7pLPIyfO7tISDl+c8dq/Iuuh+GPxV8efBzxTH40+HOuLYajHE0azPZwzqVbqDHMjo34g0AfpNresnxhex6b9nxtfahkPzKCf5DtW540+BOveGPE1rD9nWbT44Irma7QYjjjZQ+XY4C9wSem018H2n/AAUU/aePiK21/XPEulX/AJM6PJbt4cs4ElAI+U+REmM+oxW5+0d/wUt+OH7QvhSPwlc3h0SydSl7Z6Y21J4wfkQt94gc8E0AfYGt+INJ8S6VJqWk6eI7KO4EFrCLoT4jiggi371VQ+8xmXOBxLg8g1mWsF1Jp7apZWczLG21EySB6fQV8HfDz9q74t/DfSrLw3ousK2mWt8J5baaPcZlxhoix6KfbBz37V9+/smftFfA74pfDrWvFsHjOw8NmwdIL6w8T6hbwTSMVDboF8wmRcnGQM5H3aAMW3sfEXiLxXb2l5A4mllVFDA5X0/p+Vew/tO+ELX4e+E4PCV9AI9SFnbuION8cYjbG/vufKnB5AC1tfCXxd8IrD4hW3ieXXvD2oXNkRNYRf2rAyTuBlWb5+nQ47muA/aK+J3w3vPibcTfEr4v6FY6jqbfapZdW1mKPzNxOWBZsYHTjpjFAGP8OPh5qVz4ZPiaxnWK5trgbVZsblJPT8hX2L8af2aPiN+1p+y34Z+OHg3QZ9T1bTbAaR4jggjy8nkkhJx/wAxqc4BKnGelfF+jf8FCP+Cf3w30CJ9b+IGv6/PFMYpNL8L+H5DKMDlzJdeTFsOMZR2POcYrxb9qz/guP+0x8W/Bc/wJ/Z2u7j4ZfDmWBobrSdKug99qWW5ee6Cq4yBjy49q4JB3daAPXPiB+2B8FP2Oor1NdksvFnjWwjMOn+FbO4EkEF0rOC15KhIVUbAMSneSjKdnBr86/jD8X/iD8ePiNqnxU+J/iCXUtZ1e5aa7uJOACTwiqOFQDgKOAAAK5qSSSWRpZXLMxJZmOSSe5pKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
What disease is/are shown on the left of brain?
Brain Edema
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"
How many kinds of abnormalities are there in this image?
1
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"
How much damage will be caused to the body taking such an image?
None
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Which is the kidney in this image?
Symmetrical to the bottom spine
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What organ is the gray part on the left of the image?
Liver
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Does the stomach appear in the image?
No
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Does the picture contain spleen?
Yes
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FJx8p7j6V4YP2RfBPw40PVNK8E/syeCbjTn3edBeaFaOXc4HJdNxAxj04oA/EWux8B/s+fG74m6pBo/gj4Xa3fTXAzEy2DpGRxzvYBR1Hev2P+Bnhn4S6DPP4Z1T9kXwlarIhFtc6PpUNncWzYydo24kIOT1ArpNBbwP4R8aLbppmrWAuGOyaYCTAzwDtPA65GOxoA8P/AGAf2WdZ/Zd+FUnhP4vw29xda28smpafAhZUVlI2FwP7o5+n4V5v8Fv2T3/Zo+K3jO18LapLc6H4qtxJols1q+61ixPs3dd4AkIXODwM5PNfZfxG8NeN7nXrbVYvFsKaNcQgWTbQjK7HsOEGc9z271wfi/QNS8HTyz6ndacunac5N1ercLIqbiCjFgcHk4wucZNAH4/fF7W9W0j4s3Gs2sM1lcW9wfLie08nZtY8YzyCcn6HFfpx+wP438SeDf2UbH4hfG+TyoN08sEXk4lmIyVAQDOCNtJ8Rv2QfhD+0t8UdE8bHwu18NMtXMkdvII7EliJAz45dvUZPfNbfx0/Yy+I3xS8NW/hzw/8VJNIsUjdU02yQQqcHCgYwcfNyaAPzf8A2vfiL4b/AGkf2uNU1jwTbzWmm6pqENrZRYLfvCqoSEHQl+MV6r4b/wCCclv4A0WXWfjL4qsreKaMOslwBGI4+OeSefp16V9MfBH/AIJyfBP4KabZ6z4+8Jx63r1netcQ6iVYKj5+QqOhIIyMng89s15D+0poPi745fG6+1H4u6Fqml/Dzw5ZKLO2jc+ZqUkXIG0E5B9SMDPrQB6J4p8e/Bv9jj9m7wvomv8AiybUrjWpi2hySxFvIhJDNtA6RgEdem6tzT/FUXi/Tba4+G+qW10t1p7T2QEivEf4ngc9+m4Z6MOBXwZ40T43/tpfEyXVdH8OzR6TpNq0FnLdKYLDR7CLODLKQEjwOWPXjvivXf2cvjR+zV+zdocXhPV/jnPfarHJMJb3R9FnlsLaUs3O5lBlHbegYMCCOKAPvr9m3wB8V/jr4Yltb67gubqe2eXTra2ULJKY+CsYbguPTB3DI71+bn/BRT9ia+/Z08RN8VtBNpb+G/EGsyWsWkLG6TadehC8sQUrtMPBZDkEBtm35Nx/XL9iPw5pH7Uf7IfiXXv2d/iGuo+O/DLxa/4bv9CutjP5DZu41QgMGACuIyMnDDFTf8FLv2YrD/goZ+whp37Q+m+HINL1/XY5NP1+zigVIrPxfZRl45lIXEa3SHDYGQJ5fUUAfz10VJdWt1Y3Ulle20kM0MhSaGVCrIwOCpB5BB4INR0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUqRvK4jjQsxOAqjJJoA9n/YZ/Zqb9or4x2y+ItNlm8JeH54bvxUYXw8sJY+XbLgg7pmUpkHKrvbqoB/YDwB4StvDjz6toccEd3qaDbawf6iOEcLEkZxsUAgADptrwX9hD9m658H/DbQdJ1BLfSdc2w6j4pFhbR2rXN2wLxQ4QbSYYmRCMEb/MOOcn6o8DWl34y1tZ5xnyp3WGQkRbmHYYA69+xJHFAHVfCnw3pdnbYkMlvcTy7p4mPyknkup6HI+U5x1rt7O6it7h47uwWMxyq5US7VIDHBH5frin2um6beW50i8jityiFpUkiBCrnGdw4zzj04NQTrd2NkheOC5tN6BYivzAlSSRtwV6dc/WgCeeO11PR1vxqMVvKVL+YkxjkkRex6Z6A8/wBao3oiF1dWMs0sQhXdGJASrkAdRz8gPHB6mpZV0nVIIBFbFrcRBYzJCflyTw2D1PHbuKrCKWONvMiMkLxNEI5QI2XBbJU9GB5444FAHkv7QKXEE6w6vZwPJOyy27g4aUFckDHTA3A/X3rywWcdrGs1lGwaU+Y5QFnWRsjjI+UqPTsa9n/aK0a71LTra81LTpnQlUlVAGkhCscMMAsvB5B9BXhkK/Y4G1mzupkUHDNz8ynay5XH3txAJx0oA5j9snwrf3n7NN38TtAsZLnVNEsJrm0jt1LsXVTlGTG48FSe2Bwa8V/4JjfEb4xfHLQri2+I99qCaVpvmpba4bWRIpuFCx71+UsGJBwOh55BNfXunG91DQZ7JZont7uF8xyISIlYjOecYIJ6AVxS6boHgOYWOq+JYtPsdQZdtnpsBjURRj+LBCjglj3yeelAHy1/wUW+Dfxy+Hep23jbwxqGr3WnXV+RFqOkzKWtpCMxksMFlyDxxiviL4hXWs+I7hfGeraJNbT3E7wahLKWPnXSgFnJYZBYMOMnkHFfo3+1R/wUs1r9kn4jT/B2w+A9l4k0X7PBd6Lrt9rZWK9ieMMSkaxttKszIQWyCpOACK4rwB8eP2SP2/fFNh4T8T/AOLw1r8E8l/d6dFKJbbUeu4o6qpBAIJBUHB4yAcAHFeDfA198Kf8AgjD428c3drLBP8QvFen2kLDzFY28V1HJk/wlG8kYP+1iviqv3Y+IeifCXxn+zdc/ssal4LgOkXGjLbWFrbRFBbqT+7dDtyjg4ZScjcoz0r4p+HX/AASy+GvwU+Pen6x+0Bq7+JvB1vfMx0yYNZpcBQSsc8kb7iORwhTJHoSKAPJP+Ce//BK74yftxajb+Lr9rjwx4AW7aK48TzWRdrxkP7yK0Q4EjDBUyEhFOfvMpSv2p/Z7/Yy/Ze/Y7+HY8I/s5eADZXE6iDUvEl6qyX186n789xjLYYk7BhF3Haqjivpmw+N/wDn/AGZPAUdtpGhaPp9xo6W3h7w34V01IINItYhsjRY4k/drjoMAenv51B4T0jW9eaC2unFksq/aIkQK0pLqNvYAMSDnP60Aclpfhrxl8UddaytreWaOFgJbiHhH6YYYA3ZI69MZr1zQP2ftRsLLzNTgMNwyhWliIAUjBEm0Ejd+vNdv/wAJf8Ovgz4JjTT7aBLwhAbeAHKRLjbjPUc4J56mvEPHf7bmr6HaalrNnFJbQxWm6F55QX8rJ+Y7iNvGRnnPtmgD0PxV8DJNNsBCL1g7pk5dNznPykDjnnGevGa8p8e/B640edb1y8kZcqsEqkgAcYOM7ietdV8BfC37QX7V/wAKrv49eG9SNlpVsHbSQ8pInRQCZQFBUnIPY8kAVL8HvjPo3x/0O88N3tylpq2hzmK+jM/7xZVJAOG56Z4PA44zQB4b4g+Fel6rrxvLqNLPUIoTF9oWAqysCGw237uBjkdh7HPmXxe+D3j3xNJLp+mXMlxJZw+fbzW/7tLqPONpL9Dn1OTj8K+otb8H3o8Qz6bdiS3kRSY55YPMLhecuR1B44qHS9CeGOS1NqDNcfM8kzApCw6uMcKMnvk56daAPizxRrHxr174dr8GrrQdPuTNiKHXo5yGRQejbsYK8A4AJOaoaf8As9Inw2k+GT3cU+paneRxXd+6yZCFhwmVxgAnHOSa9P8Aj98GPGuh+JReQ2I1qMiS4QoTbyhNykyE5wf4uTz+dafw08JarqK2viO/0RreSFhKYBL5pOMBfnPQcHj/AAoA6jRfhpovw/8ACdn4b0CwgtltY1HkxqGO3H35GznOc+g5rGv9KNnM0itcXLg+WzxliF3Dg8qMdAeuPrxXX6jqx1zeLOwgBLLu8xCsXByzuTjdjJqhql1ENTlmW23sNpUz5wA2BuAxx16UAclrGm20kX28bJXwggaQgICTggA8se/48Vy2qeEfDXiC7Ftq+krfbwqSQRxbvMGQDz0A4P413WpKLJXksIRDGCSrO7HOBztU85ODzWHqVnZ6RpwGnGZtwCeb93qck7j06n3OaAPzW/4LQfGfWdC+L0P7KvgGGPRPCWkaPZ3Wq6bYRrGNQvnBk3SlT86INgVDwHVmOSFK/DtfVX/BXPTtQk/aPtfFF1ZmOO80gQK2c73ikYsc9T/rFrxz9mL9mH4kftUfEaDwL4EtPJto5I21rXLiJjbaZAzY8yQjqxw21B8zkHHAYgA+4v8Ag3r+PHxQ/ZZ+IVx8dtDv5X8PWfiWC2u9P6JK7RATc/7UTKh54BB9K/cz4h/CjwjD8BfjDp/wudLzwL490C38d+AJY/misru2kVru3BHCyg/KUHKqoUnOa/Ov4G/sZfCH4A/B+P4T+AZrq6s7STz7i7u5BvvLlgokuHwoxnavHQKoA4ArSk+Nnxw+CGvWPg/w544nHhTWoHF9obMWgG7EU21SSQWG1jjGcDigD8jf+ClHwV1b4W/tMat4v/sY2uj+OZpNc0lg+QZJWzdR/wCzsuDJhecIyeuB8/V+kP8AwWJ+Cmo+Kvh/a/EzS7m2ij8FXjtdQT3Cq8trfNCoKk/eKzRjCjtKx7CvzeoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr6M/4JmfA2P4rftAweMtd0P7bo3g8xXkySOBFJfOxFnE/ION6PLjoRblT1wfnOv14/wCCQv7JfinUPhx4D+EejaUb3V/iFqMPiCfyY9yxLMqfZg0mMCNbdUkYH7pkkINAH074G+EPifxH4I1BPBmh4S0XF3cuS0YkYMSynHBO7qOBXY/CP4f6l8PNAS3uLlrn9wWlFxIzFXwCScD5jnj6CvuXXLH4O/An9l34nfBz4V6nbXV74LsbHTNVvLxEZZtWvCBLtc8lgpxszlBxXyILPVbQQ6dJDHErBSVIUxOPU568YoAfCmnaqkV2sKvLGpRVWXBGc/Lg4bGeQDzzx6VDHeQxXCx6lp9wZC/7tBujVeijCjjBIJ47cVI0VvcwGPUNKgIJKuYQS27r8vTIPboeMVDetJdolxHd+cJQW35JETK3TBJYAdPx60AWG06NbeCK3BjgaVWnePJZtpBDHn5egXBH48U1pIr8zo8AZI5SjG3OyRiQMFVJx0BzgjdzVBdNlfyNQ0m8YTEFrtLtyfMJyTjJ5HtnirG5H2XNncJHqBBykU2STvVtxXByCMggnAHSgDB8V6Tdav4cvNIvJ5maTdLvZNsi/wARXrwQcc/mK+cr+11azlKXNz53lgxfOiq4I+ZgVwd+QAOSPUGvrC+bUmvxbtAxeTzUBTJikjJyCGH3cjgDOOK8S+KPw0uNOuB4n0YBbRrhUjkSTJd2HLHLdCeBx/DQBw3hG8dNTj+yXESLLbnau3IgGMKozyBgEjPGa+T/APgoh4w8Yafo8vifTdVuWjt5pIZIICQxV1ZcfKemWYEkdxjpX1D4uuNN8LWH9tX928UUUuxWurwxxoSOGG7HYYx0HSvyl/bJ8faJ4++Pep2unTahbWNlfPbzfaL43EfmBsNKiDhc98E5xx7gHI2/iD4o/FxovAAtLrW55JVOnQNlmtWJHKknCqQcHJA5B7V+h/8AwQu/4J62GgftNx/tDftG6ssVt4Vs7hdE0DTlMzXN9Mj25M0hARUjSSQ7VLEsVORtw3jH7Hv7GHijUrZvijqHjrR9QlNvCmnyaNMJykKnGGIXGWXvyfk6nmv05+CXhm18AeE7Kw07T4bKGIlZAgKKWZQSQxCgsSQeh6cUAdn8UvhHoV/8SZNY0CyjWEWubj96ANm/qQpz24zivLfil4fsteWDwlewGS4Ny5kIU7UQ4wSFJA7kNXt3hm5PnX2vavYRXyx8C3WNkllGMlGxwecHDA44OK534ffDfxdJqepeIfF/ja2sLbWLq4Npp1jb5lSI9Ed2xx0xjHIPFAHA/DDxxF4Y1jT/AA1L591GjiEQfZmQ7TtHUYB2nHWvrz4fr4d8MeHxbiCGJJGaWW8Y/Nu4+QEnGdvP3QR2rxeH4J6ddWoh0m1kiEW8+eh/1q5yzZUbiRzzz703xn4ovvB/gtBceIZcxKGEht1JeNcg57N0wDjt3oA3/i740j8RX8v9kLLBbxgwBpckDO3BCg7Scd8gD1HSvlr9tjWbvwH4X0bRm1XM2vGSCe2iXfIVGMM+enYDk/pTPib+13rCXzaN4Gsre5eSMJp8dqzM4zwzhtowcDgdiegFaf7K/wDwT0/aR/bW+IKDXA1rZxSLJJqN/JuaNCw3NuzgYAHCnqKAP1l/4IoWs0H/AATn8Jw3rxuim6RUAZ1CK5GDn73THHXHFfjZ8dfjnrvwM/bv8V+N/CepXbaevie6hurLJjQnzWIXg47E5OfTFfvx8FPgbafs2fswWvwe8AzPINE0WaO3kdSu6QKxyqnOMn+fev5w/wBoJlm+J2v6dqekO9zea9drDJJA58xhMTznO488Z/WgD9IrP9oPwp8a/A1h4v8ADF7ahBZBHs4pgZS3VncjJPccHk1meAfiBb+K7Ka7t4ZHMF48UEjrtMZX/ZbjGSCCRn0r4v8A2V/G3i3wT4zv/AmqGS0sobKKSC3nttrMCOqgYwuc8nueletHxv4ytfiBp0eg2c7abc3pi1GGOIjcdoHmGTIwM4GOR6c0AfRPj3QtD8TaAr3MC3VxbxsJLqQCMKcDIHPPORg4yRXG2NjdafbLpZ0+dbeDakRS3DM4UfxYbhfrUmg+FNd1/wAX3i6nqd3YWdtYFbG3VAsbBiNz4JxhcnnjrTPEtjdaJrlzYrdGaZpCTdLNhihUcAcE8dSSBnNAEs9pYW0rxWRWJGiyH2qpIPJXg5xg9TiqXk2TL9ntmkV3BJkZwcqRnIP4r+VLYCZlSK5laN5rkZVyCypkc9OuB0FSYsoJjdK6KyxAmJ2MfBwgwBxkHHX9aAKcekWV2Lia1t7kzRtu3SHJ4OMgE89SPbiud8S6ZpttZE3sjqgbe8EuAEbPHBJI9+K8g/ba/wCCjfw5/Ynt49N1EtrHiK9tvOttAtJQnmK/V5GxmMZXr1NfHnw+/wCC2fjXxt8UrDTfFHwNsns9U1VIVisr1pZrdZCFBUsoDkehA4oA9A/b7/ZM0z9oxE1638VXGly6ZcfurieASoUYhWVUG0tkYxgjnFdx8HP2bfin8KvhZpvwe+FPhvQbDw5cKJbyS6hc3l5M6/PPcSgjdI20eyqoVQFUKPfNZtfh9quqad/aEhWSOQFLXVp0RZZBkgKp2njg+nAqjq/xh+HegeKLnw38Stf/ALImIBtYb+JokuFBA3RSfdP4UAcj8NtT/aHXxXqOja7cafpkMt2YLOC2DSxGFAPnDYDEsB+GK7Dxva6xcTR/2soF3YSrMrpGSZN67W57DofWuS+I/wAefDfw9utJtPBemyawL+5aO3u7ON52t2B3SCQg5AAOQe4rJ+Gn7TGn/tBeLfGej6JPPDa6FZxRWEsbPibIYO2PaTavPp3oAxv24fg6vxg+Dt74cvtTW2XWtImgSeQtsguLcLcwO5UE7N8SggAnDGvxtu4Y7e6lt4buOdI5GVZ4gwSQA4DLuAbB6jIB9QK/eTUbKbXPAsEHiLSrm1urYw3ghlTDTxZyWAIHyuoPPSvxC+Onw8T4S/GfxX8MoDctBoPiC7srSS7UCSWCOVlikbAAyyBWyBg7uKAOUooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPRv2Ufg0fjx8d/Dnw5TVrCA3epxPNb3yyn7TbxkyzquyN1yIY5Dh9oOOtf0hf8EVbXQPD938T/wBrHWtGjttP8E+HjBphu2Hli4nB8tY3GOBHF5RyMASjmvwg/wCCSPwyufGXx+1nxmbI+T4c8MTeTfCcR/Z7u6dLaMA5BLNE9zjGeFPtX9AP/BPBfAFn+yP4p+C+tu9ode8XWq3mWxC0ccG/aTwMb4xnp19qAOv+KvhxPgZ+xb4P8G+IoJ7/AFj4meLr3xl4hvJpw24lF8rLL90GKS2xz1RvoPFROLdTJYtPD5wCmJ/3kPHOGByRkZG4Z+ld1+0t8YtE+OXxKstY8LCXTfDmg6LBomiQrKqxLFCCWYIQSVZjgeqqo7VwDRajpk/2pz50bqRtiUNtO7OPmHTOeevbNACWt5Naxn7JDGqFg80EpMqFxzkDAO0Y6jpn3qOKGeO3F3ia1idcloHDROQw/i6qQGParmkSaodMlk0y3gkN2zwxfaCpZEwCSOmCcD1zt96qPPfpcmDUomWVU8tYggVmPHXA5PX8BzQBYtIrzVri4S4jj8uEyNEJpY967eQVBHIPfGOAabJps0DzJcKcBCwbJdGkAGFZuwAGfUCopI11AwSNFDIhKxR3DDyxg8Nj5gD1JJ9PrSRI+niLExuYV3gp5hYlsYQMRwRtLevSgCSK6lvLTy7jUJY7VrZWM5AZM8kZxyB7jrVHUtF03UraXTr7yhavEros7Jkg7gOSu0DoBzzVpZ3toopRZPloGVwzBogWUZGAOnP4dadDYrJK9zYzWiiYj5YioUADIyCS3B7H1oA+Ov24P+CXusftDWFzrHwl+LTaZJJGrCyuLuR4CFYHOEP4dD+lfBH7QP8AwTC+L/gHXbKPRpYr2e6VBqAAbaJOjyq2OQTyVPIz+A/b61h2Iy6daRTxpJt3z/KoywAymclTyQF6475rkPFPw20vVds0um287YdU4ClDg7iQw3EDB7DgnrigD4W/4Jgfsh618D9B1nxH4i1K2u5NSmiaSOWRoocRlgq8juWbOR6elfaOjWSap4kGkaFGmyYmRXidjFEyDaFBdcYyO/c1iX3hXSbGZrfS5bfdLEqzWZXy0O3IDKVbHYZ6g/jXXfBBFuNV1G/tzM8sKJBJewOyxqPvMxjJG4cY4Ixg9c0AdpY2Gn6DZmX+07iO7BRpfMjVzG2NpByOhPPHb0q7c+GItVvrVNe1S4hMs3mwy20ZLF15J5HHbkAEd6rPZ3ep3Rv9SuklZ5EYXDbWZzkEFQeR1xtJP5V0fhnM95LBaXVpI7f6xZZtjnPLfe6AEY5PrQBqW09r5tvaxWpNxH8rQwxvlT6k/wAO4jOTjOfSvKf2jviJ4budV8P/AA8v7qVZdZuP9OWzV3mhhBAfOAcMc8DPPWu28V/ESO6uri00izgWeKJYmjtmG2UgFurfxdTjGK8d8QTaL4euh8TdZ0kXniC2hfyrOK7Es0m87QPlHyjA6gE5Bwe1AGn8Hv2VfCQ+KcfgzwdpMd74j1XUT/Z7yW5nkjtw2PlB4DYJJYgDOeuK/Xn9lz9nXw/+z18PoNBgghl1aVd2p34ALu552bsZIH9a/Nj/AIJE/G1r/wDbN1S4+JOhR6OhtTZ6Ykrs+2Zkxne/LZzgMcfewK/XLEcXQAbj0HGT/jQASxpNE0MgyrqQw9jX86X/AAUA8ETeAv2w/FfhmTSreO1sPFTz/wCpDAoJAyv0BBIycdCa/oujLsgMiBT6A5r8KP8AgrFpNl4k/wCCg3jq60q4mlEVvDEYVQ+V52DkufvEdRgZ6cdqAPmn49eP/iVqXj3RfiRDHpF5GuntFqTWaG3upoFXguMkemDz06V7X+yH8eLLxgg0TT7SLUZPtHl3bsCzQkEMASVyQuPvepP0rK+LelyfD79nTTbO68PaZHbWV5bzajOkflulqW+dWLc5IJIHU4+leh/Bq0+Gnie70bxD8OEtTfWRTzWglUR3UTYyjIvUjHBPfpQB714kv4rHSRFawl485E0geNZNxyzBzy2On8hXCfFPVZdF8PW3iS/slntTNHDeX0r5eOI4HCggABupJ4xXpFpI4s59a8RahBFGIzKJHlEhJA3Ki7gMehHGPSuA+IenadqvgG4bxNaRPaahCYreOMt5gZt3lknO1TnGAOhoA5+11KK4hKyI8jTPvFu0g2AM2eABnoP19qnhkvZ7iDS4YGiW4XcbiQIdo3bhjDcAcde5rjfhj4mu/Dav4B8R3CW97YxMBeTwjZcRjaFO8n7wBAx65yKv+PfGMfgvwj9usJEW4UssLvIZVkmfHzYHTnHJ/CgD8x/+C7vwT1fQ/jDo3xoi1FJ7DWEOmRwmTdIs8WXIA7j5s5yeuK+L/hM/jnQPiTY3XgqxR9ZtJ91rFIRkOCD8v+1/jXvf/BR79qT4i/Ff4/X/AIF1mwtIbDwFdvaWKSozkSBkWSZgerFz2GQMeleJeFL7xDpllf8Ajq81MeVY38ZdIGUyeazccZBVTgZ6Zx9aAPTf2sf2qv2kfFniOw8L/Ezx5BLc6dFE6vZACW1BH+qZkbDHGCeMmu2/4J2/tUfFzxT+01ovwv8Aih4gXxP4c8Q21zbvp/iKMXUVn5VvJNHJBvyYyGh2kAgMGbIJwRwfwY/Zd8b/ALZ+p3nibwbp6WcNpd7td1S+mKQqnUlScgN1+XPfivur9i7/AIJGR+FPinp+qaZrIv8AWIbSQrdxQtixWQEMyerFGYDOOGJ70Ad14F+JXjbXLu81j4cfDKybRtOml8me2sdpkjjIX5IwME89znnpW54f1aDwT4ytb/4hfB280K78RyQ273hsvIjbMgIDKBtySc8+3FfePws/Z28HfAXwNb6P4dsdv2ThxKgkeSTqXZmyB9Pej4u/DrRvij4RvfD+r6cHMKm7tGkt8ss0fzIcgYX5loA9m/b++B/w++KXw18Y6X4J8Hraa78FrHT0kNnAu6+0SezV2VuP+WeJXz2EDdd3H8v/APwVd8BHwl+1U/iUXaSr4n0CzvtqEfu2hU2TDgdza7j7ua/rE8bazZeIfEXi34rajdWieFvF37OSteqkigz3SvdEqT/Ewin2AZzxjHFfy6/8FiPCsuia54C1SexMRlt9UtY3dhuZIpYJAMDoM3DH6saAPi6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/RH/giv4FvbT4feJfiHb3qtHq/iqCwltXcABbG2M278Ter1/ucV9/8AgjxlqmnS3Ph2+1a9tWmH7qF3DRyfIdzZHDN82M9e1fJX/BJf4aNpP7HGla5YX8pbxJq+pX8sO8ACRZhZhRkcZW1H4mvrrwtaW+q+Mv7D1jQraAWECmFpjh5BtGDnOVA5+vFAHq3hTQ7jQfB9pp8cVvdQujPFFJHsJHYbieDj9QasTx6izx23l/ZndiojMhVNnO4Z7ntz3YnPFMha7eG2tLW5k8ojLRBEOGAJxuJzyMYyDyeauYs4dPD30CvCjGNo4yHMjEHAUn5cA/yNAFKPTpoZJYYUZA8ZnDzTMUSTA6EYwOAo9Aua5vX/ABFrOn3C6HZac6QljK0jqzAKOgUt0ZiegJ+7XS21rZ2TObe+XKPue1I8xuOibMgcZHfjB9adqJMFk32y2RLgpmYHDFMc7jkd8kAA/wAqAM7TrqwNpbaoYYrdmG2FWVsCQsNjMg79cmkk0+yS4ns7fV4pZjKwjhQABgB93j5s5PX1JHQUaZot5baybxtMaX5lt7ZSSTGDz1GMeo571vLpFtoF99vs3jkmnkB2zwkBWI4OR2yMjnHXrQBQsPDVxIkNtqK26pK7m4YuxITI+6gO0DJ65/hFMvkt21eeLThGltbTlbRJVUYfGG+de+ORmnaj4l1WTS5bGGdbeN5SnzsrRmJhyFXbk88Ee9VZFlutQW3sb1JmmkDJaedtk+U8gjGGUehBAzQBbvrW5njkt3DIgQiOXcNm7dwmMljwG6dxWYYLy4RrIabZFI2Vg8Tu5kGed5bBwD2x3q9Kb6C/llWF5I422zzNIAAcZAGRnqc5wO4qC30+C4kkvbQybd+7ZG6kSndnHLDy8Aj60AZ2rWa3FuLfULVCjOwjLwiHAyxGVGSufpyAMk1x3gTxlHoPxQ1TwhqaKRqcML2f2n91k4ZdgwdoGSDyPz6V6HPDfqZ2kuvNgZQTbXco2K4zygYguR68D2NeD/FOTwI3xOXxadz6npyxbrW3BJkUE/OIxgBR16FRg0Ae+jRJ01OP7HPFb7YykAwsj7WUZ2g/dGTyevGcc1R1/wAZ6H4fs4rHRWS41K5ISKIswO45BZ8gEgYyBjHT3Fc7oviLwd/wjkviEap/o1tAtxJ9oZVLOBubcDjBC9ge3WuU+FU3ij9pP4o3Wj/CLRbvVL+6uRZaVaWStG15hS7srMRiJIwWZ+gGaAPS/BHws+N3xh8Xj4cfBPww2s+J76Np7m6uswWtnbjObmWbopPCqCASSAATgH0D4d/8EK9P8G/2j8XP2qv2or2z1u51BHm0rwy73U8AJBiHnO64Ylm4EZUAjDHt+jv7Mf7PPhX9mD4Nab8O/DdnHPewWUb61qMaYk1G8CDfISRnBbIVT91cD1J5r4m+AfB/jjX5NTh0y4kvjeKt8ZmURFQpAO7BCA9SRg8DpQB86eCv2Qf2apPs9v4N+MPjbTdTtf3EUvi+yt7p3J2gOdioyqT0+bjIJzXrEvxI/a7/AGXtDu5fiV4StvGnh7TRlNV0EtJOkagBUeM/OvG0kkEZPWqFxpxWxOianrNrcRvHCGvYnYnKA7SHjztJZR6dcmuWk+KvxN8N+N5NY8H+PoznLyaeVYibC/Mdpz5hHORwMLnrQB5D+0b/AMF/vDvhDwpf6P4P8GyW2spE+9mf57ZRgb8N3BPcdq+E/C3xWsfjHpNz8Yzqgju/EmoT3OptIcyzuGXC5P3Vz7ZxX21/wV+/4JSaR+1H8Cz+2P8AAnwla6Z49sNDe68U6HpsZEOswbQ8jrGOPOAGSMfOpJzuA3flH4Htrr4cfCmU63d3Z1Gw1i4lg+zQqy2Ya3UrlVODhgxIPTgc0Aelf8FAZ/FGs/s7WGmaII9N0w6wra21xKW87apKgDPK+p6dK47/AIJ/eIvCPgvxPFqWq/FdrHUbyPZY2EjFbW5CspCNwQpIJ25PNcd4Y+Ev7YP7Z9is3hPwrfnSbeMJDd3UghglIHOC38ROWYDpXfN/wS//AGzdHhh1Wx8D2sr2akeXa3QEke1Ru2kkDjGQB1H1oA+2vgZ8UdJ+M9tqnhV7+5FzaGUjznYM6n7oXjJ/3sD8q9Ot7lfEvhuHwrqMEEIhuEVmKBJElHOQSOwxg4+hr8sb79oD4+fstfF+x8TeOvDGp6RrVon2f7PrMciw3MOMLCwQEbTzlg3y8V97fslftb+A/wBrTwf/AMJb4a1ZdM1q2kb+2dFV8SW7DgBc/MwYc5AxnFAHOah8ItO8V6l4p0DUn1WRdOnZbG71RvnaR8sCgPJKk/eweo9K8l1T4YfHPwl4ctfD2r6bJqNolwDdRzIQ9xFw+WPJDKT1JBOK+zLhbiK3Ex023YyqFluHuBkxDHyYGcP2wT1rwjxb8YPCw+PGjfCbW9XW7vNWkl8rTYUUpF5Y+dnZuhAPfOaAPyj/AGq/2L9f079pq8+IWl2k0/hPxFqDXN9NGodrGTeGkib5gQdwGCfXvXRfCj9j/wCCfxH8A6gng5khjuNRLO2o3qgSsoYBAADtCknHJ6mvtb/gpD/wTa8eftB+ER4i/Z71XVI7xULS28E3liZQx3J8mEcdh0ryH9k/9h/xH8H/AAPeeHNd8A6/q+tculpFI2yeaNQBGM5UZY4J9MntQBp/sSfsv6h4Qktf2b/hbO5h1DUBe+JtZkhZlC4OETJG5RjG41+nnwX+FHhz4RKLDwaI45Nu+6u7kkvNIcq4LHJGew7cV5N+xB+zv4n+EdpNr/xIaxGrX7KjWVtP5i2KhAVjZzj5hk59cV9CWt5c2s8l5Np0UwtwCs1u2WBA77ePfvQBLp0N9qpkWTTolw4T99KGLYbOcZz6fgauWWh28lx5d/dS7LglTGsoCo+OeBgEdOuabp9xaPFHDcZQ3Mn71pH2l8DAyec445xmtOwvbW2AhgMaoV2bxCp2cAZBAJOcUAfI3iH4i+MIo9b+HJ1y/ezS/eOS0S6YIEycgZ7ZUHjAr8pv+C2Mn2uTwBeR6bcQJ/aWuoPPJJOE00fhyD3NfsJ4o/Z18d3vgPX/ANqSPR7+bQZNeawZfNwThmBmA67N5C7umeOtflj/AMFsfD1rD8GPDOrzwRx3dp4ze2EasSQklq7E5PXPlIT9KAPzZoqSZbVY4jbzSM5jJnV4woRtx4UgncNu05IHJIxxkx0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH7f/wDBJb4Jx+Ov2ePhF8LfCt3HBqGuaZGFN1OPlmu7+eXzNvUqPM/AV+h37RP7IXgX4efD0/FrwLe29y/h3xJJ4b8Wt5Lgl1KYdev8WAc/3xjvXw1/wQT8XXmoaJ+znrbxqIFv4LBdxz9zUriz4z3JAPHav1H+MnhTxJ4M/Z+/aS8Ia7fiQ3fxEtvEGnmIYZLW8msGVO46wSdupNAHyJHftcmGWGVoodgjZZ8hSTkqBxwx75HSo5Lq4Mk8lu5gjhUriSP92zA8kk5BAPHFJaaVqHnBbaVLcSFWD3TKrL8oPOPlbOMA9eabawGBpHmcSjzOZLTIRVBBK/OSME+nPFAD7i602GEXOpLEsbrsXymKFgeXZgcgZz1ycCqWh3kesLJamNHEE5fblGUgLgBgMBe/QHOKh1Szg1yGa1uohu88l1DfMFAwQe2ABz61LpGkto9hb2MUPnW7/NBcJCu0ZGWII5DDnnpQBoaXqMmnyyXt/as7Rkh0RtgYkEKAp6juTxnHWqdzdK8stxdW0SAWpEVzIXkbGSowQRyc5wCQMDk0l61wumTQTaMjIy7jGxVy+VPDtn5T7D1FMtjdPBjYY4owu5FYmNmUEY3KpG0Y7e1AFm0uraK8+yLaxBpUEcbeWfmU8ZLHOM4GOCOais57W4laKwiiZPLZtqptkDsAG5A4wCTwc5q1dPYWT2/7i2g5LRwnqDt4xu++TjIGeCaitZIY7Py54jBsOzyiucAhvvEHPPZB70APgF6YTDe28DKkZD293EoLcZVzg884HqQaqXF/9oxpUOkpCXiHnIIAvBGBjtnIx2I6mrMt3aX9lEl1BcbJEK7PN2qU6AYHKjtgk849K19Ct7sam+k2Us1vE0a7ZbmEOhBPzLuPUHg849qAOdtfDWszaehtbO4n/f8Alz3t08gReRkR7twZsHuOvSm+IP2W/Adx4gbxb4nn8m4vomiFpbSCNnU43bz6dTj9K9R1HxB4a+HlvZ2skazPdOiGSaICKMEqcZPygc56Z44PauR/aXt9Sk1bTYtIto7iOcCSJkmXD5blQFUEYHfBzjvQB83/ALe3wY0n4A/CvQfil4GmeOzfUhZX8N3+7ikgaMhWILELgr6fNu7V7f8A8Ek/D+mfDfxl4d+MOrXTWs1jbSTCG7jZWY3Knf8AMoxt2FQB1IPTFYP/AAUg+Huta3+wFbeHNYtoluk8T6M0cCXZHBuAmAxGW+ViCMnrX0R+y98Dde0n9mdPG1hoDx2s7yxpf3luzL5UfyKkQC7wMjAJPUY7UAe9fGz9vS8Bbw5oOnyWEUrhJGgcPNIhAzjjIz0GMHnvXQfBLW/Gnxb8ISarpvhW9Onh8JNLEilUQZ2A/L5rbucckHgnNfI+gaBJ4r8f2+i6XqJgkkuEtbaO8fYykt8y7ypIwMfxD+lfqLomiaT4c0m30HQrCO1s7SIR29vEuFRR0H/1+poA82Pw60w6JPqEPh68hLxgTxnTgrkKoPyopAzldu7r+Yrh7TwM4eex0+wu47ghpnScEHG0kld3IGOcdfc19F1wn7RU2j6J8KdV8VX8LK9gsciyw4Dkl1j25yOCGweeh4oAzPhHoPiXTGeHTdTkMB/elpsPDklRgBXyflHGeRgV+Hn/AAVa/ZI1r9nn9urxP8J/AelzWHg3xpeWusaPhA2PtzpHLFCjZG2OUTIDzgADiv27/Zh+ID+NNM1DT5EkVbKZWjj8vaEDf3iOpP5cGviP/gtjoWja/wDtl/s/6JYPbnWdSujDMjkb/s0d5HMpGBu+8kgzkDr70AY1loejfAvwHonw88C2klpaaXawwGNwqiY7PvsABtzz82BkmuTj+PHjKLXb/TLixj8i0lkRsyHBkA+7kYJbHcHnArq/jd488M6b8QrPw34r8NyNATGZrhl2uj5OHGT8wUAY6jOa4Tx38MrK98QXnjnRL+7udGuLqGKK58lgBcuwURsoBc49Qu3n8aANL9r/APZx8Oftj/BG08Ea7of2PWpDFPpt5Kqs6HcC3zZJcHoRzj61R+GX7OP7KH7HHg7SPBVx8PdOn1NLUJqWr3gDzXsrDLgliTtUnGBwOK9R8VfE/S/hJ4D0/wATeKtcgZZNYtrF7d4QiI8j4EfzD268ZyK8w/a1kl1TxhpUdrJPavJaZ8uAFopM4wRKRlQTxx04oA6rxX8DtJ+Imgy6r8KvHEui3Ub5toPONzCen7pt2AEPQgdM9q+GP2ydP+Kvhz4wwS/E3wCNC1SLyTo+p6ZOqQ3rFgDmUc7schO/Svobwf8AETxD4Pv5rDSfEKWPzieSF5nJfjkhl5ycdSMZ65xXsvxK+Evhz9sn9m+40nxZZWyXUduZNP1Fk+eOZCxTbxk4I64/OgD52/Y//bE8X+IvHM/wYu/GWnySWexobO7jXErlsFATjJHp719SeNvCv7RfhrQ5vHXgP4dWEl5ERMLFHEj3IGd+wBVG5hgAc4r8dv2gB8Y/B/xUsvBehWS6b4m8IXyv/a9lGok1HaciXgEgkAE8c47V+nn/AATk/wCCskPjTTY/g5+0vpUmja7Y2Z26rMHEF5EvXaVHD8gnvmgCl8IfiF4w1/466y/j/wCG0/gVPGVlHqlt4XluJJJbW5gfyJBIWGMvtDhRkYNfQV54e1i3toGs7WZncFriWSE4XOQAQVx0z39K6z46aDqGp+IPCHxf8PvA8J02SJ4J4N0kocBo33MvGOOM5O6s6Xx1rGoQBdQvB5BdkMHlouDn5iGAyOPqKAMC9t0025RLh2kWIqHMuSqt/CoPcng4pvi7WZIdHu9Vv7aa7McJci2cooIOQOeMfyNaGpW8erySF42cSRA4DfKgHA64BNcZ8abe4s/hlfXdpqQTES7FEDcjIyBigD6H8T+ENQg8A6x8C7oRp4ds/wBm77bJoqOfMj1UyyubjYpBJLx5z3ZSO+K/nI/4LkeK5U8KeBPCtra+Xbajr+p3khKAEm2gtY4zwMnP2mXk+lf0tftM33h/wZ4X+Kf7Vg1aOaCf4PQaNocyx5SRppLsxfNkcNPcRA+gI9K/lQ/4LO/EceJv2ktE+HlvesU8J+EreO9td2VivbqSS6dgf9qCS06Ej5R3zQB8g0VLaWpu5TEs0UeInfdNIFB2qWxk9zjAHckDvUVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUsk8/2OK0dk8tXaRAAuQWwpyRz/AADg9OoHPMVFAH6j/wDBE34o3l/8ERottrcf9peBvGDyWcG5t0FvOsdzC2OgzPFdEHjofSv6EP2xviR4O8V/sL678dvCs1uF8caHoyWsU7AgstyJGRj0LqjSqfePFfyxf8Eafiyng39pq8+F9/KgtfGmiyw2qSLwNQtQ1xA2QRyUW4jA7mYe1fql8Rv2jfiYv7PFn8FDrE8+j23ieG/jsrYFzBknnGeVz1HTJJoA9k0xYbqOG6bTWLzAeSZZCyxrgbeOgUnp261ZihtbqVPLgyyrmXKvskHIPB4GSMduFrmvhTqem3/hm2MkE6ySLvLMAscaZzkd+D/PiustY4dSj8izkSdFDDylYjjGMsxPbJ6elAGXfNbaZAhtp4kRo2YyJEytjI27s/e6njJ69qhiTUJZkhuLryo5FLF13KQDuJHJwBkdgOKv3c7xSr9lsDLtBaOFo/lO0MAdx4xzVe6kk03T3vLpI5I1VB9nQgg5AZhkZJzkdeMUANS6JtRukVrUTHKLNtIYg4dSeN361OunQ3DyjT4Xi2Ayt55AMRbHIIORx6DPpVG11qymsvKAkDj77w/6oqV+7yRk5J59q1dVgXdHbaZfify41YySjylJKE8AHOBgcn0oAILeRpxL5oTESKtwsTuz/LwQGBbH0yT3qtGsga3t7WwaaXBxcyqA/OcgA9D15PpUMY2agif24VKrueMRIEbAJxvJHAAHbNOtVkut0rarNdQsVVIbZlVWz91flzjGO/GBk9aAHzW09zaQ2MNqIXlQkrJtwWGTtwoyTnHUAcV6J8MNAj0uxW612xSKKGMny2YndjklhuHqOAeeOK88KzOiTPHL5EM25LcyuxBLdMjjbwOgPX0r1Lwzrh0rwmt3pVpGViTy3klKnYcnLYODnIxwOPwoA84+K8x1r4nW914hll0y0tpkaGS5AUSABj8oXJ24Cjn1FbP7S2vT2p0+28OwXVpLJbr5t1uwCmP7vy7c57Yz361578Q9C8Q/ET4tgvEZvPu/MkhExDLHwqdeAegyMDFezfEj4VN4w8RaEylPKtbYLcLcOMSsuCdpLDI4Ppn3oA8v/a4D+HP2VdA07xjqEL2uta/Dev8AKPMjtLZWnZlDsQcFVzgdTmvvj/gkX418NfGX/gmv8N9dtbqO+trrSbqG5Ryu5WW7nBVwpO1sYPrhge4r81f2+vFPh3xx4q0j4Z6bqymSTdZadbwKrRiJRvuHJHHKhVwFIxjivNPhp+0v+3H+wj+0h4q8Z/s5WcEPw68QafEx0F7qM2VvIiqqMkMmQsgwyllUcNQB+ovxp/4J8+Nrbxhc+JvhZfLNbSOZ4Vacq8T7i23aAc+gI9uleqfBzxr+1v4d0a20Dxz8Kk1uODEEd612LWbAwAXLAhhjvtGeck15R8CP+C0/7PHjv4PWHjH4naZq2j62kCx6rZ2liJYGuABuMTh/ulugbBGcc9a+Z/2jP+Cyf7RvxZ1q/wDBXwO0pfCOkSBhb38JJvJIwQdxl+9GfdAnGRk9wD9MvDvj/wCJ8n2yTxx8HJNNitI2k86y1qG5Ei8kBQQhJAHP+RXjnx68YeLvjsbXwda+DtSsNHtb4TXMEvD3TKTsL7ei452ZIycnOBj85fhd/wAFCP2x/g1o2o2Vv8VtXv11hGWT+1rcXCRyYOHhabcyEqeq4BwCQSBj0PQP+CpHjr/hFrfRPFmq22j63qkpgsRNy11IFHAQHqTnnK5zQB+hnwA0bSvhboc1prepR295fszO3ngquPugBjjAyeBn8K/L/wD4KSfFG3+KX/Be/wCHPg6zle8sPB1pplubqKFXWB5EupHVSSckNKCRjJzjHANeD/GP/goB+2jp+ran421XX4bS30yXyrRdPn/dkSEjYwJwSDyT14x714trmt+KPhX8b/Cnxfi+KMGs63rWtwa5eXt1K3mC5t5FkaNHB+ZTHvUKD7UAfoh+17oclt8Uf7RjJeSW1VJmiQhc72wxz2wexwMYIyKufse/Dz4xXvxE1bVtala08NwvDdaDF9oMkd3OqlJzsLEhR8vIUc12Hi7wlF8Ztc0f44eE/E6G21SwhuJ48rvlhYA8dFztY/yzXYT+CvCvhbwxb32lal/ZoeJwt2ZR50Rfhl4GBzuPB79aAPjv40ftP/Bv4s/tBfFb9k/4teKE0DXNRuLbSbHUbmNJLZJ4ikkckbqD5Uu7AyeSoxk4r1UahoNz4S0b4b/GDVdEj8S6GqWyPHqaqby1ydkrhgGBIx8uK/LH9ojw/rfwS+KHjvwn4+jt9fh8RXE2rWuv2UIkuN8jMgZnPIK4BAycete3f8EdfGev/tD/ABMnPxV8L3PjP/hH9MaxvJdQmaBrPeuIrgyBgHZccZ5JFAH1jqnwq1y0kj8Q3Ph5/Kc5gaWAsrrn5fnUYAwDjnnPNehfs56r41j8XwafrZMFvJAw+xzNnOBkFEOAMkt0HIrvPG3wf8cLZI/gW/m+zwRrC9jcahvdMDIO3BLYHUZ5zXjNlo/jfwf8TbG88a6JPHNJdFY5ET5W4IG3vjA9OKANb4g/smeCrv8AaoPxHm0S0T+0NN/0kS7V3sDjBUEYHB5x1Ir0qP4HfDe9szZRfD+y3rHiOWAKHQduR1Ptwa3/ABnbabda5o+oC2cifTwCZ496+Zj5mLtjHpwM1fiW4spXskt0LtKCiW8hjHJAxkA5z1znt0oA2rS6v/EOgp4N1HUt89o0TI5kwN4QDapA46DgmuF1iz8RWut+Rf6bK4tR80ayDcpPKnkhT0PPPaulaZIL19RVljYvkhj8ykZwctznn+fFaGrXekahaLpuoagk8qQJIYghDYJGG3Dnjpj86AMix1Kw1y3S5ksCFBCv5l0Tg+mVHHtjPSvJf2xPGEmg+AZNAs5EP2k7ntkmZhgADpwc5J7V65Zp4e0JrvVkVFMdvuaMozZbBxtA5yenAr53/bN8F/ErwFrM3iz4keF5tEF9Y/adMtZFO4QqcBXXsxPUEZG7BoA8e8Vfti/F74x+ArD4Ca3O9n4Z8PiKSe3nufkyclXkz/zzjZ2weBkk4r8Iv2kvi/cfHz49eLfjDMkscWv65Pc2NvOqh7a03bbaAheP3cKxx8Z+51PWv0m/4KQ/GWz+DX7LWvXVxPHH4p8fzSaNYIrKXaOaMfb5CrYLIlqVgJAJR7qM96/KOgAoopWd3OXYk4AyT2HAoASiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAJLWzu76Uw2VrJM6xvIyRIWIRFLu2B2VVLE9gCT0qOiigDT8F+Ltb8AeMdJ8eeGbhYdS0TU4L/T5WXcEnhkWSNiO+GUHFfuh8LfiJ4J+Nfwr8O/FTwjY2dzZ+JtHS90+13D/Rs5E1u2wfNLDOskbZOAUr8HK+9/+CLX7Vh0LxJd/sneKr1gutTyX/gudznybwR5uLQE52rLGm9RwPMjIwWloA/Ur4K6T8QNdnW+8IeF7rUraOEve6fpsJlaGMZ+ZlUZ28dcdfSu0TUoNatn/wBFcRlRH5UUYIGOSD0wMkD161e/4Ja/HyH9nr9qe30vxtex/wBjeNrU6XcXsrIq2E7OrQknPCmRdhzgKJCT0r6Y/wCCgX7J1ympT/tBfDHSI4YrZceMtEtYR+5bd8uopGnDIw5c9RjeRnzdgB8rxtYwxtLe3ixxOQi2sC/KqBTxjJA4WluI4pVcvYJKkiq5SEeW+3GMbf4iPc/hUMt9YXEENro8Ud55km2NGsypzjr2DZwfWktbC7t7tLkwxGRGUb52PP3egG3AGPp+dADYNO03RIJNLkvfsvCn96yzYwc/d4JP0Hei+cRxlo9RZ2wzp++JIYsAQQ3zDAB4+lWkElxZB7m1t5GEDsgEQdSpP3cDkHnrUFrp6XLRXF3b+WkUf7t4QUHfOAcAnk9j0oAnvrmzluJLe1UpI8n7xzESGYY+UnuCPUdu9NjslDC4uolSJIw4jikyMgMO4IHIP4U22vUu1tI7KMRRKuxbJHZmcknJP/fWcnJqexkjSe2aaBVKDlrePIVMEew3Z9evNAEOqR6j/ZaSwRSuzowd0faYVxkryAD36Y6+ldh4H8eaBeeGxp3iJXgcSBm8265VABgA7QBxnIx+PNckkM94ZkvRPc+W2XMrtJt6lcDjLZPQZHtxXkf7Xev33w28Lya2upz2kEUSu7i9Y7mAG4PntkcKAB05oA+gYG+EOjeJX13V9dg+Zf3IFwspzn0YkD1/EmvNv2xv2goviWmmfBH4Ta9cG61S5SO7fT5HFyYVYZC+WDgsCAOQSTXwZ4M+Jvx0+Mev2vhr4U+HZ7q4u2CyXk8SqikthdoBPYqMDJJYV+tP7B/7Bvhn9gbQIvi58XbT/hJ/jb4lsmn8IeErgPNJHNwI5ZlzhGVm4GR5ahzkuP3QB8u/FP8A4Jd/tj6L4t0X4j3ngi7ubqbR1bSvDlhKZbvTopDtjEirkmYlSSOGHQ9Djy+4+J3gPwH8W9Q+Evxiu3a50KCX+0/7QAaSORYW3LIRkcMOR1BHav13+LH7S8H7I/gSHQPGGtN4g+MPimHdqR0pFuDYySKSm1SNqIowEQjB27iCoCn8PP27/gN4b+F3jy2s/hpotunibxFdTyeM7m9vZJp0mdt+x2LHk7ssTyT+NAHtH7On7DPjr9r6LRfEPwt8O6hbaPIftq3WgpI0WPNBR5kyQgyHwM5PJwa9F+Ov7K/xQ+Anji40j4qeFb6O2kuCumaitg9rZXiryVjnZRuI3DK+/pUP/BD7/gqF4B/YF8O+PfgV+2bq+t2mgXGv2t/omvaJ4dk1DTtNleJo7pZZIA0+07LfAWN1BV8bc/N+qXiX4s/C79qL4eaB4r8MaB4e+J/wd8Y6bMZ76ygeWWGYKQhG4jyXySnzCOSKTILIwAIB+QOuXOl3Fl/Z1rbfvgQsEjTqwLYwQMDpyRnPtX3R/wAE6P8Aglh8J/Etpo37TP7RvgTVLzWtOv5JvDWga5bLFZIjImLpoCMyk5ITeduFzht2a9c/Zw/Yy/Yi+EfiiT4xfAf4R3t74jmunTQNJ8RatJMumeW7BnhDmQRLlSRNJvkGAAw3EH0f9pD9v79mz9knTJIfjV8QbR/EQXdD4O8NK1/qkpYbo1EK4KBhjEk3lRk/xCgD8xf+C2H7Efhr4XfFeLxf8JWTRPC2sQPLf6M+nyxwxXygtttw3EqtjcFjwqkkDpivzN0e/wDhb8S/jtafCjxH4qv7NfDo/tPTr6y0YJJPdLGzCADO1VZztJP949elfTP7ZX/BQL9ob9sX43eM9A+KnhjWNJne9/4o3TPPCweG9LO4pIdoBmmAwm/5QzliOuBz/wCwP8INF0/Vz4/+JV++rxeJFVN7LmW2VWIYtuAxuHp09aAPq3/gnf8AtE+FZ9Auv2f/AB34lk32N0f+EXnvVAJgYZ+zlmA+4crgDjivqX4t+Jl8IeCBp+m+GnvPJj+aN4nlABT5TgbR/eySMd6i+MP/AAQj+GXxN8Gab40+A3xdv9F17+zre5s5dWxcQSyfK42zRgPGhB/uyZAFXfFvwq+IF74F0/4e/H2wvNG8S6fAquluTJbXhRABcQTKAsmc5ZQ24E4YA8UAfBfx3+DvhXxxrV1rq6VZW+oXlmYLebyEd4IW42qgIA5APJrw/wDY1/Z0/aW+AuoxfGPTPFd7pWlX3ix9K8S6TbZ2XFlE24SSAck9wBwQa+5/if8ADrVfhrJBYaVctfBA5urq7jRW5GQQU9iODyK6/wDZfuIPFFtrfhTUtJguG+zJc25lAx3Bfbjk468n/AAnl+K3jjwpcwX2k6xbX1j5YeGUR+TucrztdhkHnkHvXaeG/iR8NfjPb22j+KJBBqsRUwF97dRn5W5QH/PFeJ+JL/xD8P8Ax+9nGLa5sllJns5I8RuhwuVGPl4GePX2r0D4HaP4a8X+Io9b0JbOP7KBJJbyM6MrbcY/u+hGO4oA7nxFdT/8Jymh/wBpAvaQttRZQPMJPULjC4A6ZzU1tHvuxeQXbh4juSR5MqhHXPHOemCK5Xw1qkPiLxVrvjaC7jX7ZcGK1k2KzLGnAKkYIBwTyOtbM32u0nDxlGRm82W4I3Ajpzt70ATa/rujaTIskkO6QDOBkrkjOOwwfTHaq66nqmvPFqnlIfJCLJ5ACgDkDjjdWdqTT/cuLcTbz+7nhQFsnvtz65o8W+IIfAXhmG8aYS3VxIsdrBDETLcSdAoTGVbJOccd6APXv2ddC0u/8S3vxS1i2ubrTPBuJobKCNV+26nIwS0t4wDh3LEbV4PmND/er58/4LK+L5fiL8dPCHwa1HWIRc+HvDK3PiNbW42xi/uX80QEkA+XGkayc/wSLk5zX1L8Xfip8K/2AP2WdDvvHpt9Q8QQWv8AaVhoVzMBJqeuOu4zzAAbYYXOAzA7AsePnjjNfzzf8Fhf+ChHiidNc+GsPiL7X49+IAln8dX24FtN06fDi2Crwkk6sBt48u2CqFxKpUA+Qf8Agor+0/b/ALS/x/uJfCmqyXHhLwzEdM8NHLql0A2Z77YWIDTy5YEBSYlgVhlK8EoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK19L8Maze2TS2nhe81A3dozWklpG7eSySqHYhVO7CgqR28xTnoCAZckzypGjKgEabV2xgEjJPJA+Y5J5OTjA6AAMpXR43KOpVlOCCMEGkoAKs6PrGreHtXtdf0HUp7K+sblLiyvLWUxywSowZJEYcqysAQRyCM1WooA/ar9jL9qXRP2t/gVD8QbPVLe1120RLTxpo1k/lmxve0yqct5NxgyIQSAd8eSUav1v/wCCb/7fdr8WdPs/2e/jfrMNv4osYhZ6Bqd+6+X4jtApVbafcOZ1B4bq/X5mLiT+TH9lL9p/xv8Asn/Fi2+JHhOBb6zlj+y+INCnmKQ6rZMQXgZgCUbgMkgBKOFOGGVP7DfCX4rfC34yfCTS/jd8HvEcupaDqNwEN1cykXuiXSfM9ldKpPlTJuXBztZSrqWRlYgH2r+1X8O7H9mL9p3VfhjFZR2/h/UrdtW8NXDFlFvbSH5ohzkrDJvTOc7QpJ5rjIdLtddt4otMvUlt3yxuInMjkAEqSc45IJ6ntms34p/tbeNfjh8K7D4YfHUQeJbnTd7+HfFttGDqFupCo8Usg5kVhwW6nALEkVwXhXWW0xo9P0e+mhTBAjmn3KEBzwCc560AepppljYxJPexGSSSAiGDzVVIiBwT39OefpVJrb5o/wC05ZZd8QAVR5iIAeTjIJPI6/8A1qoeGNY8R+L9dGheEPBs2r3cqMtpb2MG6UjIXgL7d+v4V3V38Gf2jNKtY9Q1D9mvx7IrW+4Q2Xhm4nVCcHAWOMsx+uBQBz8EEMMTpLb/AOtZt4C44GTz/dxtGQKm0+z0bQNFibUvtkj3O2MRwBEJABI5boMk1xuu/tB6BoHiK48GeKdD1TSNRtkaKTT9dsZLWaH72cowDDByMYyfWqmrfG/QtC0ltYi0y9Z7lhGl1BubzTnPAAJQEeuM4oA6u81DRrOCWa5dYYFYyyu0qLtTBILYPPOF4HJr5o/aNSP9oTxhZeFZtQaw8M27D7U5j2yXkowUjAPJTrnrXceMfifqGv6eZNWuWkiK5e0AwoUHq5BG3AHQ9PTmks4pb/w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What color is the spleen in the picture?
Gray
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Which is smaller in this image,liver or right kidney?
Right Kidney
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How many organs are there in this image?
6
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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 is part of the lymphatic system in this image?
Spleen
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Which organs/organ is part of the urinary system in this image?
Kidney
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Does the picture contain the organ which has the effect of discharging waste?
Yes
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Do any of the organs in the picture belong to the respiratory system?
No
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In what plane is this image scanned?
Transverse Plane
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Where is the colon in this image?
Upper Right
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Is this a study of the abdomen?
Yes
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Does the trachea exist in this picture?
No
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Does the picture contain bladder?
No
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Which is smaller in this image,liver or lung?
Lung