Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
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What is the function of the organ on the top of this image?
Gas delivery
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"
Which organs/organ in the picture belong to the digestive system?
Esophagus
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Does the picture contain the organ that could be used for absorbing nutrients?
No
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Does the picture contain the organ which has the effect of sensing light?
No
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Which type of modality is shown about this image, MRI, CT or X-Ray?
CT
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In what plane is this image scanned?
Transverse Plane
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Do the organs in the image exist in the chest?
No
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Where is the trachea in this image?
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Is this a study of the pelvic cavity?
No
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Does the picture contain spinal cord?
Yes
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Is there an esophagus in this image?
Yes
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What is the shape of esophagus about this patient?
Irregular
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What system does the organ located on the top of this image belong to?
Respiratory System
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Which organs/organ is part of the respiratory system in this image?
Trachea
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Does the picture contain the organ which has the effect of detoxicating?
No
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Do any of the organs in the picture belong to the lymphatic system?
No
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yMKeY8gUqfwIBKgngDivEdR/YA8BCV5rK31FIQ4RTJM+CWHDZCkkDn9KAPjuivsmT/gnx8OodJh1W51OZGORJbGV1bg4zhju54P0PStvw9+xh8K1jz4d8DpI8YJN5qdw0gYr1IjYnP0FAHxPo3h3xB4iuBaeH9Du76UnHl2ls0h/JQa3pPgd8YIVZpPhvrA243D7E2Rnpxivuvwh8FvG9/MmkeGhZxTK6rH5GnOrgcjYMZPTjPv0r0vxV8Cvid8MrGXTtS0uWC3ZEmmmJLO7Y43jbwOe+DQB+VureGPEugf8AId8PX1lk4H2u0ePn0+YCqNfojqura3phvLbVfDyz2/mq29bLzIdgPQ7VfJ78msTXfgh8BviGRHrnwzsI5pQ0hnsYTauRjj5kMeTz3/KgD4Jor3T42fsgy+FNNufE3w3u7i/t7d8zabIm+ZE/vKVHOPQ8n68HwugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiup+EegJq/i2HUL2yM1pYMJJlDY3Oc+WvXu+D9FNAG/8M/g1dXsNl4p8Q20cltdLvtLcyriQc4LZBB6E7evH4V7v4H8B6nq11Hpng3w1ZWuAMxW8AKHPAIBVcHnJIHXvVrw/pk1nPZJrGj2l3bStxAkLDZ8o/iUEDk45PrX1D+w54T8Py295Bp2mCYrcM6pGSwK/L65I7gcelAHnfh74U/ECS0i8Nto8Rcr+/R42ILk8DGDxjqeB0rz/AONv7D3gbxlq8+pWtodF1EoQ5tW2xSOOMFWAwenIzX6h/CX4cw+KNcu1jjhieGxkaGMKGfcMjBHlHHVjyO1bV1+yZ4P8c+EJ7fU7K2XW0kMayGJI3Y+5EY79xQB+FGt/sO/EexvJxpmpWktrB96eeRVwfoCePfisG7/ZK+K9tIIol0+diuVWG5LMR9Apr9Sfib+zboXh3Xz4X1LTZImWYFpHt1k3nOTwOT2/h9OKyLv9kiLUWEFnoq2yr8zOheAtjjBVY0bgZPWgD8vYf2bfibPcfZhaWqsPvebMUwB1PzKM49vSr9j+yf8AFPUrgixjs5bZWw15HMSnuR8uce5AHIr9Kb79ifw9Z3D395YRgwoN32hOQepPzjeT078knrWnoHwG8D6HZx3B0iUiHaPMa32oB2UZYbT1OaAPhX4WfseabpdudS8SaJPrl4sw8q32lIwO2VG7rnPOenatj9oL4UfEz4feGNM1hNKh07SL+TyXZ9irbk8gFsEICM47+1fdknhTwrAqzxxtb+QMMxZnPTpjGec8DHA746w+KPBmieP/AIeaj4X1qMzQmyfyi04Kg4wGCgAgjsRkf7RoA/Jd5dUt7iVbaXzf3p3sku/zGXuAM56DBIHWu4tdP16x0/RLbxPe3Eekatc/aHtxMxikkUYAYk7chTjA54rjfiNomo+DvHGq+G75pFls7ghdieYz5PBbcDtGOeQD7V72NTj8Z/sSaP4gGuRjUdA1IoCzlH8vdjA3hgPvDp/492AOx+KH7UMPw4+BB+H/AIMuvKvNSi8sFbny0jj5Bx8uTxjntn8a+XdLl1nyXvGv7mVZWYBLebbyRyCQV5wecZPriq3iXxvqGtFzdakJkX5dsqsCOTnBbH064qjZeINLs3+zzGGGJo9rN/Z4d8dMktg+vAz1+poA/TP/AIJC3Wmp8HNat7XXCl8dR5TzRII4wODuUFupPoOvWvoLU/GOg6/e3WiWmkW9+bNdt7eQ/KICc8bkRix9h+NfmJ+xR+01H8C/iWmv6bqEk2mTReTe2cO5fNyoALfvf4SemMV+i3gHwnJ45vbO38Javdu2sSLPLp0CODMz5PLKCXJzjC9P71AHDePrPwBZaReL4g8V3ltYyqJI7I2hWJCD1EowcnHQjnrzWJ+zp4l8cfB6313xb4A+BWgeKG1CMtZaprFmt1PZpnhgpkAXj3z6g19EfHT/AIJL/tTeIdHj8aah4Ak8M6XBHse48QsQszOxwGWRgRxk8DP1rQ/Zz/4Ji/EzwL4h0axm8eJqel6tcGLUrvSblDb2ccgx84k+UAEZyCOuKAMbVP29PBfxX+E2meAvGWj+JfBFi9z5HiLR9BVhby7YlBmZX4G59zbRuOOma9g/4Jp+B5v2UP2i/DX7Qum+KYfH3wo1YziXVLGHMuhySxMiym3UHJQkZKjzAoIx2rwHXfhl8WPB8WsL41+E19qWg6bqsto+q6dGJl+U48xkUYVCMEFdwAb1rV/Zn+JnjD4XfEkR/D7wpc3OhX1wq6lo/mN5cwbqQoUhSo7rg+oAoA/oW07UbDWNPg1bSr2K5tbqFZra4gcMksbAMrqw4IIIII6g0klpO10s8N60acGWJY1w59c4yOw+gHSvlL9kDxdoXgT4XeKviFoHxA1C00Xw/aNdX/ga9j8+OzfYZPMiYsWjVzvGxDjcCSCeD5l8Yv8AgtRYeGfENxZeA7Tw8+nbFWGeQT3E7OVG4ggouQcgDax6cHuAfoAqqihVGAOg9K+Of299Z+Jv7VPibXv2Nfhj49g8I+BdN8OG8+L3xEaHcumRMSy2auzKofy4y7BScg7SUCvXm3wd/wCCznw88R6vLbfHfxxc2GjzW7xgabp/kTbtv3vMQ7gPTYVYEglhwrd9pHhn4W/t4/sy+LPhn+yDLa6F4dlvvMN1fC5iW8vJkG6a43I7SsoQHaTxhOmFIAPzo+D3/BTj4LfsT/GNfg5/wS7/AGdJvGOj2dy1l4g8fePvEN3FJq8/CtPHbQtHFHGMtt3qWx1CMSK8j/bI8V+JPi34mv8A4nftYfHbVLzUbnzfsejwym5gtImZnS3iMpLRxLuIAbnjv1r6L8bf8EEP23vgTp994o+FN74Y8SvaWskixadeym4lbBJdEkRC8mSTsGcngHoT4b8G/wBl7RL34uW3hr4veK5bm/eVBq+r+K1ktIUmOSYYlz8wUYBY5GRxQB8sabrq/CPWdF1FfC9xf2mvOZ9Mt0Mo8wgbS6qiAkY4BHrwete9eH/i02nKul3Mdr4bSUYVTE6ySE+odCM/nn69f0V8W/8ABDPwT+0Drmk/FTV/GesW95a2sNnolzZeVLaQ2ydDGEXKxn7xPUn1pfij/wAEP/jlB4Za08J+OPDXipbeMC2iv4jbXjjGNu5kKEjrlnHf2oA+GPCvxV1fREub7WbqweOG2Z7a9FsSJQATgkNjPsPTpXwx+1r+1Z/wldjq3jXX5ohrUsz2OgRfZ1xZQ7v3knJ5Lcjk5z6V9YftvfDL47/sjeENV0P4i/DLUNEv4Ldgkd3YTSRTIc4ZJFOwg/3lzX5N/FP4vXHxGtIrK90eGOWCZmM6gq2T14z/ADoAwNS1RLuY3FzdrMzseVt05/FmO38qptcafuw9ujkcZERA/wDHXAJqnRQB6J+z745tvBfjSSGS5aO2vIijrJIAD6cgcH0xVf4oeI9PsvHl4dP/AH9rcYM4jbG4FskBvvfy5rhI5HicSxthlOQR2NTSXF1qd0guZmdmYKOOnbgD+lAH3D+wjfeBr7RY/EXhbzU1XSrpbmKW6mO5HU8EMQSOR61/Tv8A8Evf24PB/wC25+zpZjUJYF8U+H7aOy8S6TMyszFQFWcKfvI2OvZhz1Gf5av+CfHgTWNJmae50i4jlJG9TG5kwTkrtWJjgj3xX3j+zx8efjN+yj8Y7L4x/Bay1K31K1BjnjuoHltryE/eilH7sFCPX5hgEHIzQB++/wAW/wBkX4AfGrTW0/xn8PrLc2cXFpEsTjOc9Bg5z3FfJPxO/wCCC3wj1m/a/wDh34+u7GORiXtrpAuwf3UaMDIPPDD8a9c/Yy/4Kvfs6/tT6LY6N4m1eHwX4ydFS60DW7lEinmxybaYttkU9lYq/OMHGT9SUAfk146/4N9PEejQNcaJ4+mvQshO+zjSSRg3UBWQHt9OlcZ4X/4I+a7omoRWV5pLg7z9raSZyyp1DEEKi59vpX7MU14opCGkjVipypIzg0AfFf7HX/BKXwj8JfEUPxH8dzS3NzbqGstNZh5TMD1kzuyOBxjoa3P+CrH7Jvgj4i/AjUfi3pHhq1j13w9AjTzRjZ9ptd21kZR8rEFgQSM4GOwFfQfxZ+MD/C6e0I8OtqMM7BZxBcBXgzuwSD2OOPoa80+NPxE8CftM/sb/ABFiiu/sJttEuY5Hddxt7gR74SrYxkttXjkHP4gH4eeKP2GfF/xE0i58VfDrwuIILiTyn33LKkmfT5ce34Vo/BP/AIJs+MdHtZz8QdMj0weYEj1K7cuDk5AjLDHOcGv2K/Zo/ZC8EWf7J/hk+JdHe/1GOCO+gKxks0pPy7hjOCSCc5+WvFPjPrtkvjJ/CGsK8dujeS4QlLQyqdxdVADNzgZ5zjigD8nP2xP2e7P4OahqGivZX0MsEX7y58vy4ySMjBOBtPfmvyp+N/hJfCXxAvI7ZoDbXjm5tvs8gZVVicrx0wc8emK/bj/go14J8Y6l4h1C+stWhMkxUGNiMOMdO2BjnH+NflD+3T4JOgW+hatcwxx3Pnz286xNweFYEL270AfO9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVreB9WvNF8V2N5Y/fNyiYxnILDj/9VZNWdH1a90LUodW06RVngbdGzIGAOMdD/kduaAP0Ls9Et4tJ0zxU9kbuVbdEv40jAG4KMc5zyT+letfsh+LdL0DxvMx0mOCCa5IIQFShyDjluOT196+dP2M/Hdt8R/A0kkXhqxU6bKkWpG4utu8iMHcAxPy5A9eteyWeojwvBHf+FtIhikiudxtAoclt2FA2twBg9v50AfdPh74qXXgjU7fxZo2qw7ISQsU8TyCVSOVOOOen3u+a77wN+01pfjS4N/NrGmixlU74Y9kbQkemGLDnIzj8a/PvxL8W/iZ9iS4v9H0q5u0HyLNNIu0twGPy8cE8Drn8aw9L+I95pWrR2VrrNva6g0gkuZNODMWcfwAOyjGc8kfnQB9+/HLxp4E8WxKZbNrho4v3UsdqHnyvv1/POPxzXiF74v1vT90EdvdT2LqNn2xJVbPXgMCT26Y+oFM+GPjPUvFGmq1xepPCY8OTGjnPfcP+Anr6jnmupv8ATbO4XZd2izTtngWShY8ck85ycc8DgfhQBzc80viKLzbnLFIuTMzgD6hSAOmc5Bqm+jTW7yyabZwsLgAM+8JnpgAKCV5AyWbgdSea6WLQLiMGfS9RjiRThUkjQKD/AHVUKvPbJ9+KW5jvra1MxF7E2fuWUxWMjsPvDHTqdp60AcJDEjA2+qpaecWIChY5FQ98FUJH/j3TrWD8VNYvdB8L3Lx6pLPHtzmK+yRxx97BXHQDqP7vp2erpqcatcXFqrYyRIk/zopx97JIHoMA/XrXhf7TvivSLLw3cIXjn2ph3jtoyQxONpb7w64AyCfYZFAH56ftN3EN78R7y+t9VmLNLiRTfiUhs8jG88j61neAfF+q6P4G8QaTPfyvZzRxuyLcK4DcgMQM89uemTipvip4gn1fxEz2enRKhOFDQlVC9yWAUD1OCck9T0rf/Z/+G93431DUtK1m9ttN026tAJdYvLgCK3O4YIVjuLcZwv60AeTKii4+0oJCO4NqHIYjod3B+v8AKr/gnwn4t+IPjCy8D+ENHF3qWrXSxWdsLaMGRj0xuGFHc8gcV7d+0F+zf8DfBXwxuPH/AMMfijL4gu4NSgsri3mh+aWR1ZmeMBg2xQvUjvXH/swfF5fg34wi8RnRLY/Z72F7qSCHfcvblgsiI2WK4Vi3Tt16AgHLTtqvwb8bXvhTVZLaW50+9Ed2bYJIm9SNwDcjjGOK/qm/4IrR/s+aN/wTQ8Pfti/Dvw9Zan4ovbM29xqeoAz/AGW5Vlj8rd96MYK7iMEZxxkiv5Z/jb4Q8G2/xW1e68C+Mnv/AA7dXzT6dqV5ayrM0LtnDJgncuSOcZx2ziv1l/4IO/8ABQTXf+CY1pJ8KfHHjy2+IfwW8dWiarcaRbRoG0O7mGx22yMQHZUCvE20PgdCAQAfvd8T/hJ4U/bZ+Bnh6Dx1dS6f514t2kFjelUlmTerJkj5lIViOCQB9TXC+LLX9k39ivwWngPxpevb/aoTc3r2qtJMi5IBDsfkHXr2GeOtc1+yP/wUb+Dn7a3xY8RaZ8EdVGmS+FPChTwX4P1i2W3a+uXMm65KghV2qsMYiVjhZZGBwSV+NP2hf2XP20/ib8fLzW/FGk6/ZyXt6xv5meZrVQW4JJfaFOchRkHpx1IB9w/AT4jfsR3niG/+K/haK/k1SZBYLFqc8U32kOc/u40OOmPmYDhuM19MeBtE0HS9EjutG8EWmgtdLvmsre0jiKkk8NsABP8AjXwl8L/2ff2Pf2Lr3RPHfx7/AGmtLttS0iIOdF0crukkcYLTQwq8gVstwQud2Mjbivq/4XftyfspfGG4+weCvjRpJugm/wCyai7WchGcfKJwm/8A4CTQB8nf8FO/+CZ3xY8V67rf7TP7MHxOudMh/sS4m8X+Bl3Kl+I4yxktfLxuc4JaJz8xyVOdqV+SvhHxH4T1O7lvvEN9IbuKQo0dxL5VwQCOP4Qq5GMZya/pq0nWtH160GoaHq1tewFiontJ1kQkdRlSRX5jf8FJv+CB+s/G34xa9+0x+yt4qttP1TXpzd6x4Ukm+zefcsFEjwTtuUGQ7nKuUUMzYJyAAD85JpPBXibWbPw1pQRrnUJ0gRBBlndiAFxnH8XYDG7HrX9Af7EH7MOl/shfs2eH/grZzpcXdpG9zrN2gIE97M2+Qjk8LxGp4ysanAr4n/4Jjf8ABELxT8HPiHp37Qn7XeqpNqmjyrN4d8HW98lylrOjZSa5lQbGKEB1RGYEkbmwGRvuL9qH9sL4D/sheDG8X/GXxjDau65sNHt5Y2vb45x+6iZlyBzliQoxjOcAgHNfHsftW3Xx+8L6V8JIbiDw1cw7dQ1S2kXy7XDhnaZZCUY4HHyEkYVerV43+0t+3r/wivjnW/hZ4g+FEesQ2t1cWNrf3+iq0MrxcSuTIuF6qO+cAjIINfO/jD/g5A8W674yg0b4NfAzSI7SWcRsmuPNcSqO7Fo5Igo/4Dgep611cX/BWv8AZA/aO0W58C/tG/B2bT9Xs7pA2peGwZonll4LNgB0XLLlSz7uDxxgA+yv2Pf2pvh38fPhpZ2vha4srTWNJthFfeHbVkU7VX5TCCRlSMc8YIOQBgnlv2+fEH7QKeHtLn/Z78Fat4hjmcx3w0pHlEDLIQS0ajO5SCD0IK44wa+b7L4+fslfsOeIv+Fq/C7UbXxHNcJ5cGnRhrRyWjAKglFA+8w3MHOMYBxXyF8Mf+ClP7WHwb+LXjX4v/CfWjcQ+LNfudV17RtTjkn01bh3y+2ABRG2AoMiGNmxySCQQD7L/wCCmv7UI/Z8/wCCPviLxd+3r4f0hfEesWY0rw3o14yG6ubhwu1irbj5iqGZuvQbvvYr+Sm5W21PXp5JcWUMs7vtcZ8oEkgADGfQYxX6P/8ABbL4zfHT9tTxtp/xq+O/i1NSg020S006xtVaKCyDNkpFEqkR55y2fmPJya+M/GPwP1eH482PgKdPst3rtrb3VpZJKoaOKWMGNWK/xFcNjqM80AcWfhD4jutLTX7C2K6dIAUurkkZ+mB9Kp3vw9uLWzN4us2/BIKSo0ZJ9tw5r6o1P9nvW/B3hdNM1OaJWjYCUx2aySqmOM9TjjPBHXpWN4e+EXw7TTZNT8da5stGYmKOGyO84z945ZV+uV47dqAPlgaZKW8tQ5cLuZNnI+uT6dq0dI8P3k8kZ+SMh1Yh2Klu+cEEdD0xXu3iz4b/AAmkRJvD2uRtIWJVftCMVHbjHy9PfrXNR+C9NsbryriRmgfA3JKz5BPUHpnvg8fhQB9A/snfFyx0O0ttNuLfeUHl+Y0qqWweASRtOeMZFfXHhjx14a8bWq2Ol28n2hmAJDI23jGdpUr36Ac1+eXh7wZqQv420QQSW4YHy7iM70I+vykfjxmve/AvxLj8LJENUvtPilWJUcpcEuvpkcDOP59aAPr/AE6J/CtkbmytYru9Mg2W81tGqsvpuaPIAPQ4J9hXv37OX7Un7Ufwo2R6b8RrnTrdtpXTyCYF77NrMS31wOvSvgfTf2gp7m4OoaXeRukWAIl2bkX1wHBHPcg9cV0mhfHHxLqFoyQajqFtGx/dl4sRZP8Au9eueT3oA/YPwT/wVV8W6GkcXj+5gvXZBu220aY99oIJP49q9v8Ahv8At/8Ah74jRxf2ZZWQDg7pHnIK89WUnjjrgmvwc0TxTqmt6m95ZaneaveMv7yd7t1iUgcgIFHOeMe3vXsvwy8eeOPIjtV1a8R0AOJbgiIhTxxx7e1AH6ufGr9pP4bQ6zDfX9vppuMRlrl1ZyUHCrukzkg5PAFeCfFn9oHSfGWm2f7Onw70mGFNe1uG412WxkRUuCGARMDtk5PbIHpXyLqXxB8W3pI1e8eQRoPLV4mKg+g/eDnHtxzXdfsWeJNAvv2kdJuvGmqQWVuLxWuppI3TykXqx2yYwOO+c5oA/X4WsHww+DMWk28SKdM0VLeGNiqgyCMKBxgdfSvzY+M/iOy8PeOZ9T1+W9jMDb3lmhcBdxJ3AEHH59OK+kP20f8Agpl+zn4K8H3PhfwZ8Tob3VEVt/2Nzt4A+XJI3Hnt3Ffll+1H+2L4h8Yi7tPDtrDcQ3Nt5oZtvmsCMgn58k80AVf23viLZeN9buNH0+PexjjkjuGUvub13Bu4xX5d/wDBR/WrKDWdC8HwXcE1xGsl1dGILlCQqqDgk/3utfTfxY+JN9pekS+J/Ffi9bRLW3UMJ48KoXHHJ9v5V+efxt+JV78WPiNf+L7qcvG7+VaEptIhUnbx2zkn8aAOTooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDW8G+OPE/gDWF13wtqj204UqxXlXUkEqw7jgflX138IP2lvAUvh7SvE3jPxBYSXd4n2d9PguI0uop9x3s/7tcDaCVJODuAz1r4upY5HikWWJyrKQVZTgg+ooA/R2z8XWWs6rPc6b4qjjmkkOBvV1jDE4wQNuV/8AZfeotatdCsLV9M0bX3uZuDuhXaJU9SygZPtnktXxl8J/2o/H3whhlttEWO9S7eR75tQdneUsoAAbqoGM45ySemePV/h/+2l4A1ExQeNtCuNPnLjfNbuDEfr8rH8SKAPpX4L/ABhi8KanLpuufb1sGjzEsswUqRg55OBkDHQnC++a+sPBWv8AhrxLYR6zZCOZZYxte4G2Ne4JKE7iC3PHU4r4U8I33hn4iGLW/BfjK3ltUlLPbwFcupwdmFBbAznHBPevTvh18W/FPhC/kuLnVYRZxNt+zJEVYYyNqFupHPY9/SgD65do4Zjm1tmkCAedFO7St0GPmUsBntx3J4ong1SX/SWuY0kBYI6XIBHHYjBPHGRjjJrh/hx8b9A8SDP/AAkV7HGqo2wEZOcfiOD1XHA46kDv7HWLTV4TdaZczSsSQ7PKFDZOPmLMxPTkYGB9DQBnXekXN1AzagJbp3G7L/MjEHAOJB1xznH414j+0f8AB3xD4t0yTybJykcWQZYjEc8fKvzYx+XXtX0R9nv74mOTWIHwxJM6ynKjqMgNGF6Z6ensc7UNNt9S3xxXZO5j5jShF3HB4+cnH4Ede9AH5L/Gj4L+IdF1iYS6E8jB8sty6jPXp5YxjqcFyTnpVj9mf4S3Hj3XLnw7qck0KG0lljiYmNWZQPu7Gz6AsT0zX6QeP/2ZfCfjuBoryNYGdDmWKxGG6ZJZR83P+12Nec6/+x9bfD7Rrm9+HMUTXstk0Ul/dJCr7W5OADubjHDPjpxQB+bOsaN4k0DU77wpNpc0MVpdEMhcvHIwbCtjbzxjn3r7T/Zb/wCCevwb8e/BfSPFfigte6lqYaWdIZIzHBu9FwCWx/vdeWrgvEvw58cWvjC0PxS8Dx6ppyttnkuoGbzkB5AAOcEZGckD0r7l+AmjfDfw94E03w38F7mSfRLi0882bk+daFiwMLDgqoPQ7RkDg8UAfHHxJ/4JV2B8XyaZ4ARWtZW8wgSn92MDg9Bznpu9q9N/Zr/YYl+DHiBta1zVV1AyQBTpXlhYUBxx975jx2HXtX1nqdtaW0CwzWkrmWQBobZWeIsDnnKBicDnAx2zU0Wm6TptsLefUII3IAaOCTk4wNoRX6DGPmP/AAHFAHhXxc1bxT8KPD0moeF7efR1nmzaXyxqrW1wMeVkplduBjLHOegzzXvWiftXfta+MI9A8O678bvEV1pB0lY5LSa9njV3dAH2yIwztIH3XJ6nvXP654c1HWdNubO50iGSCZflW6tAHCY+8CpYK2Bx06fWvPdJ+I0Wq6zL4eu7o299YMVlUFC0kJP+sVlOXPBHJOCOg4oA5345eDPid8F5dfu/hf4tvbtPGYNvrMd1cGeTyivzIsjAt97oFPU8infDf4qeLrjwXb+FrLTdXW8tbcLLLNa7JVwu1NxJDY6ctgACvTnuLTUrqCLSWW2nhiWRZLp0Mk0ec7flUYyR0ycDr7Ja6j4dHjh9E1qJpLi4g8xbmKEMFY4yob+EdMHjigCH9m79qv8Aau+Bcs+peF/ibPod6LhTdRLIQboggjzItwDqenzB+OlfrX/wTv8A+Ck8X7U/kfDj4l6C+l+KVtN9veNGY4dVZV3OEQqNrhQXwOCvIr8nofAvgPTrK/n1LToL5bmN/wDUwh7o5zuBlYnHBPCnOTX098B7Nvi38Kf2afHngOwtfDU+hfFe58GeKNRZ0+1S6mYRd6dctIq7pBsCqVbudueRQB+k37Vn7VPhL9lnwI3ifXdGvtSvrnEeladYwb2uZicBeo4BxkDnn3r8Ef23fiD8YPiB+0Tf/EP9oDUro6hqk2dJ0u9s5PPiQAPiONuYUKkdgMYxgV+rv/BUn9sbwB8P/hf4C1zUNRi0/TNX12NvE2s2JQ3um20EkLzW0MjDCs+XQtjoMjg5r88P2tf2i/h7+2J4D8BWOqeIJbn4yeGrjU9F1KawuPOiv9HMge0vXk2qd/lyCM9WJQnjIFAHyt8OvB17deKbnxDbaG0c1ySLSHVLQsM+p+7gdOePrmu4+G/wt8TWul6xL4r1JPtlwjJYiwldSs2CQWkyehwcZwcdOBXotl8NvDfhjT7S0SBoZli3SPtd5vujK7Ww3PXoenWsXVotdh1qbULO8kkFi4MGliMOkjEHaX3jO4Ak8DjjnrQBra23m+HLDQvEgw1nHHvaa6ZnaYDlg28q2MdumfSvL/Cfhf4ga74u1W0+0XY0q6vHngXPkq25hlQ7KOOCcDIyareJf2iodW8U2/w3063ZdUkuFWWSJOIY8j52yc7dueASPQV7t4BngttHt7PTkSIKpO6WEoZWwMHhiCD2OB1oA4D4xfBPwd8UfC0HhDxLpUNuPLCmMKsmMHIAzymDzkDPPWvn74X/APBPbW/DXx9tvF/iie4u9H02YzR38js5bavyg59vQDAHU4FfccNrHLCzNcWsksQ6Wyhio6c52kEHnvWhNodjf2ySXE95MOyupk2dOF+T5R7e/HrQB5Nqfwe8GtpUt5f6fayWe0sytpqHb/tjzQxJ75Br4w1f9myf4pfFvxP8O9JvWtpNMmefT3v7fLSqeiptxlSMHucc19eft1a0PAX7O2p/8IrNDaXd5IscU0TMkjZbDDBYn8Ac8dB0r4R8LftA/FjRtZsNU069Z7/TIxCuox7TuQciN+dx/wB0g4HagDzmTQ20/WLnwtrtjNb3FrcPDNI1rtRJA2MEEqR09AO/NaOnadqQUabZ2U9yqvjdZ225gOM5Axz/AMC+hPSvTLPwT4i+MvxPXxsdD8qTUWV9SSEuE3YAL7guQPY/TFe86X+xuNJvkh0y3KCTa0asplRSwyADtGPxx1oA+XdH8M60/ktHa6iqFs75bZcgEc4LH5foT/hXpvgT4HaxrqE2vh+8uy/zLM21AwxycLkZxj2NfTngv9jSz0mSO61iGwtznczOmM568r90/pXsHhH4aeD/AAyYYIdEtnmRSsUqttZffDHLevegD5X8E/so3EZF2lgJQWw5vQNid8fMQQfpnr2Nei6F+zjHcyA3DGR0OBOZgsK9scgHnkc5HSvoRWsLSRFjtOuMOGdw3secL3744ppsbZZftDadbKx5zcxsQfo3QZ47fXtQBxHhP4OadoEay6bo6mREILQCMowA7Yxyevc110HhfSoIkN9FcpJtyzR2sY2/kcH3/wDrVpwQWswD29sC4+ZQiLhSR1GADgdf8a4b4w/GfSPh9pMrWLi6uVZUe2hUF0yeCSpPHU5PuKAJ/iP458B+A9Ea81a8gTywEKXCp83oMRnnsOfUGvA4/jP4t1rVtTPhhFhtriGSLdaFlbkcHg8HIPB9KwvHupx+LNPuPiN8aPGq6N4fsh5zy3bhViXA2qMgF8ngDBzwB6V8X/tH/t+654re68C/AaA6F4fG6GTVfIVb7UF6b92MwqcAgDDcAkg5FAH0V8Tvi/4H+H+lf2d8QfifDZ3VsSXhe/8AOuZhnODEPmOMjpnuK8X+JP8AwUM8JRD7H8PfCt7qEkaBFvb6cwxnjqqr82M54IFfJk8891M9zczPJJIxZ5JGJZiepJPU0ygDrPif8afHvxZ1SS+8T6swhZyUsYGYQpznoSc9Byc/hXJ0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBseEvH/AIx8C3X2rwr4guLTLZeJWzG/T7yHKt0HUdq90+HX7e+uRzR6d8UdFjntyqxfbNNQxvGvQsVB+boOAQD6dq+c6KAP0d+H/ivTPFHh5PGXwy1pLu13hy0dwskkYA/jjY5z7A9ugrttA/au8aeFLpbbW7CYlSC8lxGFAXr/ABhn7HkN74Nfmf8ADP4r+PPhD4gXxL4D16WznHEiKx2Sj0Ze/wBeo7EV9U/Cz9uz4XePok0f4vaYdM1C5/dzXknz2xyT827qDwMl+m7qaAP0A+G/7TOk+N4obCQxRTNENka3D/MSDjC5XcevJJI/HFejT6rbXcQjubhoF2BDHBAGk7dCOU6n+LoOetfn/D8M9QSY+OPhd4j/ALRimzJELO+UxqhBcdCQRj8PXPAro/D/AO0j8S/hSIb+6smaJQU+zxsy7GwSWIBHbnOGHOT0xQB91W2i2dja+a9pHaQlVIl1FBvfOeQuSw9qml0TTbpMxaYt2W5DzNlD8oPy+YW578YGT+NfN/gf9tvwLdWH2vxYJLO7f/WIAyksRxllAJJxnBb9K9n8J/GLwF4ts11OHWooYplBZ5rkBsAcLkkt/wABx+dAGlqfgPR7iR01yC2PVhpsakYXnqgJ5GOpB7elY+ifDbS/Buptf+D9Chh3gbkLNFG/OQAoAB+6fmJbr2roE8R+FZB9k03WhOFHzgMSwyTztPKn0yRgGpv+Eg01oy1ldwQAZAle8AkPOflGSw4OM89O9AGdqja/j7PcWz27BSrt9pEMZJU9Cckjg89TketZdxqelaMzS6jAgUrnzHZmL98jk7u/GR249dDXNX0a3hjmm12ONS+XnmkLiRuf+A+v3unpXDeLfGHw/gvRdnxKJp4ImEDwhGZMgg5O/HOfvcH0xigDC+M/7WPg/wCGOgX94loLy9S3b7PayXKQqz9shmY4yAeOcA5618I+Df2ivGU/xNfU9TU3Mt/qG9zplq4MDO2MIwbA52jBPQema+k/2pPDXhDVJV1rxbdYhvoEeJlQCPnGFw24E+vHr9a+ebfSvg9oHjCCXwZBrMl1ZXSyy3MEzOqlTkL823b/AMBGPU9aAPvHwTN8QdO8KW9p4l8LG4nWFR59uESZiOmQrZbuM4OeT3NQa14tu9D1q21bxHYTQSlfLs3vEZpRk/Mm0MCg/Hk8dq8+0v8A4KJ6Bo1nZ6bfaGyu6BDcWsRgZ+g+9uUg8HoH5x6Vo6n+3N4DSSWK8+HTS7I8l74pJ5YxnJMgjC/gGI9KAO6i8c6Jc6/b391qLRRXFod1vf2QhiVxx8gjKjBHHJJ9q7H4k/tYL8NP2V5v2WdB+Gsl/e+KPF1v4l0HxZY3yxppV/AgjZGRUzIZIVKrlxjc3fGPl7xf+3B4V13T3vtM8FCzMPzRTRyecpwRyQcKmePUAEcdayNH/alg8Z2y2lz4AhaeWVHS5ngZwGDcNg4XI4yc8c/SgD3n9oX47fET4mfsuweAdd0ia8srfT7hIpXZ2lgnQLsYKCFII3jJ56dazv2bfDNldeG9P8f+HrVIdSt9Ga0kuLtBEHctnJZh04B6tgflXCXvxz1nVbAeck5to0Mfm29uBtOOmQOPfn8a5GD9q/x3Z2H9kR6Jb31razZTy4Ch254I2EAjBycbv1oA+mk/4Ti68aSWEGrq1xFZq88rMWV85JVNoAHOOR1rc1Dwr4gs5pEszBBJLEglvpCZJDIeScDg4zj5+mK8c+Hn7WvhL+yU1W/0qTT5Ty7TPkkbTnaOARx3LY+td14f/aw+GWpSGaHW5zLHbdJ4N7EDBO0HYep6AnrQB86ftk+A/FnwTtJPiRplxbXt1fTf8fghVJlYEEBmAxtGAMZHI5rX/Zo/4KHaJr9lB4a+LVgmkT24Cw3UDAJL9MMFU/ie9VP2zPi/8N/2htCg8K6Xra2jxSEl5FZCfYjj+Zr5/wDBnwZstH1JdL0v4x6XELklHtrq0YdcAqQy7d3PUAdeooA/RzT/ANoLwLqdiL7SvG7SW7KGWKVlLuBk9Rke/NNm/aa8FxlLJNZhll8sYKSdRjA6j5Tz2OPevjP4d/skS61P9l1PxqsBiYiV7Byh2n+ILkr0A/xr6F+Fn7HHwp8O2FneT+Iry5l6+ZdS/KTkgEFiQR16ZPHWgDA/a01Gb4/x6X4YivS9sjkxwxuGDNwAAwPH1Jqr8Gv2KPCOkSLqniVm1C4Ch44Dt4b/AGt3PHQEfl3r37Svh/4G0fbJJicrIQjIxIHBPchcdOuT7V0djfabHCiW7pCETGQdoIzjGxSCpHHOOaAOf8D/AA1sdDiFjFbrDhsvbR25UdfVm29uvT0rtLOwurG18lbREjQAeZErNGB6d1z+P4VUg8QW8TbltIFIXLSx3GQPrld2fb+VRy/Ebw7bkxXF3ZR5GDIswLbRgcgkkkc9RwKANK1W7i3xWV2zHGBAAIxsz/tL1HP3aln0tCTLNCsb5JKyMeR0yGHQ49M981yOvfHPwXodur3XjGOWObOFkUbe/c/dx7E1514y/bG8GeG4JpdO82TyY8uyShtw6Aj7w6kdeee1AHu1nZ6XaBne6mVOeYvl75PKZ6fhWb4j+KvgLwVYS39/4i2MiEkSE7m54BwT+o9DXytrX7aPjLxRpktv4R0qSWY/I6wyneoPAYrx37Y49a8/8eeM7zSfDB8YftCfEVNG0piHCSSSCWXAOY0iKgu3B+UZNAHuXxa/a08ceKt+gfDCNDFKdjTRBJHVSAOdq5B7k/Svm/4y/tIfD79mqS5ufiLqK6/4ouofMtNBs7gsVyCA0rf8sRk9ScnBIBwRXz78Z/8AgoHeTW0nhL9nXQW8P2IBjfW7lVe7nXp8ikEQg8+pw38Jr5rvb281G7lv9Qu5Z55nLzTzSFnkYnJZieSSe5oA7j47/tH/ABP/AGhdfGq+OtZP2OBydO0i3+W3s19FX+I9cscnk9BwOCoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6HwJ8WPiV8Mbxb7wD421HS3WQPstblhGzDuU+634ivePhz/wAFDJB5dj8Z/h9HqY4Darpc/lz5GfmZJNyuemcMvTvXzNRQB90+HNe/Za+Kc+/wP8Y1gvrg4ex1jdbyu/JxGJCOen3SeM84rrLr4EfGbTNNhtfBGpwXMBO93t9TUqVyMBpFfHIHTnr681+dVbPhr4jfEHwYUPhDxzq+l+W++MafqUsIVvXCMOaAPv8A02w+PfhF/JhtLtHKL+7togsanf081k+Y/h+dReIfiT8eNNuI1gvL21iaPdM8cbdRkHLqCSMjPQD618i+Hf25P2qPDTL9l+Lt7dKp5Gp20N0WHHBaVGbt2INdzoH/AAU8+Nls23xj4O8L68gxhrvTj5i+4JZlB99tAHvkfjX4+eJ7qXSbfz3nto2eUSSkx44DE7yV9O6gelVJpfizo0SasbiKGd2LTTO/yYHbjIA9yR04rkPh3/wVe8P3Xi2O6+MvwRgXSUgcSJ4ckVpnfIKgCfgc85DDGOAa+kdC/wCCpf8AwT+8XaLPaw6dfaNqAtcW8Wu6aQJSELbfOQOqnqAXbBIwOvIB4zd+LPiF4vtYrfW9Ct9UkWPZaTx3Iyp5zjcwG3PPJ7Vg3vhC1yZ7vV7dLlvmnSBt7IwBJXPy47n5WYdOtdNZf8FBP2G/FzTT674S1/QLhjsST+z1nTbnk7VZhz9BgY4qWD40f8E7fGt9Hd3XxUazUS7jFe6dcwg/KBziPoOenoAM0AZfhnwj4X8KCLxJLePc3AlUWqBtu1j3B4Py/U4OPSrt54Lt9TuJvFNykdgjxJDENSCcp3lBPzZP49fauqs9c/YS1C5iurL9qLRIfLfJ86bHyE8qGlYN+nT8qvPdfsjXcZJ/a18JeTNEVjjn8QwYUk5yUDAZ4/ioA4m3+HK3EsFzfWCXSSPmKBn2Iw56g9cA9Mdz04rYt7Gx8OmVXhid/KMptYSVQJ042Z6DOS3auu03WP2MtFuvtlr+1Z4RLtAsTxw+IYY0IA5JCMuSDk5xz71D4m+JX7CR2RSftP6IoWIxyi1nNwkvQ/MNh3dxzwOMUAc/Y6ZNf3bDSzHbhEJRGUOc49zzyR+eaq3+o67Ktpb6z4cuRHH0uNqRSIecqMEZUjqc8gVeu/2mv+Ce2lyf2ddfHya4WMhvk0G9kVwAoCkxw7W+6O/as3xJ+2j+wHeTm5m8Xalfsv8Aq1i0S62AYA6SIvp+lAE9wPAjWJg1rUY7ZZ22rBDyQ2fvZCkD8iOetc+NJ8Jz3UmpaTr1xbRkhCXlKbx6E89f6ZAov/25/wBgOWUSXnhbxLd+S26JbfTgoyDkHDSDn8ulZtx+3l+wFZ3S3Fp8LfHdxITmWVbK0XJ5zjfcn1AxgdKAHz+H/AtiyqviYXTIMGCNDOhwf4vlGCOnJHTn1qrZ6NYTXMt/oOlXcs3mcywQ+UEx3xggHPdic/lUr/8ABRP9iGzSN9O+Afiq4kiGENzBaR4/FJzn8RVvwl/wVs+DmkeLLCwsv2cPJ0mW9RLu4v8AVFJjiLjLlVQngEn7x/GgDqNLuPiTHAdd07S9T2xjbvAOSp9HX5DkZ4B61c8P/GTx9YqttHPNb/vXWSFldSpDH+MAA9RgFjXuUv8AwU4/4JjeI5rPQvDnxKj0m9vEEJvrvwteRwW7seA8nkj5eeWYYGMkgV8k/Gj/AIKZX/wz+KXiPwLpnwc8Oaxb2GrzDTdcttVLxX1uTmG5RlQ745IysikNgq4oA9O8UfFH9oVdNE2j2txbwTsEe42Es6khQV5wTwR3qjZeMf2mJ7CO3jtr+ZJWbzDcZkDrv7ZCnPAPBzg/hXzR4i/4Kh/tFag7x+F7DQNDgdQpWy07c7Y5+Z2bn8hXEap+3P8AtXau7Pc/GXUEBJIW3ghjAyc/woD/AFoA+0L/AFr9qXVNPNhH+6ijbcvlmQylc9MHDAccZWmaT4I+Od+0upya5cO8o2yw3UgJRSOPc/kCO1fEl1+2N+0/ejFz8atbbjGRMoPr1AzWFqvx9+NmtoY9T+KuvShidx/tKRS2fUggmgD75j+EvxGkkQ/8JgsEcRZZTLcElc5B6tjt3/Kuf8UeLf2Yvg080XxK+Kttf3aff06zX7ROpOCAVQkfj09a+D9U8f8AjvXLU2OteNdXvICMGG61KWRCPozEVkUAfVnxF/4KQWWnW8+ifAX4ZW1kj/L/AGxryrNNjJ5SNeE7YyxwOCDXzX41+IHjX4jaudc8ceJrvUrk52vcy5WMHqqKPlRfZQB7Vj0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFT3d/LexW8UsUQ+zQeUrpGFZxuZgXI+8Ru2gnoqqOgFQUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV32k/tCa9o9jHZ2/w38AytGiqLi78DWMztgAZO+Mgk9Tx1Parlz+054huNJazT4V/DmG8MyumpxfDzTN6oAQU8toTEQeDnZkYPPPAB5rRXaL8evHCuHGheC8g5GfhvohH5fY67Hwd+2XrHhrQdTsdX+BHwu1jUrsRjT9Vu/hzpUTWWGy/wC7ht0STcvAyBg889KAPGqK96tf2+/GcFglsfg58PYpVYBp7DwdZ25KZ5UBYiQT6549KwI/2zvivBqcmo22leG13X/nojeG7U7I/wDnjnYMr/tfe/2u1AHklFex6v8Atx/GvVZIWih0S1WC580LbaWBvTOfKOScJwPu7Tx1qKz/AG4v2g7GBbeDX7HaLtppCdLjzIp/5YsQOUHbo3+1QB5DRXqM/wC2X+0RcwpDc+OVk2zGQmTTbdtw4whBTG0c44zz14GPP/EXi3xR4uu/tvifxBeX8m9mU3VwzhC3XaCcKOBwMDgelAGdRRRQAUUUUAFFFFABRRU9tpWqXkixWem3ErMhdVjhZiV9RgdPegCCitiw+Hvj/VSq6X4H1i5LDKi30yV88E8YX0B/Kqy6I9hrv9i+K/tGlGJj9rE9o3mxADdgRnBLkcKCVBJGWUZYAFCiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopVKA/OpIwehxzjigBKKs6To2sa9eDTtD0q5vbhgSsFpA0jkDqdqgmrF54O8XacCdQ8LalBhdx86xkXA9eR0oAzqKKKACiiigAooooAKKKKACirmi+Idf8ADd0194d1y8sJnj2PNZXLxMy5B2kqQSMqDj1A9K9FtP2zP2jLO1uLeL4hzl5xEFuDCm+HZ/c4wN38WQc+1AHl1FezXn7fP7Td19sEXjiO3F3dxTotvZoBbhN37uPOfkbIyG3H5RgjLZbe/t6/tLX0c8UvjKFVn1UXu1LJAIwM/uFHQRcjP8ZwPn65APG6K9U/4bX/AGno9Qa/tPizfwA3huFt4kTy1JOdgUqfkHZTkV0X/DyP9rlIPLg+IdtE+7PnJotsWxnOMFCp/EZ460AeE0V7747/AOCln7WHjTVxqVr42tNKjNpDFJa2Oh2ZR5FQK8uXhJ3O25uvGcDpk8lL+2h+03Mxd/ipcAk5JTT7Zc/lF09qAPL6K9U1z9tH9orXoLKG48bQwGytjCXs9ItYjcHezeZIFjwz4YJkAfKi5BO5mzpv2q/j3cKyT+PN4f727S7XP/oqgDzyitPxP4t1rxheLqOvNbyXABDzw2ccTSknOX2KNx7c9hWZQAUUUUAFFFFABRRRQB+kP/BtV+yT+wZ+3/8AtT+LP2P/ANtvwGl9dap4UbW/AGqxeLv7MuPtdnKq3WnxQqoa9ea3mNzgPmGPTZmCMHkdP10+Pv8Awa3/APBEX4NfCHXviv8AEC28SeF9K0PTJbm/1y88Y3RhtQOjsueQCQAOfxr+ar9lX9pf4p/sb/tHeC/2o/gpq32TxP4G8QW+q6ZvnnjhuvLb95aXHkSRyPbTxGSCaNXXzIZpEJw5r+sD/gqD+0V8I/21/wDg30+Iv7Tnwe8RpJ4X8c/CYatpbTTwSzW5cp5lnOLeSWNbqCQSQTRK7+XNDIhOUNAH4+f8Eqv+CWv/AAQ4/bI/as1f4La7+1vr3iSSSSX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Is this a CT?
Yes
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yMKeY8gUqfwIBKgngDivEdR/YA8BCV5rK31FIQ4RTJM+CWHDZCkkDn9KAPjuivsmT/gnx8OodJh1W51OZGORJbGV1bg4zhju54P0PStvw9+xh8K1jz4d8DpI8YJN5qdw0gYr1IjYnP0FAHxPo3h3xB4iuBaeH9Du76UnHl2ls0h/JQa3pPgd8YIVZpPhvrA243D7E2Rnpxivuvwh8FvG9/MmkeGhZxTK6rH5GnOrgcjYMZPTjPv0r0vxV8Cvid8MrGXTtS0uWC3ZEmmmJLO7Y43jbwOe+DQB+VureGPEugf8AId8PX1lk4H2u0ePn0+YCqNfojqura3phvLbVfDyz2/mq29bLzIdgPQ7VfJ78msTXfgh8BviGRHrnwzsI5pQ0hnsYTauRjj5kMeTz3/KgD4Jor3T42fsgy+FNNufE3w3u7i/t7d8zabIm+ZE/vKVHOPQ8n68HwugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiup+EegJq/i2HUL2yM1pYMJJlDY3Oc+WvXu+D9FNAG/8M/g1dXsNl4p8Q20cltdLvtLcyriQc4LZBB6E7evH4V7v4H8B6nq11Hpng3w1ZWuAMxW8AKHPAIBVcHnJIHXvVrw/pk1nPZJrGj2l3bStxAkLDZ8o/iUEDk45PrX1D+w54T8Py295Bp2mCYrcM6pGSwK/L65I7gcelAHnfh74U/ECS0i8Nto8Rcr+/R42ILk8DGDxjqeB0rz/AONv7D3gbxlq8+pWtodF1EoQ5tW2xSOOMFWAwenIzX6h/CX4cw+KNcu1jjhieGxkaGMKGfcMjBHlHHVjyO1bV1+yZ4P8c+EJ7fU7K2XW0kMayGJI3Y+5EY79xQB+FGt/sO/EexvJxpmpWktrB96eeRVwfoCePfisG7/ZK+K9tIIol0+diuVWG5LMR9Apr9Sfib+zboXh3Xz4X1LTZImWYFpHt1k3nOTwOT2/h9OKyLv9kiLUWEFnoq2yr8zOheAtjjBVY0bgZPWgD8vYf2bfibPcfZhaWqsPvebMUwB1PzKM49vSr9j+yf8AFPUrgixjs5bZWw15HMSnuR8uce5AHIr9Kb79ifw9Z3D395YRgwoN32hOQepPzjeT078knrWnoHwG8D6HZx3B0iUiHaPMa32oB2UZYbT1OaAPhX4WfseabpdudS8SaJPrl4sw8q32lIwO2VG7rnPOenatj9oL4UfEz4feGNM1hNKh07SL+TyXZ9irbk8gFsEICM47+1fdknhTwrAqzxxtb+QMMxZnPTpjGec8DHA746w+KPBmieP/AIeaj4X1qMzQmyfyi04Kg4wGCgAgjsRkf7RoA/Jd5dUt7iVbaXzf3p3sku/zGXuAM56DBIHWu4tdP16x0/RLbxPe3Eekatc/aHtxMxikkUYAYk7chTjA54rjfiNomo+DvHGq+G75pFls7ghdieYz5PBbcDtGOeQD7V72NTj8Z/sSaP4gGuRjUdA1IoCzlH8vdjA3hgPvDp/492AOx+KH7UMPw4+BB+H/AIMuvKvNSi8sFbny0jj5Bx8uTxjntn8a+XdLl1nyXvGv7mVZWYBLebbyRyCQV5wecZPriq3iXxvqGtFzdakJkX5dsqsCOTnBbH064qjZeINLs3+zzGGGJo9rN/Z4d8dMktg+vAz1+poA/TP/AIJC3Wmp8HNat7XXCl8dR5TzRII4wODuUFupPoOvWvoLU/GOg6/e3WiWmkW9+bNdt7eQ/KICc8bkRix9h+NfmJ+xR+01H8C/iWmv6bqEk2mTReTe2cO5fNyoALfvf4SemMV+i3gHwnJ45vbO38Javdu2sSLPLp0CODMz5PLKCXJzjC9P71AHDePrPwBZaReL4g8V3ltYyqJI7I2hWJCD1EowcnHQjnrzWJ+zp4l8cfB6313xb4A+BWgeKG1CMtZaprFmt1PZpnhgpkAXj3z6g19EfHT/AIJL/tTeIdHj8aah4Ak8M6XBHse48QsQszOxwGWRgRxk8DP1rQ/Zz/4Ji/EzwL4h0axm8eJqel6tcGLUrvSblDb2ccgx84k+UAEZyCOuKAMbVP29PBfxX+E2meAvGWj+JfBFi9z5HiLR9BVhby7YlBmZX4G59zbRuOOma9g/4Jp+B5v2UP2i/DX7Qum+KYfH3wo1YziXVLGHMuhySxMiym3UHJQkZKjzAoIx2rwHXfhl8WPB8WsL41+E19qWg6bqsto+q6dGJl+U48xkUYVCMEFdwAb1rV/Zn+JnjD4XfEkR/D7wpc3OhX1wq6lo/mN5cwbqQoUhSo7rg+oAoA/oW07UbDWNPg1bSr2K5tbqFZra4gcMksbAMrqw4IIIII6g0klpO10s8N60acGWJY1w59c4yOw+gHSvlL9kDxdoXgT4XeKviFoHxA1C00Xw/aNdX/ga9j8+OzfYZPMiYsWjVzvGxDjcCSCeD5l8Yv8AgtRYeGfENxZeA7Tw8+nbFWGeQT3E7OVG4ggouQcgDax6cHuAfoAqqihVGAOg9K+Of299Z+Jv7VPibXv2Nfhj49g8I+BdN8OG8+L3xEaHcumRMSy2auzKofy4y7BScg7SUCvXm3wd/wCCznw88R6vLbfHfxxc2GjzW7xgabp/kTbtv3vMQ7gPTYVYEglhwrd9pHhn4W/t4/sy+LPhn+yDLa6F4dlvvMN1fC5iW8vJkG6a43I7SsoQHaTxhOmFIAPzo+D3/BTj4LfsT/GNfg5/wS7/AGdJvGOj2dy1l4g8fePvEN3FJq8/CtPHbQtHFHGMtt3qWx1CMSK8j/bI8V+JPi34mv8A4nftYfHbVLzUbnzfsejwym5gtImZnS3iMpLRxLuIAbnjv1r6L8bf8EEP23vgTp994o+FN74Y8SvaWskixadeym4lbBJdEkRC8mSTsGcngHoT4b8G/wBl7RL34uW3hr4veK5bm/eVBq+r+K1ktIUmOSYYlz8wUYBY5GRxQB8sabrq/CPWdF1FfC9xf2mvOZ9Mt0Mo8wgbS6qiAkY4BHrwete9eH/i02nKul3Mdr4bSUYVTE6ySE+odCM/nn69f0V8W/8ABDPwT+0Drmk/FTV/GesW95a2sNnolzZeVLaQ2ydDGEXKxn7xPUn1pfij/wAEP/jlB4Za08J+OPDXipbeMC2iv4jbXjjGNu5kKEjrlnHf2oA+GPCvxV1fREub7WbqweOG2Z7a9FsSJQATgkNjPsPTpXwx+1r+1Z/wldjq3jXX5ohrUsz2OgRfZ1xZQ7v3knJ5Lcjk5z6V9YftvfDL47/sjeENV0P4i/DLUNEv4Ldgkd3YTSRTIc4ZJFOwg/3lzX5N/FP4vXHxGtIrK90eGOWCZmM6gq2T14z/ADoAwNS1RLuY3FzdrMzseVt05/FmO38qptcafuw9ujkcZERA/wDHXAJqnRQB6J+z745tvBfjSSGS5aO2vIijrJIAD6cgcH0xVf4oeI9PsvHl4dP/AH9rcYM4jbG4FskBvvfy5rhI5HicSxthlOQR2NTSXF1qd0guZmdmYKOOnbgD+lAH3D+wjfeBr7RY/EXhbzU1XSrpbmKW6mO5HU8EMQSOR61/Tv8A8Evf24PB/wC25+zpZjUJYF8U+H7aOy8S6TMyszFQFWcKfvI2OvZhz1Gf5av+CfHgTWNJmae50i4jlJG9TG5kwTkrtWJjgj3xX3j+zx8efjN+yj8Y7L4x/Bay1K31K1BjnjuoHltryE/eilH7sFCPX5hgEHIzQB++/wAW/wBkX4AfGrTW0/xn8PrLc2cXFpEsTjOc9Bg5z3FfJPxO/wCCC3wj1m/a/wDh34+u7GORiXtrpAuwf3UaMDIPPDD8a9c/Yy/4Kvfs6/tT6LY6N4m1eHwX4ydFS60DW7lEinmxybaYttkU9lYq/OMHGT9SUAfk146/4N9PEejQNcaJ4+mvQshO+zjSSRg3UBWQHt9OlcZ4X/4I+a7omoRWV5pLg7z9raSZyyp1DEEKi59vpX7MU14opCGkjVipypIzg0AfFf7HX/BKXwj8JfEUPxH8dzS3NzbqGstNZh5TMD1kzuyOBxjoa3P+CrH7Jvgj4i/AjUfi3pHhq1j13w9AjTzRjZ9ptd21kZR8rEFgQSM4GOwFfQfxZ+MD/C6e0I8OtqMM7BZxBcBXgzuwSD2OOPoa80+NPxE8CftM/sb/ABFiiu/sJttEuY5Hddxt7gR74SrYxkttXjkHP4gH4eeKP2GfF/xE0i58VfDrwuIILiTyn33LKkmfT5ce34Vo/BP/AIJs+MdHtZz8QdMj0weYEj1K7cuDk5AjLDHOcGv2K/Zo/ZC8EWf7J/hk+JdHe/1GOCO+gKxks0pPy7hjOCSCc5+WvFPjPrtkvjJ/CGsK8dujeS4QlLQyqdxdVADNzgZ5zjigD8nP2xP2e7P4OahqGivZX0MsEX7y58vy4ySMjBOBtPfmvyp+N/hJfCXxAvI7ZoDbXjm5tvs8gZVVicrx0wc8emK/bj/go14J8Y6l4h1C+stWhMkxUGNiMOMdO2BjnH+NflD+3T4JOgW+hatcwxx3Pnz286xNweFYEL270AfO9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVreB9WvNF8V2N5Y/fNyiYxnILDj/9VZNWdH1a90LUodW06RVngbdGzIGAOMdD/kduaAP0Ls9Et4tJ0zxU9kbuVbdEv40jAG4KMc5zyT+letfsh+LdL0DxvMx0mOCCa5IIQFShyDjluOT196+dP2M/Hdt8R/A0kkXhqxU6bKkWpG4utu8iMHcAxPy5A9eteyWeojwvBHf+FtIhikiudxtAoclt2FA2twBg9v50AfdPh74qXXgjU7fxZo2qw7ISQsU8TyCVSOVOOOen3u+a77wN+01pfjS4N/NrGmixlU74Y9kbQkemGLDnIzj8a/PvxL8W/iZ9iS4v9H0q5u0HyLNNIu0twGPy8cE8Drn8aw9L+I95pWrR2VrrNva6g0gkuZNODMWcfwAOyjGc8kfnQB9+/HLxp4E8WxKZbNrho4v3UsdqHnyvv1/POPxzXiF74v1vT90EdvdT2LqNn2xJVbPXgMCT26Y+oFM+GPjPUvFGmq1xepPCY8OTGjnPfcP+Anr6jnmupv8ATbO4XZd2izTtngWShY8ck85ycc8DgfhQBzc80viKLzbnLFIuTMzgD6hSAOmc5Bqm+jTW7yyabZwsLgAM+8JnpgAKCV5AyWbgdSea6WLQLiMGfS9RjiRThUkjQKD/AHVUKvPbJ9+KW5jvra1MxF7E2fuWUxWMjsPvDHTqdp60AcJDEjA2+qpaecWIChY5FQ98FUJH/j3TrWD8VNYvdB8L3Lx6pLPHtzmK+yRxx97BXHQDqP7vp2erpqcatcXFqrYyRIk/zopx97JIHoMA/XrXhf7TvivSLLw3cIXjn2ph3jtoyQxONpb7w64AyCfYZFAH56ftN3EN78R7y+t9VmLNLiRTfiUhs8jG88j61neAfF+q6P4G8QaTPfyvZzRxuyLcK4DcgMQM89uemTipvip4gn1fxEz2enRKhOFDQlVC9yWAUD1OCck9T0rf/Z/+G93431DUtK1m9ttN026tAJdYvLgCK3O4YIVjuLcZwv60AeTKii4+0oJCO4NqHIYjod3B+v8AKr/gnwn4t+IPjCy8D+ENHF3qWrXSxWdsLaMGRj0xuGFHc8gcV7d+0F+zf8DfBXwxuPH/AMMfijL4gu4NSgsri3mh+aWR1ZmeMBg2xQvUjvXH/swfF5fg34wi8RnRLY/Z72F7qSCHfcvblgsiI2WK4Vi3Tt16AgHLTtqvwb8bXvhTVZLaW50+9Ed2bYJIm9SNwDcjjGOK/qm/4IrR/s+aN/wTQ8Pfti/Dvw9Zan4ovbM29xqeoAz/AGW5Vlj8rd96MYK7iMEZxxkiv5Z/jb4Q8G2/xW1e68C+Mnv/AA7dXzT6dqV5ayrM0LtnDJgncuSOcZx2ziv1l/4IO/8ABQTXf+CY1pJ8KfHHjy2+IfwW8dWiarcaRbRoG0O7mGx22yMQHZUCvE20PgdCAQAfvd8T/hJ4U/bZ+Bnh6Dx1dS6f514t2kFjelUlmTerJkj5lIViOCQB9TXC+LLX9k39ivwWngPxpevb/aoTc3r2qtJMi5IBDsfkHXr2GeOtc1+yP/wUb+Dn7a3xY8RaZ8EdVGmS+FPChTwX4P1i2W3a+uXMm65KghV2qsMYiVjhZZGBwSV+NP2hf2XP20/ib8fLzW/FGk6/ZyXt6xv5meZrVQW4JJfaFOchRkHpx1IB9w/AT4jfsR3niG/+K/haK/k1SZBYLFqc8U32kOc/u40OOmPmYDhuM19MeBtE0HS9EjutG8EWmgtdLvmsre0jiKkk8NsABP8AjXwl8L/2ff2Pf2Lr3RPHfx7/AGmtLttS0iIOdF0crukkcYLTQwq8gVstwQud2Mjbivq/4XftyfspfGG4+weCvjRpJugm/wCyai7WchGcfKJwm/8A4CTQB8nf8FO/+CZ3xY8V67rf7TP7MHxOudMh/sS4m8X+Bl3Kl+I4yxktfLxuc4JaJz8xyVOdqV+SvhHxH4T1O7lvvEN9IbuKQo0dxL5VwQCOP4Qq5GMZya/pq0nWtH160GoaHq1tewFiontJ1kQkdRlSRX5jf8FJv+CB+s/G34xa9+0x+yt4qttP1TXpzd6x4Ukm+zefcsFEjwTtuUGQ7nKuUUMzYJyAAD85JpPBXibWbPw1pQRrnUJ0gRBBlndiAFxnH8XYDG7HrX9Af7EH7MOl/shfs2eH/grZzpcXdpG9zrN2gIE97M2+Qjk8LxGp4ysanAr4n/4Jjf8ABELxT8HPiHp37Qn7XeqpNqmjyrN4d8HW98lylrOjZSa5lQbGKEB1RGYEkbmwGRvuL9qH9sL4D/sheDG8X/GXxjDau65sNHt5Y2vb45x+6iZlyBzliQoxjOcAgHNfHsftW3Xx+8L6V8JIbiDw1cw7dQ1S2kXy7XDhnaZZCUY4HHyEkYVerV43+0t+3r/wivjnW/hZ4g+FEesQ2t1cWNrf3+iq0MrxcSuTIuF6qO+cAjIINfO/jD/g5A8W674yg0b4NfAzSI7SWcRsmuPNcSqO7Fo5Igo/4Dgep611cX/BWv8AZA/aO0W58C/tG/B2bT9Xs7pA2peGwZonll4LNgB0XLLlSz7uDxxgA+yv2Pf2pvh38fPhpZ2vha4srTWNJthFfeHbVkU7VX5TCCRlSMc8YIOQBgnlv2+fEH7QKeHtLn/Z78Fat4hjmcx3w0pHlEDLIQS0ajO5SCD0IK44wa+b7L4+fslfsOeIv+Fq/C7UbXxHNcJ5cGnRhrRyWjAKglFA+8w3MHOMYBxXyF8Mf+ClP7WHwb+LXjX4v/CfWjcQ+LNfudV17RtTjkn01bh3y+2ABRG2AoMiGNmxySCQQD7L/wCCmv7UI/Z8/wCCPviLxd+3r4f0hfEesWY0rw3o14yG6ubhwu1irbj5iqGZuvQbvvYr+Sm5W21PXp5JcWUMs7vtcZ8oEkgADGfQYxX6P/8ABbL4zfHT9tTxtp/xq+O/i1NSg020S006xtVaKCyDNkpFEqkR55y2fmPJya+M/GPwP1eH482PgKdPst3rtrb3VpZJKoaOKWMGNWK/xFcNjqM80AcWfhD4jutLTX7C2K6dIAUurkkZ+mB9Kp3vw9uLWzN4us2/BIKSo0ZJ9tw5r6o1P9nvW/B3hdNM1OaJWjYCUx2aySqmOM9TjjPBHXpWN4e+EXw7TTZNT8da5stGYmKOGyO84z945ZV+uV47dqAPlgaZKW8tQ5cLuZNnI+uT6dq0dI8P3k8kZ+SMh1Yh2Klu+cEEdD0xXu3iz4b/AAmkRJvD2uRtIWJVftCMVHbjHy9PfrXNR+C9NsbryriRmgfA3JKz5BPUHpnvg8fhQB9A/snfFyx0O0ttNuLfeUHl+Y0qqWweASRtOeMZFfXHhjx14a8bWq2Ol28n2hmAJDI23jGdpUr36Ac1+eXh7wZqQv420QQSW4YHy7iM70I+vykfjxmve/AvxLj8LJENUvtPilWJUcpcEuvpkcDOP59aAPr/AE6J/CtkbmytYru9Mg2W81tGqsvpuaPIAPQ4J9hXv37OX7Un7Ufwo2R6b8RrnTrdtpXTyCYF77NrMS31wOvSvgfTf2gp7m4OoaXeRukWAIl2bkX1wHBHPcg9cV0mhfHHxLqFoyQajqFtGx/dl4sRZP8Au9eueT3oA/YPwT/wVV8W6GkcXj+5gvXZBu220aY99oIJP49q9v8Ahv8At/8Ah74jRxf2ZZWQDg7pHnIK89WUnjjrgmvwc0TxTqmt6m95ZaneaveMv7yd7t1iUgcgIFHOeMe3vXsvwy8eeOPIjtV1a8R0AOJbgiIhTxxx7e1AH6ufGr9pP4bQ6zDfX9vppuMRlrl1ZyUHCrukzkg5PAFeCfFn9oHSfGWm2f7Onw70mGFNe1uG412WxkRUuCGARMDtk5PbIHpXyLqXxB8W3pI1e8eQRoPLV4mKg+g/eDnHtxzXdfsWeJNAvv2kdJuvGmqQWVuLxWuppI3TykXqx2yYwOO+c5oA/X4WsHww+DMWk28SKdM0VLeGNiqgyCMKBxgdfSvzY+M/iOy8PeOZ9T1+W9jMDb3lmhcBdxJ3AEHH59OK+kP20f8Agpl+zn4K8H3PhfwZ8Tob3VEVt/2Nzt4A+XJI3Hnt3Ffll+1H+2L4h8Yi7tPDtrDcQ3Nt5oZtvmsCMgn58k80AVf23viLZeN9buNH0+PexjjkjuGUvub13Bu4xX5d/wDBR/WrKDWdC8HwXcE1xGsl1dGILlCQqqDgk/3utfTfxY+JN9pekS+J/Ffi9bRLW3UMJ48KoXHHJ9v5V+efxt+JV78WPiNf+L7qcvG7+VaEptIhUnbx2zkn8aAOTooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDW8G+OPE/gDWF13wtqj204UqxXlXUkEqw7jgflX138IP2lvAUvh7SvE3jPxBYSXd4n2d9PguI0uop9x3s/7tcDaCVJODuAz1r4upY5HikWWJyrKQVZTgg+ooA/R2z8XWWs6rPc6b4qjjmkkOBvV1jDE4wQNuV/8AZfeotatdCsLV9M0bX3uZuDuhXaJU9SygZPtnktXxl8J/2o/H3whhlttEWO9S7eR75tQdneUsoAAbqoGM45ySemePV/h/+2l4A1ExQeNtCuNPnLjfNbuDEfr8rH8SKAPpX4L/ABhi8KanLpuufb1sGjzEsswUqRg55OBkDHQnC++a+sPBWv8AhrxLYR6zZCOZZYxte4G2Ne4JKE7iC3PHU4r4U8I33hn4iGLW/BfjK3ltUlLPbwFcupwdmFBbAznHBPevTvh18W/FPhC/kuLnVYRZxNt+zJEVYYyNqFupHPY9/SgD65do4Zjm1tmkCAedFO7St0GPmUsBntx3J4ong1SX/SWuY0kBYI6XIBHHYjBPHGRjjJrh/hx8b9A8SDP/AAkV7HGqo2wEZOcfiOD1XHA46kDv7HWLTV4TdaZczSsSQ7PKFDZOPmLMxPTkYGB9DQBnXekXN1AzagJbp3G7L/MjEHAOJB1xznH414j+0f8AB3xD4t0yTybJykcWQZYjEc8fKvzYx+XXtX0R9nv74mOTWIHwxJM6ynKjqMgNGF6Z6ensc7UNNt9S3xxXZO5j5jShF3HB4+cnH4Ede9AH5L/Gj4L+IdF1iYS6E8jB8sty6jPXp5YxjqcFyTnpVj9mf4S3Hj3XLnw7qck0KG0lljiYmNWZQPu7Gz6AsT0zX6QeP/2ZfCfjuBoryNYGdDmWKxGG6ZJZR83P+12Nec6/+x9bfD7Rrm9+HMUTXstk0Ul/dJCr7W5OADubjHDPjpxQB+bOsaN4k0DU77wpNpc0MVpdEMhcvHIwbCtjbzxjn3r7T/Zb/wCCevwb8e/BfSPFfigte6lqYaWdIZIzHBu9FwCWx/vdeWrgvEvw58cWvjC0PxS8Dx6ppyttnkuoGbzkB5AAOcEZGckD0r7l+AmjfDfw94E03w38F7mSfRLi0882bk+daFiwMLDgqoPQ7RkDg8UAfHHxJ/4JV2B8XyaZ4ARWtZW8wgSn92MDg9Bznpu9q9N/Zr/YYl+DHiBta1zVV1AyQBTpXlhYUBxx975jx2HXtX1nqdtaW0CwzWkrmWQBobZWeIsDnnKBicDnAx2zU0Wm6TptsLefUII3IAaOCTk4wNoRX6DGPmP/AAHFAHhXxc1bxT8KPD0moeF7efR1nmzaXyxqrW1wMeVkplduBjLHOegzzXvWiftXfta+MI9A8O678bvEV1pB0lY5LSa9njV3dAH2yIwztIH3XJ6nvXP654c1HWdNubO50iGSCZflW6tAHCY+8CpYK2Bx06fWvPdJ+I0Wq6zL4eu7o299YMVlUFC0kJP+sVlOXPBHJOCOg4oA5345eDPid8F5dfu/hf4tvbtPGYNvrMd1cGeTyivzIsjAt97oFPU8infDf4qeLrjwXb+FrLTdXW8tbcLLLNa7JVwu1NxJDY6ctgACvTnuLTUrqCLSWW2nhiWRZLp0Mk0ec7flUYyR0ycDr7Ja6j4dHjh9E1qJpLi4g8xbmKEMFY4yob+EdMHjigCH9m79qv8Aau+Bcs+peF/ibPod6LhTdRLIQboggjzItwDqenzB+OlfrX/wTv8A+Ck8X7U/kfDj4l6C+l+KVtN9veNGY4dVZV3OEQqNrhQXwOCvIr8nofAvgPTrK/n1LToL5bmN/wDUwh7o5zuBlYnHBPCnOTX098B7Nvi38Kf2afHngOwtfDU+hfFe58GeKNRZ0+1S6mYRd6dctIq7pBsCqVbudueRQB+k37Vn7VPhL9lnwI3ifXdGvtSvrnEeladYwb2uZicBeo4BxkDnn3r8Ef23fiD8YPiB+0Tf/EP9oDUro6hqk2dJ0u9s5PPiQAPiONuYUKkdgMYxgV+rv/BUn9sbwB8P/hf4C1zUNRi0/TNX12NvE2s2JQ3um20EkLzW0MjDCs+XQtjoMjg5r88P2tf2i/h7+2J4D8BWOqeIJbn4yeGrjU9F1KawuPOiv9HMge0vXk2qd/lyCM9WJQnjIFAHyt8OvB17deKbnxDbaG0c1ySLSHVLQsM+p+7gdOePrmu4+G/wt8TWul6xL4r1JPtlwjJYiwldSs2CQWkyehwcZwcdOBXotl8NvDfhjT7S0SBoZli3SPtd5vujK7Ww3PXoenWsXVotdh1qbULO8kkFi4MGliMOkjEHaX3jO4Ak8DjjnrQBra23m+HLDQvEgw1nHHvaa6ZnaYDlg28q2MdumfSvL/Cfhf4ga74u1W0+0XY0q6vHngXPkq25hlQ7KOOCcDIyareJf2iodW8U2/w3063ZdUkuFWWSJOIY8j52yc7dueASPQV7t4BngttHt7PTkSIKpO6WEoZWwMHhiCD2OB1oA4D4xfBPwd8UfC0HhDxLpUNuPLCmMKsmMHIAzymDzkDPPWvn74X/APBPbW/DXx9tvF/iie4u9H02YzR38js5bavyg59vQDAHU4FfccNrHLCzNcWsksQ6Wyhio6c52kEHnvWhNodjf2ySXE95MOyupk2dOF+T5R7e/HrQB5Nqfwe8GtpUt5f6fayWe0sytpqHb/tjzQxJ75Br4w1f9myf4pfFvxP8O9JvWtpNMmefT3v7fLSqeiptxlSMHucc19eft1a0PAX7O2p/8IrNDaXd5IscU0TMkjZbDDBYn8Ac8dB0r4R8LftA/FjRtZsNU069Z7/TIxCuox7TuQciN+dx/wB0g4HagDzmTQ20/WLnwtrtjNb3FrcPDNI1rtRJA2MEEqR09AO/NaOnadqQUabZ2U9yqvjdZ225gOM5Axz/AMC+hPSvTLPwT4i+MvxPXxsdD8qTUWV9SSEuE3YAL7guQPY/TFe86X+xuNJvkh0y3KCTa0asplRSwyADtGPxx1oA+XdH8M60/ktHa6iqFs75bZcgEc4LH5foT/hXpvgT4HaxrqE2vh+8uy/zLM21AwxycLkZxj2NfTngv9jSz0mSO61iGwtznczOmM568r90/pXsHhH4aeD/AAyYYIdEtnmRSsUqttZffDHLevegD5X8E/so3EZF2lgJQWw5vQNid8fMQQfpnr2Nei6F+zjHcyA3DGR0OBOZgsK9scgHnkc5HSvoRWsLSRFjtOuMOGdw3secL3744ppsbZZftDadbKx5zcxsQfo3QZ47fXtQBxHhP4OadoEay6bo6mREILQCMowA7Yxyevc110HhfSoIkN9FcpJtyzR2sY2/kcH3/wDrVpwQWswD29sC4+ZQiLhSR1GADgdf8a4b4w/GfSPh9pMrWLi6uVZUe2hUF0yeCSpPHU5PuKAJ/iP458B+A9Ea81a8gTywEKXCp83oMRnnsOfUGvA4/jP4t1rVtTPhhFhtriGSLdaFlbkcHg8HIPB9KwvHupx+LNPuPiN8aPGq6N4fsh5zy3bhViXA2qMgF8ngDBzwB6V8X/tH/t+654re68C/AaA6F4fG6GTVfIVb7UF6b92MwqcAgDDcAkg5FAH0V8Tvi/4H+H+lf2d8QfifDZ3VsSXhe/8AOuZhnODEPmOMjpnuK8X+JP8AwUM8JRD7H8PfCt7qEkaBFvb6cwxnjqqr82M54IFfJk8891M9zczPJJIxZ5JGJZiepJPU0ygDrPif8afHvxZ1SS+8T6swhZyUsYGYQpznoSc9Byc/hXJ0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBseEvH/AIx8C3X2rwr4guLTLZeJWzG/T7yHKt0HUdq90+HX7e+uRzR6d8UdFjntyqxfbNNQxvGvQsVB+boOAQD6dq+c6KAP0d+H/ivTPFHh5PGXwy1pLu13hy0dwskkYA/jjY5z7A9ugrttA/au8aeFLpbbW7CYlSC8lxGFAXr/ABhn7HkN74Nfmf8ADP4r+PPhD4gXxL4D16WznHEiKx2Sj0Ze/wBeo7EV9U/Cz9uz4XePok0f4vaYdM1C5/dzXknz2xyT827qDwMl+m7qaAP0A+G/7TOk+N4obCQxRTNENka3D/MSDjC5XcevJJI/HFejT6rbXcQjubhoF2BDHBAGk7dCOU6n+LoOetfn/D8M9QSY+OPhd4j/ALRimzJELO+UxqhBcdCQRj8PXPAro/D/AO0j8S/hSIb+6smaJQU+zxsy7GwSWIBHbnOGHOT0xQB91W2i2dja+a9pHaQlVIl1FBvfOeQuSw9qml0TTbpMxaYt2W5DzNlD8oPy+YW578YGT+NfN/gf9tvwLdWH2vxYJLO7f/WIAyksRxllAJJxnBb9K9n8J/GLwF4ts11OHWooYplBZ5rkBsAcLkkt/wABx+dAGlqfgPR7iR01yC2PVhpsakYXnqgJ5GOpB7elY+ifDbS/Buptf+D9Chh3gbkLNFG/OQAoAB+6fmJbr2roE8R+FZB9k03WhOFHzgMSwyTztPKn0yRgGpv+Eg01oy1ldwQAZAle8AkPOflGSw4OM89O9AGdqja/j7PcWz27BSrt9pEMZJU9Cckjg89TketZdxqelaMzS6jAgUrnzHZmL98jk7u/GR249dDXNX0a3hjmm12ONS+XnmkLiRuf+A+v3unpXDeLfGHw/gvRdnxKJp4ImEDwhGZMgg5O/HOfvcH0xigDC+M/7WPg/wCGOgX94loLy9S3b7PayXKQqz9shmY4yAeOcA5618I+Df2ivGU/xNfU9TU3Mt/qG9zplq4MDO2MIwbA52jBPQema+k/2pPDXhDVJV1rxbdYhvoEeJlQCPnGFw24E+vHr9a+ebfSvg9oHjCCXwZBrMl1ZXSyy3MEzOqlTkL823b/AMBGPU9aAPvHwTN8QdO8KW9p4l8LG4nWFR59uESZiOmQrZbuM4OeT3NQa14tu9D1q21bxHYTQSlfLs3vEZpRk/Mm0MCg/Hk8dq8+0v8A4KJ6Bo1nZ6bfaGyu6BDcWsRgZ+g+9uUg8HoH5x6Vo6n+3N4DSSWK8+HTS7I8l74pJ5YxnJMgjC/gGI9KAO6i8c6Jc6/b391qLRRXFod1vf2QhiVxx8gjKjBHHJJ9q7H4k/tYL8NP2V5v2WdB+Gsl/e+KPF1v4l0HxZY3yxppV/AgjZGRUzIZIVKrlxjc3fGPl7xf+3B4V13T3vtM8FCzMPzRTRyecpwRyQcKmePUAEcdayNH/alg8Z2y2lz4AhaeWVHS5ngZwGDcNg4XI4yc8c/SgD3n9oX47fET4mfsuweAdd0ia8srfT7hIpXZ2lgnQLsYKCFII3jJ56dazv2bfDNldeG9P8f+HrVIdSt9Ga0kuLtBEHctnJZh04B6tgflXCXvxz1nVbAeck5to0Mfm29uBtOOmQOPfn8a5GD9q/x3Z2H9kR6Jb31razZTy4Ch254I2EAjBycbv1oA+mk/4Ti68aSWEGrq1xFZq88rMWV85JVNoAHOOR1rc1Dwr4gs5pEszBBJLEglvpCZJDIeScDg4zj5+mK8c+Hn7WvhL+yU1W/0qTT5Ty7TPkkbTnaOARx3LY+td14f/aw+GWpSGaHW5zLHbdJ4N7EDBO0HYep6AnrQB86ftk+A/FnwTtJPiRplxbXt1fTf8fghVJlYEEBmAxtGAMZHI5rX/Zo/4KHaJr9lB4a+LVgmkT24Cw3UDAJL9MMFU/ie9VP2zPi/8N/2htCg8K6Xra2jxSEl5FZCfYjj+Zr5/wDBnwZstH1JdL0v4x6XELklHtrq0YdcAqQy7d3PUAdeooA/RzT/ANoLwLqdiL7SvG7SW7KGWKVlLuBk9Rke/NNm/aa8FxlLJNZhll8sYKSdRjA6j5Tz2OPevjP4d/skS61P9l1PxqsBiYiV7Byh2n+ILkr0A/xr6F+Fn7HHwp8O2FneT+Iry5l6+ZdS/KTkgEFiQR16ZPHWgDA/a01Gb4/x6X4YivS9sjkxwxuGDNwAAwPH1Jqr8Gv2KPCOkSLqniVm1C4Ch44Dt4b/AGt3PHQEfl3r37Svh/4G0fbJJicrIQjIxIHBPchcdOuT7V0djfabHCiW7pCETGQdoIzjGxSCpHHOOaAOf8D/AA1sdDiFjFbrDhsvbR25UdfVm29uvT0rtLOwurG18lbREjQAeZErNGB6d1z+P4VUg8QW8TbltIFIXLSx3GQPrld2fb+VRy/Ebw7bkxXF3ZR5GDIswLbRgcgkkkc9RwKANK1W7i3xWV2zHGBAAIxsz/tL1HP3aln0tCTLNCsb5JKyMeR0yGHQ49M981yOvfHPwXodur3XjGOWObOFkUbe/c/dx7E1514y/bG8GeG4JpdO82TyY8uyShtw6Aj7w6kdeee1AHu1nZ6XaBne6mVOeYvl75PKZ6fhWb4j+KvgLwVYS39/4i2MiEkSE7m54BwT+o9DXytrX7aPjLxRpktv4R0qSWY/I6wyneoPAYrx37Y49a8/8eeM7zSfDB8YftCfEVNG0piHCSSSCWXAOY0iKgu3B+UZNAHuXxa/a08ceKt+gfDCNDFKdjTRBJHVSAOdq5B7k/Svm/4y/tIfD79mqS5ufiLqK6/4ouofMtNBs7gsVyCA0rf8sRk9ScnBIBwRXz78Z/8AgoHeTW0nhL9nXQW8P2IBjfW7lVe7nXp8ikEQg8+pw38Jr5rvb281G7lv9Qu5Z55nLzTzSFnkYnJZieSSe5oA7j47/tH/ABP/AGhdfGq+OtZP2OBydO0i3+W3s19FX+I9cscnk9BwOCoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA6HwJ8WPiV8Mbxb7wD421HS3WQPstblhGzDuU+634ivePhz/wAFDJB5dj8Z/h9HqY4Darpc/lz5GfmZJNyuemcMvTvXzNRQB90+HNe/Za+Kc+/wP8Y1gvrg4ex1jdbyu/JxGJCOen3SeM84rrLr4EfGbTNNhtfBGpwXMBO93t9TUqVyMBpFfHIHTnr681+dVbPhr4jfEHwYUPhDxzq+l+W++MafqUsIVvXCMOaAPv8A02w+PfhF/JhtLtHKL+7togsanf081k+Y/h+dReIfiT8eNNuI1gvL21iaPdM8cbdRkHLqCSMjPQD618i+Hf25P2qPDTL9l+Lt7dKp5Gp20N0WHHBaVGbt2INdzoH/AAU8+Nls23xj4O8L68gxhrvTj5i+4JZlB99tAHvkfjX4+eJ7qXSbfz3nto2eUSSkx44DE7yV9O6gelVJpfizo0SasbiKGd2LTTO/yYHbjIA9yR04rkPh3/wVe8P3Xi2O6+MvwRgXSUgcSJ4ckVpnfIKgCfgc85DDGOAa+kdC/wCCpf8AwT+8XaLPaw6dfaNqAtcW8Wu6aQJSELbfOQOqnqAXbBIwOvIB4zd+LPiF4vtYrfW9Ct9UkWPZaTx3Iyp5zjcwG3PPJ7Vg3vhC1yZ7vV7dLlvmnSBt7IwBJXPy47n5WYdOtdNZf8FBP2G/FzTT674S1/QLhjsST+z1nTbnk7VZhz9BgY4qWD40f8E7fGt9Hd3XxUazUS7jFe6dcwg/KBziPoOenoAM0AZfhnwj4X8KCLxJLePc3AlUWqBtu1j3B4Py/U4OPSrt54Lt9TuJvFNykdgjxJDENSCcp3lBPzZP49fauqs9c/YS1C5iurL9qLRIfLfJ86bHyE8qGlYN+nT8qvPdfsjXcZJ/a18JeTNEVjjn8QwYUk5yUDAZ4/ioA4m3+HK3EsFzfWCXSSPmKBn2Iw56g9cA9Mdz04rYt7Gx8OmVXhid/KMptYSVQJ042Z6DOS3auu03WP2MtFuvtlr+1Z4RLtAsTxw+IYY0IA5JCMuSDk5xz71D4m+JX7CR2RSftP6IoWIxyi1nNwkvQ/MNh3dxzwOMUAc/Y6ZNf3bDSzHbhEJRGUOc49zzyR+eaq3+o67Ktpb6z4cuRHH0uNqRSIecqMEZUjqc8gVeu/2mv+Ce2lyf2ddfHya4WMhvk0G9kVwAoCkxw7W+6O/as3xJ+2j+wHeTm5m8Xalfsv8Aq1i0S62AYA6SIvp+lAE9wPAjWJg1rUY7ZZ22rBDyQ2fvZCkD8iOetc+NJ8Jz3UmpaTr1xbRkhCXlKbx6E89f6ZAov/25/wBgOWUSXnhbxLd+S26JbfTgoyDkHDSDn8ulZtx+3l+wFZ3S3Fp8LfHdxITmWVbK0XJ5zjfcn1AxgdKAHz+H/AtiyqviYXTIMGCNDOhwf4vlGCOnJHTn1qrZ6NYTXMt/oOlXcs3mcywQ+UEx3xggHPdic/lUr/8ABRP9iGzSN9O+Afiq4kiGENzBaR4/FJzn8RVvwl/wVs+DmkeLLCwsv2cPJ0mW9RLu4v8AVFJjiLjLlVQngEn7x/GgDqNLuPiTHAdd07S9T2xjbvAOSp9HX5DkZ4B61c8P/GTx9YqttHPNb/vXWSFldSpDH+MAA9RgFjXuUv8AwU4/4JjeI5rPQvDnxKj0m9vEEJvrvwteRwW7seA8nkj5eeWYYGMkgV8k/Gj/AIKZX/wz+KXiPwLpnwc8Oaxb2GrzDTdcttVLxX1uTmG5RlQ745IysikNgq4oA9O8UfFH9oVdNE2j2txbwTsEe42Es6khQV5wTwR3qjZeMf2mJ7CO3jtr+ZJWbzDcZkDrv7ZCnPAPBzg/hXzR4i/4Kh/tFag7x+F7DQNDgdQpWy07c7Y5+Z2bn8hXEap+3P8AtXau7Pc/GXUEBJIW3ghjAyc/woD/AFoA+0L/AFr9qXVNPNhH+6ijbcvlmQylc9MHDAccZWmaT4I+Od+0upya5cO8o2yw3UgJRSOPc/kCO1fEl1+2N+0/ejFz8atbbjGRMoPr1AzWFqvx9+NmtoY9T+KuvShidx/tKRS2fUggmgD75j+EvxGkkQ/8JgsEcRZZTLcElc5B6tjt3/Kuf8UeLf2Yvg080XxK+Kttf3aff06zX7ROpOCAVQkfj09a+D9U8f8AjvXLU2OteNdXvICMGG61KWRCPozEVkUAfVnxF/4KQWWnW8+ifAX4ZW1kj/L/AGxryrNNjJ5SNeE7YyxwOCDXzX41+IHjX4jaudc8ceJrvUrk52vcy5WMHqqKPlRfZQB7Vj0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFT3d/LexW8UsUQ+zQeUrpGFZxuZgXI+8Ru2gnoqqOgFQUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV32k/tCa9o9jHZ2/w38AytGiqLi78DWMztgAZO+Mgk9Tx1Parlz+054huNJazT4V/DmG8MyumpxfDzTN6oAQU8toTEQeDnZkYPPPAB5rRXaL8evHCuHGheC8g5GfhvohH5fY67Hwd+2XrHhrQdTsdX+BHwu1jUrsRjT9Vu/hzpUTWWGy/wC7ht0STcvAyBg889KAPGqK96tf2+/GcFglsfg58PYpVYBp7DwdZ25KZ5UBYiQT6549KwI/2zvivBqcmo22leG13X/nojeG7U7I/wDnjnYMr/tfe/2u1AHklFex6v8Atx/GvVZIWih0S1WC580LbaWBvTOfKOScJwPu7Tx1qKz/AG4v2g7GBbeDX7HaLtppCdLjzIp/5YsQOUHbo3+1QB5DRXqM/wC2X+0RcwpDc+OVk2zGQmTTbdtw4whBTG0c44zz14GPP/EXi3xR4uu/tvifxBeX8m9mU3VwzhC3XaCcKOBwMDgelAGdRRRQAUUUUAFFFFABRRU9tpWqXkixWem3ErMhdVjhZiV9RgdPegCCitiw+Hvj/VSq6X4H1i5LDKi30yV88E8YX0B/Kqy6I9hrv9i+K/tGlGJj9rE9o3mxADdgRnBLkcKCVBJGWUZYAFCiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopVKA/OpIwehxzjigBKKs6To2sa9eDTtD0q5vbhgSsFpA0jkDqdqgmrF54O8XacCdQ8LalBhdx86xkXA9eR0oAzqKKKACiiigAooooAKKKKACirmi+Idf8ADd0194d1y8sJnj2PNZXLxMy5B2kqQSMqDj1A9K9FtP2zP2jLO1uLeL4hzl5xEFuDCm+HZ/c4wN38WQc+1AHl1FezXn7fP7Td19sEXjiO3F3dxTotvZoBbhN37uPOfkbIyG3H5RgjLZbe/t6/tLX0c8UvjKFVn1UXu1LJAIwM/uFHQRcjP8ZwPn65APG6K9U/4bX/AGno9Qa/tPizfwA3huFt4kTy1JOdgUqfkHZTkV0X/DyP9rlIPLg+IdtE+7PnJotsWxnOMFCp/EZ460AeE0V7747/AOCln7WHjTVxqVr42tNKjNpDFJa2Oh2ZR5FQK8uXhJ3O25uvGcDpk8lL+2h+03Mxd/ipcAk5JTT7Zc/lF09qAPL6K9U1z9tH9orXoLKG48bQwGytjCXs9ItYjcHezeZIFjwz4YJkAfKi5BO5mzpv2q/j3cKyT+PN4f727S7XP/oqgDzyitPxP4t1rxheLqOvNbyXABDzw2ccTSknOX2KNx7c9hWZQAUUUUAFFFFABRRRQB+kP/BtV+yT+wZ+3/8AtT+LP2P/ANtvwGl9dap4UbW/AGqxeLv7MuPtdnKq3WnxQqoa9ea3mNzgPmGPTZmCMHkdP10+Pv8Awa3/APBEX4NfCHXviv8AEC28SeF9K0PTJbm/1y88Y3RhtQOjsueQCQAOfxr+ar9lX9pf4p/sb/tHeC/2o/gpq32TxP4G8QW+q6ZvnnjhuvLb95aXHkSRyPbTxGSCaNXXzIZpEJw5r+sD/gqD+0V8I/21/wDg30+Iv7Tnwe8RpJ4X8c/CYatpbTTwSzW5cp5lnOLeSWNbqCQSQTRK7+XNDIhOUNAH4+f8Eqv+CWv/AAQ4/bI/as1f4La7+1vr3iSSSSX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"
Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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Which part of the body does this image belong to?
Neck
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Which is trachea in this image?
Black Hollow
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Is this a study of the neck?
Yes
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Is there small bowel in this image?
No
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Are/Is there kidneys in the picture?
No
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"
What is the shape of spinal cord about this patient?
Circular
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What role does the black hollow tissue play in the human body?
Gas delivery
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1k6z8LvCPwy8EOilbVvCnwk0KG4tR/wBM7yW0kuweByZieOtch8Tv2uP2qfjXpr6J8X/2k/HniiwkfcdO17xbeXdsDnOBFJIUUDsAABgYoA7D/h3Z+0roclqPi3B4Q+HCXKFynxI+IGlaNdxIACWawuLgXpxkAhYGYE9KiT4E/seeDLNrj4n/ALcK6zdLc7Bpvwp+Hl9qh2jqXm1Z9LjXkEbo/OHQjcK8RooA9uu/iz+w/wCB0ubf4afsk634tn3qLfU/ip4+maBlGMsLLRo7F4ieflN3KBxyeQUuP+Cg37SmkJd2Xwa1nRPhbZ3boTD8K/DdpoNwqoPljN/bIL6VepIluJM7jng4rxKigC3r/iDXvFetXPiPxRrd5qWo3sxlvL+/uXmmnkPV3dyWZj6kk1UoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
Which organs/organ in the picture belong to the digestive system?
Esophagus
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Do any of the organs in the picture belong to the urinary system?
No
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Do any of the organs in the picture belong to the lymphatic system?
No
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Is this an MRI?
No
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Is this a coronal section?
No
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Where does the picture show?
Neck
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Which is trachea in this image?
Black Hollow
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Does the spinal cord appear in this image?
Yes
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Is there femoral head in this picture?
No
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Does the humerus head exist in this picture?
No
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"
What color do the trachea show in the picture?
Black
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What is the shape of trachea in this image?
Circular
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5B9j1r9DviH4BvLe5vb62eWCEqo8yeEJ5Zzgr8sZ4zk8gV5z4y/ZoPim2MHjKaGTep+zyLKqKQAGHLEAj3AGPSgD4dor33xH+x3bzyS3Hh7V5LWOOXa4vHTHUA7QDkj3pkf7FVxAkp1HxN9xNyPaMsoI+mAenOMfjQB4LRX0cv7HmkHY6abqLAMhZHQqSCOh+fv8Ah1Fd14X/AGGPB1zNb3suhmEOcS2t8ZNzdPlQMxBz/eyMe1AHyN4d8LeIvFuoDS/DWjXF7Of4II87R6k9FHua948H/Bi0+BujWvjrxFYrfatdR4gjvLTdDbHuVGDlvRuuBwBmvqDwV+x/babHFZ+FdOtrCF2JEMUYBxxy/LAk84A59TXs2i/sz+GtY8OzeFfFWitPH5RVYUXCQ8ffACEbsnjgY/SgD89vEnxO8VXxL6nYDa85xE9kSr++OOOn8PaqkHxcvLPRJtA1LRoDaX8qvLss+QyH5drM3y9eQvb862f2y/hd4/8A2d/ipN4fj067udLvI1fTbtrEq8i91LHJUgY6YJ9q86vdf8Vaz4Pj1tBJALGYLdIjEuQx4yGB9uSR070AbreMJ7YyJa2yRb3B3hXjOCem4HJ/Kq0uv6sl6dTupSI06J5Xlr0x95tuTg8dD9K5uLxhDA227hbcqYiSS5UHkkk/IOp6VYt/EtpOSW0sxkEEfZomZT9emfxyP1oA+z/+CSfxCsbD4x6rp974hmc3NoRBYSDMckmThiy7i2OnTHua+9/Eeopqdx/ZN3ZwXE+NwRVBESc8mTay46/LgH6V+O37P/xVg8C/EO08beHrJhJazL5gDlVOP7zLIFHXpwfQV+l/hf4rQfGLwQPGnhvVW0x5kVJ0guBJdvgYKgMh2Jnv8x96AMDx/wDFPTfDnj+DTNX1bUE8uQJJY6LETExYjG92CkZ/3T1zk9uX+JOr3a6raRC4sbi4R1kBubIMQrHg/LL849SME+nFaXxm+Gumr4Alub67ntdSmlXyJboG4OT0LGUhAf4un4Cj4Ifs3W/jrSrHRvB/jO11rxXqN1GlvJKtukECs2MysTjAAJ46Zx3FAHp3wj1H9lu88HHxH8TvBl4z6RC1xql6ge3t7lsjbEkEbYPOfmZs8mv1Z/4I8fHL4KfE7w54j8JfA7wV4T07StPitbuPUvDNmIJrppS3mR3KuPMZ1KqNxyMHjsa+Tv2KP2APiP8AFj9nO8vNJ8IaFrsya/JZahI8iQKJUCqwUE4wAVOQcgNnHp6L8LP+Cdf7Vn7JvxVj+Lv7OHhuHRbr7OBqmm6eHeKeI8NGVOY36bsKMj5flzQB+otcz420/wARjWdN1XRPEgtIWnS2vLee42q6M330GMGQHoD94ccY5+JvgF/wUa8ceDPG3izTf2mI/ENvf2ChdM0qWBI7a8be3zmSUnyeByiDOMEjgA+L/tTf8FGvjX4u+IMWteGvGljoen28SxW1nbTYcNvZi6kdW+YL1zhRxQB+ssUsc0YlidWVhkMpyD+NcjqPx2+EEHgXxB8QU+JmlrofhxJF1fXYphLa2jqgLL5i5WR13KCilm3ELjcQK/N39mj/AIKdfYLTXPh5+2N4yk17wNrdhLBc+bfFL63d8ZVGQo7IwJDLvUrkFSD8rejeILGL/goh4Rs/gX+ylpcWhfDXw1HGtnBbN5VsgbgyXRXcrOdzsqAu7ZdjkljQB+eeqf8ABV/9rrxv+1BffDz9nK/8UeKvBWl6jcbtd8Y6tPI8hlZgZfLjfZECDwoY7c4Oa8j/AGrPDHieK4fVNe0Hbe3B85ptMs0YDcTglsADpn8M1+4HgH/gkL+z94N0m006W4LNb2DRvNbWSRym4aPa0m/OGGckApn3r4o/bL/YG+Lv7O/xUTUfBX7PGq/Efw88O37Xd2ZurNQG/dyMkOWVxwGRwOmRlRkgH5seDvjbKNOtfBY8ONPKikubhJXkRhjdwmMYx1OcCvWfhp8frjVnj8IDUpo594zCtwzkD6Sjd1zXG/H34KftD/C34oN8aPF3wW1jwi892ZENzbyLYSqp+eNRGvyZX+E+3Ga9v+B3wk+Jf7RPw/vvjd8PPh3djTLCVIL+4TT2VVlI+6rSIMk+g7CgDF/aF+Let/Cz4Oaj4n0HTXub9YmRHUYIUr94KoYfh9a/Mf4n638TdQ02H4+ap4lvbDVdVuZDYXcOoPC5jGVfGOWBHHJ6dq+tv+CinjEfDXw5Z6fdLdWxubh4bmO4mmZCw/hYLjb06Cviv9pz4j6f4o8KeDtG8PtZtZ2mlNuMbOw8wkE4A6Y56+vtQB5tqMFldOby9k8ySVyxaKX5tx6ksTggnv6/rSsQtvmAyRI0gO0KpbcPQlSPTrVaHW5fI8me5bCnKmONQT+OKIdTt4XzMryq33i0nmY/BgATQBppdRWW6QAtG4O5tshXn1y+D/8AW6V3f7OXj/TdE8WR6LqFvJcQ3so2vbzeWQ+RxjOR1PWvNJb8gfakVWz1YZVxz3BJB+or0v8AZb8OReOviRYaeNFuboLMrM2GYIf+Akk59h+FAH3pJ+xv4X8Y+GrXXNClKSSW4Z7e6uFVmY89Thun1rpdC+AeraDp9voIOU8sDytzO+M8gkfUc8V6t8OPDNvpvhKz0i/0aaPyIVAMsRyv5DOP85rZuEs4JvOtNJllfJBkETMBj0+YHseCDQB5LZ/seeLJpjqSeGZJ7fYwkjWPcdh/ibOQevXIrifF/wCyZotrei/v/DVvZlo9ruzRsCQenygnB9K+x/h58f5/Aukt4c12BJIWUrhseYQexGTj1HTpXJ/E7XvAtzZ3Gox2gHmIeYZCXY564Xr6Y9qAPke/+BvgSy1aSHTvDghNl+8RZbQHzm6fLhR6elTWfhnw5b28Ig8LpC0krCZ4pCG/FcjB5r1B/D+ueK9RMkaG0iKYjaWFt7DPHy4z/LrUw+Ctl503/CR3HnpcS7kaOEhkPpxk880AYfwO/Z68S/Fbxza20dnuhBUWqmFiJMtwGYt0x/Kvsn9pv/gnxrHwq+HHhrxBFqVrNp+u6azLdW8Z2eauA8Zweccfzrz/APZV8KWHgi/S2uG3WStnBuJEEigk444yfTrX258Wfix8NPG/7Kul/DcQxC90zUHfTvspwkMbD+FT0GOo9aAPx3+KvwY+Ivwy1eTVdG09p4FUgoGMiFcdgQP1ri7i01Txp4fu9J1/w0s7iLbDLJaliQeccnGAOK+2f2h/DcD6ZGogSR2U7kkkBY8ZHCnH618qXumalY+IprfRr6W3kjVgIYyFDYznoeR9aAPgv9rT4G23wl8S2uo6PZzRWeooWeNoAiRSdcLjgAjJx2xXkVfaP/BQGO21P4ZRzyQxrPayoJD8uQ24Dg9efSvi6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCfTNSv9G1CHVtKu3gubaVZIJomwyMDkEGvtH9jD4qXnjq1v9TawguLm3v4zeK6LHhHZmd8k4OPb16V8T1t+EviJ4u8DXkN54X1ia0MLMxjimcJIzLtJdQcNxx6cfWgD9X7/wCIvw5t9Je+03WrK4kmtyI7a5g+44BGI2JBzmvM/DWtX/jnUYJvE+sWc1rLG8RZ1eTCqctjBHPGOBXyr8N/2m9TtrKLxV43WwutOsY5Uu7f7URcySvkIiICuN25jnkYVs9K669/bT8OeE4ZPC3gac2ui2cUb20agtNK5GWBcNkksTnAxgCgD6H1nRZtPE5trS2to22rbLGJFCp/uMQSx49frW3pHg++065jt/8AhGhLbyWqNLeiGVUlJOSAXPz89hnHtXOfDbx/cfEG3tptegumFxCgEJLhANuQMNzjryc17T8NrbSprySzbTksFRAsSK29uPVCwOTkcfSgCpp3wX8O3BW61KT7LcMQFguIZRuGR3VAMc+uOa2IfhnaaDNGbfWp+ZDsjHmbWBHbHHJ459q9GsvDU01v9ohmt50C4WJ1aIA8AAhePTr3qwPC+qW6u40O5R3C+ZLbF8AE8cbuAT04yaAPObeU6V/ok/nRnG0kWxJ7YAI5JPTAB+uKvx3kqsrWetzDkBbZlMWAM4z8+F78ZzXTXej38RaKKwsHQkqr3KlcdTwPnVfTg/1rOvPCCQI01z4dt7pQu4uI4Z9o9gsY2+g5yfpzQB8rf8FFPBOn+OvABvbrWWW7tQWDMxc5HJRclmb9BzXyf+y/HpXjPwZ438Ba5qbQyPpYltmuI3K78FcYVvvZxxkV9o/tVW9jd6HNp9klvHKqFUt/mV1x6q2VA7nLenbivkL9nnwnr9n8c9QtVkQJLplyZJJk8rbgZBAJZMjjkY6cCgD54uUKTybtwCsUOEI6djk8fStDw7oPiDxFfRaXpenREyso8ydFjRe2TI2MDv1r6L8Lf8M2/DP4a+I9c1XS11fx7qGo7NKuNVkQWlpGSS7gYYM2e5POOBXiHiXxD4y12/mgvfFsUtu8i74LO7xHgHsi8ADnkjHHPNAHdfHj9nay+AHh/S9bu/j5pHiHUbpEkjtPD8zTrbOyhiDJvG0gEg8duvavv/8A4NsfAPxH/bi+MWq/AaLULS00jw5ZrqmtajcQq7Q25k2r5ceRvctxkk4yOa/P7x5+yTe6Zpej+KfAGv2/iDTNZtEeKO2ufLubeXo0bxSKCec/MOO+a+qP+CZnxI/aC/4Jc/H2Hx/8J/E1odbvrCI+JtELiRZbLdu8qRkbYR0JBYEH3oA/bz9sf/gjz8Nfjj+1R4P8MeEdSi8P+FvD/g6TVvGk0c8kl1cKkhjjMceCPMlIYc/KqxM3LYU8t8NP2HP2I/Bi3PhfX9Cg1UAMzrbyXP2p1yxCpKYw6/UDB+nNev8A/BMn/gpb4Y/bz8afEXWNX1TTPDXiy+0SwsNA0wzlA8Vv9ry0Lt98rLchiAxb5+BhTi1q/wCx78ZZPifompa4BaLaXTXN3qrrstVG/oXWTczH0APXpnmgD61/Z1+FPwf+Dvwm0zwp8D/Atp4f0KWP7UllaxtueSQAtJI7/PJIcAFnJOFUdAAO4rxD4h/trfstfs2aVB4V8Q/Em0v9Ut4ws2l6PJHNdOwHzyuNwVfU7mB571J4H/4KFfsneP8AwlB4t0j4qWMKTSKr2N3PGtzECfvFAxDADk7C2Bx14oA4j/gp9+xR4U/aN/Z08X+K/DlvcWHjPQ/C2o3ug3GlRxK17dRwGSOOXKFnyU2jDKfn5JwMfzueDvi/8Tvh3NNpPjRUtNWinb5L6RTNnOMmM8gdOPft0r+mKz/b8/ZL1Hx/Z/DfT/i9ZTahfSJFBKkMn2cyuwVYzKV2gkkcn5exIPFfnb/wVl/4Ip+IfjD8dPEPxe+Bfh2S8u9etX1O10y2kdWNwq5niQg5BZ8sFGBiQAdKAPzr/Z/1D4iftoftJeDvgPpWrQ6TH4l1220+514W8byW4klWMymJeuNxI5HPp1r+lr4E/A/wB+zn8KtH+D3wzsJYdK0e1WKOS6l8y4uXx888z4G+Rz8zHAHOAFUBR+fX/BIH/gmYP2QdQ0P4rftFaZY6f4t1OweezsNTume6swq7ixQ5WLb3LHI571f/AGkP+C+WmfDn4k6t4N+F3gzS9VsNN1J4ItSmlciZE4LnJQLuIOFxnB6k0AfpLXzF/wAFNv2pNZ/Z++GunaN4Ugvl1LWrsqt7a52RKo5Rip3AksvHcdPb5g8F/wDBfH4ieM7eHVLX4OeHYbAn/Sr24uZkjt1wDuZjJyOvQH9K7v4Xf8Fj/wBmX9pi9uPhn8dfhTai3iUNHqGm6hHqEDyblGQmFeE8j7rMSPYnABb/AGI/jd4G/a/0O6+CH7Ra2Wty6o84+yavEqvONh2lA5LBhtbkHPtX0t+zZ8KtG+EXwQ1T4O/Crw9/ZDaBrV3a2631sdk8mVkWbDM29WR0wePoMV4N4Y1H/gm7+yxr0fxoj+JtxcXO15NJ0tkeWRWZwRtHlJhgcj52A9zivi39pH/gq3+1tN8ZPFvxX/Z/8WQeGbO/aKxtfD/nRXTbYlCLK0ci7S55JbaGG4AMQAKAPkj/AIPCD8PPBf7W/hPwXomn2UOraz4bg1TxJbaUphjSfcUMu3G3c4AOTk9yck1+VGtaXYeL/FY8B2OoW1jaWFoqabuud3mSFVO088kk9B0x1r7E/wCCkHwZ/aX/AGp/ife/Hzxvqp8QeI74xJPb3cjCckDGEZhg9gBnGMAdsfK3jn9mv4hfD/xungPx14bvrPxE9pDcmxkiZJFSVN6A4DHJQqe/XtQB5vr3hLXfCt5Lp+u6YI5ITyXY4b6YPPrUFnp1+bd7pZ0hijUtvMiqx+mOTzX0f8DPhrq3hXx3p/hr4k2N3Ho2rObcyi2YvbuwIUhn3becZ/hOfaofjP8AD/wZpWkxazpbzJBqSzR2lxbJhC0ZIO9SCA4P91h9KAPnQ2buS8twzORncoyD+LEc/TNfUP7DS6BousRXd2ZI5Nys6CQnLZ4IBJC9em3v618/2/heESsNXvhIoAx5mFdhn038/jXoXwfvz4d1iNtJildEA+SK4IC/h835ZoA/VfwX4p0bWbGM6RvZkQCRDjP15HGc+laTrc3NyXt3ll2DJP2fcAvqMJjv2PftXzx8CfHMmo6dANUt40CoP3koVjwPUx5/DivZtP8AF41kDStN09Ilx89wzphj9FYZ9O3XFAGxf3Wn2kTTQSm6mBGLZlBf05bA6Z4NbPhnwbpe83WptFcTyLu/e4yqkZ2gAcjn1qtoWmWFlEbuW0t5HI5YwgqnPHR/lPXGc+ldDp9/Z9ILVp1x8zCJiqHp0wB/PNAE6aPoFlGrRxsCM7EaQIhPb5RnP4mnXnhbSGhNwbWMMw+WVNpC4yeoz0PU+9SW99HtZdjAgku0U2CBjHQnJ7du1Q6o2ntB5k9kWJACvK6sOPTctAHIeLfHUvhyyYacscflE4kJEuOOcZGO54qt8L/jTeak1vbaxdFZPNYwEjqPTAHH8qwfGuhWeszs09wYYIm8xv3yBXHufQ+mBXnEnjzw9olxqclhduYoXIjRIwyR5GD0yMf/AF6APVP2gPiteTmPTrKRUut6iMRqxXHGfTH5968Tur+DRtRlkltgjzlyzGM5VSOGBHX/ADzWNr3iHVdfuIPE1vMXkzkPvUHHXocHjBH4V5V+0Z+2R4f8Baa3h3w5eW9/qHl7ZIAMsjehIyAM5yc0AcB+3p460ybTx4YN0JLy4ljZwJC2NhBzyxwMY/OvlmtTxl4u1nxz4huPEuuzBp52zhfuoOyjPYVl0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWr4a1rQNKS6h1/wsuppPGBEDePCYWGcMCvXkjg9hjvWVRQB79+yP+0BrWn+K7bwX4nuby/hn3LavJcs2wnGBjIxjHXPAGBivvL4eeL9Xm1WNo7OUWLIDNPd7NiAc9QSCehOR1IGc1+SMU0sLB4ZCrA5DKcEfQ9q+gv2YP2ydQ8CTxeCviRfSy6RMQn23f88Q7bjtY9f4h0zyO4AP118I+IfDOs6XHdtplw4B2pcJOGGehKqA2e/LEDknPFdBbaELm3F3a2QjDNlPLbZnI43FOpP4cV8yeBviZbXNha+I/hzr8lxpBhEovbW48wbQvIXcwPP4ZA/2sV6d8Nf2jPCvie9+y30C+bGAouLwlGVjgH5Rk5x2+g9aAPSn0a8RTLLa3DDIAeSZZQB/dAfbk/Q8Dqe1Z1xoUN5EZoGtYULZ/eJnk9c8sP0/KuktJrvUwt3o+qIEz8qxxE5A6gAYVRzycZ7ZqPUv+Egmk+yX+oxxbBkyuoWVx6cA4JPb5cdPagDx34xfC1vE2mSaa8FpOWX5YFs0y3Xj5Tz6/MPyr5e8Lfs+z/C3x7d+ItUsfKW5t5oIomIBUEcKuwcDI5IH4194vpNq6MtvYC3XZ+8laNJfqzMwwx79cD+72rmfFPwp0LUrYpdQxRu6FluzBE0j4x83zopVenAb+goA/G3xxpht/FUstnCLWUXDqWgnxkl8dojk89PzIr6+/wCCYv7Nvwk+IngbVvGfibTLfUNY/tDYz3dskn2dADgqm3kk5OSv417L8V/2KfAfxP027t76GD7RsPk6hFa5mBJ7gKwKkj1x+dan7GvwI1H4H2OqeHbuAG1mZCZJLWRWkcKRjC7cAAgZ/WgB/jD9i74S30Zt9KtAVm/10s9ntUAYJCZYA8kZxnvxVjwl+yL8NvCtzBqK6BC00SfumcRooz7Z5JHu1ezahbWMNs00LOk6kcRRyPuxg8mQE9v4V49TzVqAxWKRKIZISVAaQTjbIQOcjcehByMYOOlAHjnxE+E2s2ItdQ8HajcWFt5gF1DAoiWPkATR5AGRg87ifQCvp+z/AGufiVe2mm+HfEnjrWL2zhgSJIvtDmI8YO7aCGwBn73JzxXns9tqUr/abq0VhKjFRbxKg5H8TRrk9+D+VeQ678QtB0vxzN4V8UapBYz2/Me5A4dSCfmLMF3ckAHk46UAerfFzT/Fmh6nefEP4Ka2i+KrtZLeJ7633xvA4xIAXztyOPlGfavH/hTon7QHw7trnw14ksEmtrmXes8M7H7Nk/MFL4wM+gz1NekWPiiG+ijSI3ka26xvFdwtsd+c9XbYDn6gZp958WrSLxnZaRe3lzcvcxbfJjuYy33v4WUAE89sd+lAHIQ3OieD/G8uj6z41a5fXLYyWclxeCN7edW3YUhs4PIyc4PGByT9I+Iv+Cln7QPiL4Y6PCniv/S/hHO8kmuTBkn1SxcIiux8wbymFVm7qQSMk58h1rwv4c8XrNbSeFrNmjhLhbmZLgk43EMDlRkjnnP4123iz9pn4M6z43/ZK+BHizQbUeEvC39v2HxN0eSzktjevekpDbho1BlQI0coKDhm5YEcAGf8Yf2/v2lfD3xAPxe0yDU203xR4Q+waVcXFw8ls4nXJMcbtyOc4Udx61jfto/slaj+yv8AAf4S+IPEPhq+Txx440F9Q8Safe2PlSaWWlLrDIoQtGUSRQyyYIdWBwQQO18bfEDR/g58DdY+BPh/wYsXgnQ/Ellf6BrfiOxb+0bSSJSv2YvnBgdo1Py84Occ4HhnxZ/aJ+NP7cPxHuvhP8XPihca3feH7yS4XU5D97TZnMwhT5V4DSFcbSAFHOOgBhaJ4Z8WePPDUHhvR75LO3eNmuZ5rOPbMBxwN43depyePwr0v4feEdA+HXghPCStENRlPE9qEEofOeGXJx146fSrdpDomkXdvpOlaYbYWlqVSJyU28AfMowCO+Tu6dO54iW78U6r4hvp5ddga4tXkS3Eu6OKNCF5UbdrEDIz19+1AHoPj3xNeqgtBpUskDRKHQzRuynPzFiHIPXPPP0rzvwj8MdQt5Ztfa9voheX8tysMzSbcOwGMAY+6qjgmvPNT+L8+tfGKH4aXMk89rGFkmngBMTsDwnzckkZyQCP6fQ+jSS3MQsI47aBP4UinJCnGACCR1wOcfhQBz3iCKx1K1t7fV9CsZ03bS88rDqMZAJUEj6g/pXLwfsv/DZvHMnjuSxe6kYgSTNlxwMBSWJIwBgZyR69K9VktEntBb3FvLPKrbYvKgIMf4nYcZ9Bx71ZFpHayJdGSJnwAVdzI65AyOnT2x36d6APGvjz4C+Hen+D1hNvYadJFfQyWtxJbIMEMGJ3MSccclRxXyZ4i0T4afEr4ZeM/gvEFi1XQ/E0+o6VqFzuHnK7kuIyCAVI6EdMg17Z/wAFRF1/xZ4V8PeBvCD+Y815JNc+W3klQoC9yCcntntXhXwX/ZJ+JOpXy6zdiXdLGFlkt2GcYzhgAC2PcnpQB4Vpvwh1/Uoh/ZtheTJE5iZfs+RuzyCWJI7dh1717J8Ef2YPFN60FzJpBiXeMK8bgEd+Dgg/XNfXHwU/ZvPg+2blf3xzJAkbM+RjvgMP90j8K9RsfAtjYyN9kkt7QbdpW5TzNp7D5QxHtnP4ZoA8a+HvwPt9GkjlcPE8R5zBkLjvyQv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What is the function of the black hollow tissue in this picture?
Gas delivery
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5B9j1r9DviH4BvLe5vb62eWCEqo8yeEJ5Zzgr8sZ4zk8gV5z4y/ZoPim2MHjKaGTep+zyLKqKQAGHLEAj3AGPSgD4dor33xH+x3bzyS3Hh7V5LWOOXa4vHTHUA7QDkj3pkf7FVxAkp1HxN9xNyPaMsoI+mAenOMfjQB4LRX0cv7HmkHY6abqLAMhZHQqSCOh+fv8Ah1Fd14X/AGGPB1zNb3suhmEOcS2t8ZNzdPlQMxBz/eyMe1AHyN4d8LeIvFuoDS/DWjXF7Of4II87R6k9FHua948H/Bi0+BujWvjrxFYrfatdR4gjvLTdDbHuVGDlvRuuBwBmvqDwV+x/babHFZ+FdOtrCF2JEMUYBxxy/LAk84A59TXs2i/sz+GtY8OzeFfFWitPH5RVYUXCQ8ffACEbsnjgY/SgD89vEnxO8VXxL6nYDa85xE9kSr++OOOn8PaqkHxcvLPRJtA1LRoDaX8qvLss+QyH5drM3y9eQvb862f2y/hd4/8A2d/ipN4fj067udLvI1fTbtrEq8i91LHJUgY6YJ9q86vdf8Vaz4Pj1tBJALGYLdIjEuQx4yGB9uSR070AbreMJ7YyJa2yRb3B3hXjOCem4HJ/Kq0uv6sl6dTupSI06J5Xlr0x95tuTg8dD9K5uLxhDA227hbcqYiSS5UHkkk/IOp6VYt/EtpOSW0sxkEEfZomZT9emfxyP1oA+z/+CSfxCsbD4x6rp974hmc3NoRBYSDMckmThiy7i2OnTHua+9/Eeopqdx/ZN3ZwXE+NwRVBESc8mTay46/LgH6V+O37P/xVg8C/EO08beHrJhJazL5gDlVOP7zLIFHXpwfQV+l/hf4rQfGLwQPGnhvVW0x5kVJ0guBJdvgYKgMh2Jnv8x96AMDx/wDFPTfDnj+DTNX1bUE8uQJJY6LETExYjG92CkZ/3T1zk9uX+JOr3a6raRC4sbi4R1kBubIMQrHg/LL849SME+nFaXxm+Gumr4Alub67ntdSmlXyJboG4OT0LGUhAf4un4Cj4Ifs3W/jrSrHRvB/jO11rxXqN1GlvJKtukECs2MysTjAAJ46Zx3FAHp3wj1H9lu88HHxH8TvBl4z6RC1xql6ge3t7lsjbEkEbYPOfmZs8mv1Z/4I8fHL4KfE7w54j8JfA7wV4T07StPitbuPUvDNmIJrppS3mR3KuPMZ1KqNxyMHjsa+Tv2KP2APiP8AFj9nO8vNJ8IaFrsya/JZahI8iQKJUCqwUE4wAVOQcgNnHp6L8LP+Cdf7Vn7JvxVj+Lv7OHhuHRbr7OBqmm6eHeKeI8NGVOY36bsKMj5flzQB+otcz420/wARjWdN1XRPEgtIWnS2vLee42q6M330GMGQHoD94ccY5+JvgF/wUa8ceDPG3izTf2mI/ENvf2ChdM0qWBI7a8be3zmSUnyeByiDOMEjgA+L/tTf8FGvjX4u+IMWteGvGljoen28SxW1nbTYcNvZi6kdW+YL1zhRxQB+ssUsc0YlidWVhkMpyD+NcjqPx2+EEHgXxB8QU+JmlrofhxJF1fXYphLa2jqgLL5i5WR13KCilm3ELjcQK/N39mj/AIKdfYLTXPh5+2N4yk17wNrdhLBc+bfFL63d8ZVGQo7IwJDLvUrkFSD8rejeILGL/goh4Rs/gX+ylpcWhfDXw1HGtnBbN5VsgbgyXRXcrOdzsqAu7ZdjkljQB+eeqf8ABV/9rrxv+1BffDz9nK/8UeKvBWl6jcbtd8Y6tPI8hlZgZfLjfZECDwoY7c4Oa8j/AGrPDHieK4fVNe0Hbe3B85ptMs0YDcTglsADpn8M1+4HgH/gkL+z94N0m006W4LNb2DRvNbWSRym4aPa0m/OGGckApn3r4o/bL/YG+Lv7O/xUTUfBX7PGq/Efw88O37Xd2ZurNQG/dyMkOWVxwGRwOmRlRkgH5seDvjbKNOtfBY8ONPKikubhJXkRhjdwmMYx1OcCvWfhp8frjVnj8IDUpo594zCtwzkD6Sjd1zXG/H34KftD/C34oN8aPF3wW1jwi892ZENzbyLYSqp+eNRGvyZX+E+3Ga9v+B3wk+Jf7RPw/vvjd8PPh3djTLCVIL+4TT2VVlI+6rSIMk+g7CgDF/aF+Let/Cz4Oaj4n0HTXub9YmRHUYIUr94KoYfh9a/Mf4n638TdQ02H4+ap4lvbDVdVuZDYXcOoPC5jGVfGOWBHHJ6dq+tv+CinjEfDXw5Z6fdLdWxubh4bmO4mmZCw/hYLjb06Cviv9pz4j6f4o8KeDtG8PtZtZ2mlNuMbOw8wkE4A6Y56+vtQB5tqMFldOby9k8ySVyxaKX5tx6ksTggnv6/rSsQtvmAyRI0gO0KpbcPQlSPTrVaHW5fI8me5bCnKmONQT+OKIdTt4XzMryq33i0nmY/BgATQBppdRWW6QAtG4O5tshXn1y+D/8AW6V3f7OXj/TdE8WR6LqFvJcQ3so2vbzeWQ+RxjOR1PWvNJb8gfakVWz1YZVxz3BJB+or0v8AZb8OReOviRYaeNFuboLMrM2GYIf+Akk59h+FAH3pJ+xv4X8Y+GrXXNClKSSW4Z7e6uFVmY89Thun1rpdC+AeraDp9voIOU8sDytzO+M8gkfUc8V6t8OPDNvpvhKz0i/0aaPyIVAMsRyv5DOP85rZuEs4JvOtNJllfJBkETMBj0+YHseCDQB5LZ/seeLJpjqSeGZJ7fYwkjWPcdh/ibOQevXIrifF/wCyZotrei/v/DVvZlo9ruzRsCQenygnB9K+x/h58f5/Aukt4c12BJIWUrhseYQexGTj1HTpXJ/E7XvAtzZ3Gox2gHmIeYZCXY564Xr6Y9qAPke/+BvgSy1aSHTvDghNl+8RZbQHzm6fLhR6elTWfhnw5b28Ig8LpC0krCZ4pCG/FcjB5r1B/D+ueK9RMkaG0iKYjaWFt7DPHy4z/LrUw+Ctl503/CR3HnpcS7kaOEhkPpxk880AYfwO/Z68S/Fbxza20dnuhBUWqmFiJMtwGYt0x/Kvsn9pv/gnxrHwq+HHhrxBFqVrNp+u6azLdW8Z2eauA8Zweccfzrz/APZV8KWHgi/S2uG3WStnBuJEEigk444yfTrX258Wfix8NPG/7Kul/DcQxC90zUHfTvspwkMbD+FT0GOo9aAPx3+KvwY+Ivwy1eTVdG09p4FUgoGMiFcdgQP1ri7i01Txp4fu9J1/w0s7iLbDLJaliQeccnGAOK+2f2h/DcD6ZGogSR2U7kkkBY8ZHCnH618qXumalY+IprfRr6W3kjVgIYyFDYznoeR9aAPgv9rT4G23wl8S2uo6PZzRWeooWeNoAiRSdcLjgAjJx2xXkVfaP/BQGO21P4ZRzyQxrPayoJD8uQ24Dg9efSvi6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCfTNSv9G1CHVtKu3gubaVZIJomwyMDkEGvtH9jD4qXnjq1v9TawguLm3v4zeK6LHhHZmd8k4OPb16V8T1t+EviJ4u8DXkN54X1ia0MLMxjimcJIzLtJdQcNxx6cfWgD9X7/wCIvw5t9Je+03WrK4kmtyI7a5g+44BGI2JBzmvM/DWtX/jnUYJvE+sWc1rLG8RZ1eTCqctjBHPGOBXyr8N/2m9TtrKLxV43WwutOsY5Uu7f7URcySvkIiICuN25jnkYVs9K669/bT8OeE4ZPC3gac2ui2cUb20agtNK5GWBcNkksTnAxgCgD6H1nRZtPE5trS2to22rbLGJFCp/uMQSx49frW3pHg++065jt/8AhGhLbyWqNLeiGVUlJOSAXPz89hnHtXOfDbx/cfEG3tptegumFxCgEJLhANuQMNzjryc17T8NrbSprySzbTksFRAsSK29uPVCwOTkcfSgCpp3wX8O3BW61KT7LcMQFguIZRuGR3VAMc+uOa2IfhnaaDNGbfWp+ZDsjHmbWBHbHHJ459q9GsvDU01v9ohmt50C4WJ1aIA8AAhePTr3qwPC+qW6u40O5R3C+ZLbF8AE8cbuAT04yaAPObeU6V/ok/nRnG0kWxJ7YAI5JPTAB+uKvx3kqsrWetzDkBbZlMWAM4z8+F78ZzXTXej38RaKKwsHQkqr3KlcdTwPnVfTg/1rOvPCCQI01z4dt7pQu4uI4Z9o9gsY2+g5yfpzQB8rf8FFPBOn+OvABvbrWWW7tQWDMxc5HJRclmb9BzXyf+y/HpXjPwZ438Ba5qbQyPpYltmuI3K78FcYVvvZxxkV9o/tVW9jd6HNp9klvHKqFUt/mV1x6q2VA7nLenbivkL9nnwnr9n8c9QtVkQJLplyZJJk8rbgZBAJZMjjkY6cCgD54uUKTybtwCsUOEI6djk8fStDw7oPiDxFfRaXpenREyso8ydFjRe2TI2MDv1r6L8Lf8M2/DP4a+I9c1XS11fx7qGo7NKuNVkQWlpGSS7gYYM2e5POOBXiHiXxD4y12/mgvfFsUtu8i74LO7xHgHsi8ADnkjHHPNAHdfHj9nay+AHh/S9bu/j5pHiHUbpEkjtPD8zTrbOyhiDJvG0gEg8duvavv/8A4NsfAPxH/bi+MWq/AaLULS00jw5ZrqmtajcQq7Q25k2r5ceRvctxkk4yOa/P7x5+yTe6Zpej+KfAGv2/iDTNZtEeKO2ufLubeXo0bxSKCec/MOO+a+qP+CZnxI/aC/4Jc/H2Hx/8J/E1odbvrCI+JtELiRZbLdu8qRkbYR0JBYEH3oA/bz9sf/gjz8Nfjj+1R4P8MeEdSi8P+FvD/g6TVvGk0c8kl1cKkhjjMceCPMlIYc/KqxM3LYU8t8NP2HP2I/Bi3PhfX9Cg1UAMzrbyXP2p1yxCpKYw6/UDB+nNev8A/BMn/gpb4Y/bz8afEXWNX1TTPDXiy+0SwsNA0wzlA8Vv9ry0Lt98rLchiAxb5+BhTi1q/wCx78ZZPifompa4BaLaXTXN3qrrstVG/oXWTczH0APXpnmgD61/Z1+FPwf+Dvwm0zwp8D/Atp4f0KWP7UllaxtueSQAtJI7/PJIcAFnJOFUdAAO4rxD4h/trfstfs2aVB4V8Q/Em0v9Ut4ws2l6PJHNdOwHzyuNwVfU7mB571J4H/4KFfsneP8AwlB4t0j4qWMKTSKr2N3PGtzECfvFAxDADk7C2Bx14oA4j/gp9+xR4U/aN/Z08X+K/DlvcWHjPQ/C2o3ug3GlRxK17dRwGSOOXKFnyU2jDKfn5JwMfzueDvi/8Tvh3NNpPjRUtNWinb5L6RTNnOMmM8gdOPft0r+mKz/b8/ZL1Hx/Z/DfT/i9ZTahfSJFBKkMn2cyuwVYzKV2gkkcn5exIPFfnb/wVl/4Ip+IfjD8dPEPxe+Bfh2S8u9etX1O10y2kdWNwq5niQg5BZ8sFGBiQAdKAPzr/Z/1D4iftoftJeDvgPpWrQ6TH4l1220+514W8byW4klWMymJeuNxI5HPp1r+lr4E/A/wB+zn8KtH+D3wzsJYdK0e1WKOS6l8y4uXx888z4G+Rz8zHAHOAFUBR+fX/BIH/gmYP2QdQ0P4rftFaZY6f4t1OweezsNTume6swq7ixQ5WLb3LHI571f/AGkP+C+WmfDn4k6t4N+F3gzS9VsNN1J4ItSmlciZE4LnJQLuIOFxnB6k0AfpLXzF/wAFNv2pNZ/Z++GunaN4Ugvl1LWrsqt7a52RKo5Rip3AksvHcdPb5g8F/wDBfH4ieM7eHVLX4OeHYbAn/Sr24uZkjt1wDuZjJyOvQH9K7v4Xf8Fj/wBmX9pi9uPhn8dfhTai3iUNHqGm6hHqEDyblGQmFeE8j7rMSPYnABb/AGI/jd4G/a/0O6+CH7Ra2Wty6o84+yavEqvONh2lA5LBhtbkHPtX0t+zZ8KtG+EXwQ1T4O/Crw9/ZDaBrV3a2631sdk8mVkWbDM29WR0wePoMV4N4Y1H/gm7+yxr0fxoj+JtxcXO15NJ0tkeWRWZwRtHlJhgcj52A9zivi39pH/gq3+1tN8ZPFvxX/Z/8WQeGbO/aKxtfD/nRXTbYlCLK0ci7S55JbaGG4AMQAKAPkj/AIPCD8PPBf7W/hPwXomn2UOraz4bg1TxJbaUphjSfcUMu3G3c4AOTk9yck1+VGtaXYeL/FY8B2OoW1jaWFoqabuud3mSFVO088kk9B0x1r7E/wCCkHwZ/aX/AGp/ife/Hzxvqp8QeI74xJPb3cjCckDGEZhg9gBnGMAdsfK3jn9mv4hfD/xungPx14bvrPxE9pDcmxkiZJFSVN6A4DHJQqe/XtQB5vr3hLXfCt5Lp+u6YI5ITyXY4b6YPPrUFnp1+bd7pZ0hijUtvMiqx+mOTzX0f8DPhrq3hXx3p/hr4k2N3Ho2rObcyi2YvbuwIUhn3becZ/hOfaofjP8AD/wZpWkxazpbzJBqSzR2lxbJhC0ZIO9SCA4P91h9KAPnQ2buS8twzORncoyD+LEc/TNfUP7DS6BousRXd2ZI5Nys6CQnLZ4IBJC9em3v618/2/heESsNXvhIoAx5mFdhn038/jXoXwfvz4d1iNtJildEA+SK4IC/h835ZoA/VfwX4p0bWbGM6RvZkQCRDjP15HGc+laTrc3NyXt3ll2DJP2fcAvqMJjv2PftXzx8CfHMmo6dANUt40CoP3koVjwPUx5/DivZtP8AF41kDStN09Ilx89wzphj9FYZ9O3XFAGxf3Wn2kTTQSm6mBGLZlBf05bA6Z4NbPhnwbpe83WptFcTyLu/e4yqkZ2gAcjn1qtoWmWFlEbuW0t5HI5YwgqnPHR/lPXGc+ldDp9/Z9ILVp1x8zCJiqHp0wB/PNAE6aPoFlGrRxsCM7EaQIhPb5RnP4mnXnhbSGhNwbWMMw+WVNpC4yeoz0PU+9SW99HtZdjAgku0U2CBjHQnJ7du1Q6o2ntB5k9kWJACvK6sOPTctAHIeLfHUvhyyYacscflE4kJEuOOcZGO54qt8L/jTeak1vbaxdFZPNYwEjqPTAHH8qwfGuhWeszs09wYYIm8xv3yBXHufQ+mBXnEnjzw9olxqclhduYoXIjRIwyR5GD0yMf/AF6APVP2gPiteTmPTrKRUut6iMRqxXHGfTH5968Tur+DRtRlkltgjzlyzGM5VSOGBHX/ADzWNr3iHVdfuIPE1vMXkzkPvUHHXocHjBH4V5V+0Z+2R4f8Baa3h3w5eW9/qHl7ZIAMsjehIyAM5yc0AcB+3p460ybTx4YN0JLy4ljZwJC2NhBzyxwMY/OvlmtTxl4u1nxz4huPEuuzBp52zhfuoOyjPYVl0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWr4a1rQNKS6h1/wsuppPGBEDePCYWGcMCvXkjg9hjvWVRQB79+yP+0BrWn+K7bwX4nuby/hn3LavJcs2wnGBjIxjHXPAGBivvL4eeL9Xm1WNo7OUWLIDNPd7NiAc9QSCehOR1IGc1+SMU0sLB4ZCrA5DKcEfQ9q+gv2YP2ydQ8CTxeCviRfSy6RMQn23f88Q7bjtY9f4h0zyO4AP118I+IfDOs6XHdtplw4B2pcJOGGehKqA2e/LEDknPFdBbaELm3F3a2QjDNlPLbZnI43FOpP4cV8yeBviZbXNha+I/hzr8lxpBhEovbW48wbQvIXcwPP4ZA/2sV6d8Nf2jPCvie9+y30C+bGAouLwlGVjgH5Rk5x2+g9aAPSn0a8RTLLa3DDIAeSZZQB/dAfbk/Q8Dqe1Z1xoUN5EZoGtYULZ/eJnk9c8sP0/KuktJrvUwt3o+qIEz8qxxE5A6gAYVRzycZ7ZqPUv+Egmk+yX+oxxbBkyuoWVx6cA4JPb5cdPagDx34xfC1vE2mSaa8FpOWX5YFs0y3Xj5Tz6/MPyr5e8Lfs+z/C3x7d+ItUsfKW5t5oIomIBUEcKuwcDI5IH4194vpNq6MtvYC3XZ+8laNJfqzMwwx79cD+72rmfFPwp0LUrYpdQxRu6FluzBE0j4x83zopVenAb+goA/G3xxpht/FUstnCLWUXDqWgnxkl8dojk89PzIr6+/wCCYv7Nvwk+IngbVvGfibTLfUNY/tDYz3dskn2dADgqm3kk5OSv417L8V/2KfAfxP027t76GD7RsPk6hFa5mBJ7gKwKkj1x+dan7GvwI1H4H2OqeHbuAG1mZCZJLWRWkcKRjC7cAAgZ/WgB/jD9i74S30Zt9KtAVm/10s9ntUAYJCZYA8kZxnvxVjwl+yL8NvCtzBqK6BC00SfumcRooz7Z5JHu1ezahbWMNs00LOk6kcRRyPuxg8mQE9v4V49TzVqAxWKRKIZISVAaQTjbIQOcjcehByMYOOlAHjnxE+E2s2ItdQ8HajcWFt5gF1DAoiWPkATR5AGRg87ifQCvp+z/AGufiVe2mm+HfEnjrWL2zhgSJIvtDmI8YO7aCGwBn73JzxXns9tqUr/abq0VhKjFRbxKg5H8TRrk9+D+VeQ678QtB0vxzN4V8UapBYz2/Me5A4dSCfmLMF3ckAHk46UAerfFzT/Fmh6nefEP4Ka2i+KrtZLeJ7633xvA4xIAXztyOPlGfavH/hTon7QHw7trnw14ksEmtrmXes8M7H7Nk/MFL4wM+gz1NekWPiiG+ijSI3ka26xvFdwtsd+c9XbYDn6gZp958WrSLxnZaRe3lzcvcxbfJjuYy33v4WUAE89sd+lAHIQ3OieD/G8uj6z41a5fXLYyWclxeCN7edW3YUhs4PIyc4PGByT9I+Iv+Cln7QPiL4Y6PCniv/S/hHO8kmuTBkn1SxcIiux8wbymFVm7qQSMk58h1rwv4c8XrNbSeFrNmjhLhbmZLgk43EMDlRkjnnP4123iz9pn4M6z43/ZK+BHizQbUeEvC39v2HxN0eSzktjevekpDbho1BlQI0coKDhm5YEcAGf8Yf2/v2lfD3xAPxe0yDU203xR4Q+waVcXFw8ls4nXJMcbtyOc4Udx61jfto/slaj+yv8AAf4S+IPEPhq+Txx440F9Q8Safe2PlSaWWlLrDIoQtGUSRQyyYIdWBwQQO18bfEDR/g58DdY+BPh/wYsXgnQ/Ellf6BrfiOxb+0bSSJSv2YvnBgdo1Py84Occ4HhnxZ/aJ+NP7cPxHuvhP8XPihca3feH7yS4XU5D97TZnMwhT5V4DSFcbSAFHOOgBhaJ4Z8WePPDUHhvR75LO3eNmuZ5rOPbMBxwN43depyePwr0v4feEdA+HXghPCStENRlPE9qEEofOeGXJx146fSrdpDomkXdvpOlaYbYWlqVSJyU28AfMowCO+Tu6dO54iW78U6r4hvp5ddga4tXkS3Eu6OKNCF5UbdrEDIz19+1AHoPj3xNeqgtBpUskDRKHQzRuynPzFiHIPXPPP0rzvwj8MdQt5Ztfa9voheX8tysMzSbcOwGMAY+6qjgmvPNT+L8+tfGKH4aXMk89rGFkmngBMTsDwnzckkZyQCP6fQ+jSS3MQsI47aBP4UinJCnGACCR1wOcfhQBz3iCKx1K1t7fV9CsZ03bS88rDqMZAJUEj6g/pXLwfsv/DZvHMnjuSxe6kYgSTNlxwMBSWJIwBgZyR69K9VktEntBb3FvLPKrbYvKgIMf4nYcZ9Bx71ZFpHayJdGSJnwAVdzI65AyOnT2x36d6APGvjz4C+Hen+D1hNvYadJFfQyWtxJbIMEMGJ3MSccclRxXyZ4i0T4afEr4ZeM/gvEFi1XQ/E0+o6VqFzuHnK7kuIyCAVI6EdMg17Z/wAFRF1/xZ4V8PeBvCD+Y815JNc+W3klQoC9yCcntntXhXwX/ZJ+JOpXy6zdiXdLGFlkt2GcYzhgAC2PcnpQB4Vpvwh1/Uoh/ZtheTJE5iZfs+RuzyCWJI7dh1717J8Ef2YPFN60FzJpBiXeMK8bgEd+Dgg/XNfXHwU/ZvPg+2blf3xzJAkbM+RjvgMP90j8K9RsfAtjYyN9kkt7QbdpW5TzNp7D5QxHtnP4ZoA8a+HvwPt9GkjlcPE8R5zBkLjvyQv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Which organs/organ in the picture belong to the digestive system?
Esophagus
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Does the picture contain the organ which has the effect of discharging waste?
No
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Does the picture contain the organ which has the effect of gas delivery?
Yes
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"
What modality is shown in this image?
MRI
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
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"
Is this a transverse plane?
Yes
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"
Do the organs in the image exist in the neck?
No
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"
Where is the brain edema?
Lower Right Lobe
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"
What is the organ system visualized?
Head
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"
What diseases are included in the picture?
Brain Edema
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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 shown in this image?
MRI
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"
What type of MRI is shown in this image?
T2
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"
In what plane is this image scanned?
Transverse Plane
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"
Which part of the human body is the organ located in the image?
Head
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"
Where is/are the abnormality located?
Lower Right Lobe
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"
What organ system is pictured?
Head
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"
Can brain edema be observed in the picture?
Yes
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"
Is brain tumor white or gray relative to other tissues?
Gray
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"
How many kinds of abnormalities are there in this image?
2
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"
What kind of symptoms will the disease on the right lobe of brain in the picture bring to the patient?
Visual impairment, vomiting, tinnitus, increased intracranial pressure
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"
How was this image taken?
MRI
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+FNFEbT3EiRLJM4UbmYAZY8KM85PAFeq6v+yJ4t8PGCWTT7i5UyMPtVkQ0bOr7SFK53YPPoRjrmvMPDPiEeF9SNxaBQWUlpFHJyCDj068V7d8IP2nB8LbeW+j1e6uBJIP9AZv3bHHG7OR1oAf4H/ZL+OHibyX8IaDqd/5i7oEt4XfcpAxjGR0PfjmvpH4k/sN+Nvhx/wTK+Is/wAXNJCarPe6XqJ0pUaRre1tpiztKyjau5XbIB6A+uK43Rv+Cq3xG8PaZLB4e06CwRkykOnYhiDHAyVUDk8EkYycmtr9n79un9pj9ozxXqvws8TeJLvWPC+t6Vc2Ws6VIoaBoJEK/Kp4VgcYI54oA/nwuIXt7h7eVdrI5VlPYg0yvT/2yPB2m+Af2jPEPhPSbCC2htGt18q2UBCxt4yzYHQsxLEdck5rzCgAooooAKKKKACiiigAooooAKKKKACiiigAr6l/4Jk+BfFWi+OL/wDaLsIFih0CJrHSrl1O4Xcw+d0wMfLDvU9P9cMZ5r5ar9jv+CUfxL+Bvhn/AIJ6+DfA3xSsdHtHv9V1S8Gp6hbO4lK3syCOTarEDA4ZR8vOc0AedeN/HA8Xay+tatBFHdSQsZGgi2bmxkkgcA5FRnXtX/sTzjqDkvECp3E7jjIr6o+LP7NNt8QPD0vjD4LfDDSdX0/7OTNc+G2N0IwRnLlCcEjnBwR6cV8p+MvDOp+GjLZ3NtLEYOHjlBTbxgZB5FAHU2epJf8AwxWz17UlZ4N00AmfLBcDgE9vb61xct+l88ixDZFGSRt7/jVS1WaSJmlBOFK/KeDT/JkEbQpBjCcYPUnigD0L9mKNrn4q2dscqqMvmSAckc8fjivp/wCOtkltpiysUjxGBjGM8D/P418tfsqanFpvxWgkuXLR70ByvQc8/rX01+054u097COCGVZA8QIC/wCfb9aAPG9H1yewSRbD5WeER8Hk7mxUvibWWOi21pOrYiiAQyLgjIyR74JNZ3g1P7R1BCeFTYzZHYHOfwOKPi/q4t5Babj+5fyyQuAPu4oA+lP2WPD+lXulRLcsCMABjzj2r5d/b1so9K+N2o6daxht0ykADp8o617z+zD43j0/So4RcLnapIU5x714H+2ZqH/CQfFa+1VQNktx8rE+iKKAPHFsZPsyzTRqy7xuCHoOa6rw74X0jxJFAlkRGCuJQ7ZIY98+lYKQCS08qPgA4ZgfpTvDfiC78OXzSL86v8oVTQB0njfRNP0aKPRdNZ5nk+WS5xwc+ntX0h+xp+0t8HP2O1s7y88JP4l1q6IbUVSYxpChPKKR1YL36Zr5dv8AVtc1m4MyQO0jbdkaAk4Hfj8K7X4T/su/tD/FHWLZ/DHw+vPKkl4up4zGij1Zm6AdaAPgD/gpb4Tt/CX7a/juPTbqSfT9R1X+0dKlmGGNrcKJYg3uFYKfcGvCa+2v+C6HwbPwT/aN8IeF7jV7DULuTwDbSX17p84kSSYTzKQSO64CfRRXxLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+2f/BMl/wDgnn4o/wCCUfw68N/H2/1OLxlZ3OuAXmgaf5k1kG1W6aPzlkkEc6FCpCDy2A/jOcD8TK/UT9l/9jn9oj4afsN/Dv4r+LfCrabpHi2C41LQpZLuJlvbOSZ2jkBRm25Ug7WwwzyAeKAPZdb+D/i/4WatL8SP2Xv2gNH1H+zsXKNY6x/Zd7GmeA1rcmMyHkZSLzh/tEV6BaaF4V/4KDfD+9/tP4i+H/CHj/RYRLqEeuOYLbUBuCF0dQcuzMBtxyxGM187SfDCDUtThlXxoNKlZ9zfapyEXIPUqGz+AzUWu/CrWPCqJq6arZalZpN80+n3BcYJ+YE8EAj2HWgDT0X4ONeeKp/Cvh2/TUIdOl8q71W3yYJJASCEJxkf5FfRvwt/Yw8IpZrqmrRrPcmLdJG4z36AVu/BrwBot/8ADOC68OWcaRfZ+Yol9QOfrmvTfAGtRQaR9ieM74iRuBxgAYwc0AeX3H7Ovw/S+uZ9N0KK2eJSiSRxBHHHYjnrXgPxq12702/bw9PfmRrcspJfnaMgZJr7H8RPbXWl3AS3MkoLAqrDOfX0NfAHx7eW0+J2paMjGV7e4O9wSSCT049KALXgjxTqImuLC2uDIkFnO6hTnJVWbHH+7+lavx81CCy8WXmmxbfkmBYDnnDH/wBlrkvhBpur3eqXaxgFwki7yeoCPuH4gn9ab8TNVn1D4h3T3VwdrodwU8g4I6/jQB6N8F/Fs1hKtpFC4yuM7v8AZ6VgfHKSTW9fVp7Jo3V2+XOSc45rP8Laha+FWg1CS9nYEglSnGPUccjmp/HeqWOt6sl1azMFdPmZugoA5CaFYU+eRQASNuOpqGK0N1OkVuux3cAGNQDz359/SreqRtFIgUiRVf5iV4IzXqXwr8QfsqSRJrnxQXX9P1C2XAs7C1ElvMQMAh+ShPfIAoA9I/ZD+AVhpl/H4ykuYrgzoFYTqAFB6jB+ldx+1J+0L418I2R+E3gHVYpr26QIG06QbVjIGN205LdjnuK8X8Q/tAz+J4m8OfCbw5d2Vi7bbeOAM8pXsScD9K7T9l34Ca5qPik+I/GnhbUXuVZPIS5gYYLEfMc+1AH54f8ABXL4E/FPwZH4D+MfxF1BWj160urC0tpXYzDyZPMLnPG0+cAPcGvi2v1I/wCDmfV9c8MePfhZ8Gb2C3NpbeHrnV4ZVTEiPLMYmjP+yBGCPqa/LegAooooAKKKKACiiigAooooAKKKKACiiigAr+gf/gmP+3D8FNI/ZW+F3wm/aV+HEGo6BJ8P9N06CaaASi2MMexXQN9wseSR3PNfz8V+lX7DeteDfjH+xBpOkQeLr2fxV4S1C4stVtbjrBbFt1qYeclFjwp4wDxQB9ff8FAPhH4Y8H/EGK+8M+G4tM0O/so7jRYoJdyT27/MsrHJBY5xtH3frXkX7LnhyHxnrms6RrNxKukw2ckt5cRt/qscKcHhjnjBqjf/ALQXxPvvhhB8GPGdsusW2lsw0i4n5mtVJ5VWPO08Hb0BrvP2MdR+Hnw6s/EHjf49TTy6JLaeTJpNlIEuL6UnIUN/CB1LUAeifsv/ABj8N+HreTwhe6mkMQnwglfoAcDmvXddj0SJm1TRdRiMEkQMmR8rfrivEvCGofso/F8eID4E+B+rw30dhjR1fXpGEUu7/Wny8GQ4OMHK8dK8iluf2l9D1TUtC07w9qr6XbFkMn2d9oAGcbiMfrQB9J+PPjl4K8A+Gb3U7rUIXu0iYWttCw5OOOB718S3+sS+Itb1PxXqALPfTM3zPz17Y5qtqmv6xrbz3ervK0iHDB3PUdRUvgTQJvFvi2DR7fXILWNn48+Xamfc4OKANn4K313ouuqYpCfMuSzK6/wtlWHI6bSam+PGjeGvDXxTuE0PUYrm080YaM/KRjp07dM19C+B/wBjjU72yvdZ1HxDoFqtto9xPbQxapGXm8uFmIAzyTiuT8aa5+xpezTS6T8MvFMN7NCnlRan4gja3U7ADgLAH5bJwXoA8m8Va9pGpeGbbTNGgjZ1jCeZjJHJJwfqTziqVixW2SOdtzL1JPHTHFXrWx0qw1O80jTLORI5EZrcHBKDB4GRWFa3P2ZnDOxxw2OtAFi9thco8JmCEtgFWH5e1R2cGiT6vZ6T4hvp4bNJM3MsSAtsz0UbsN+YrV+Hvww+JXxb1BrP4e6G1zGsmwTu6ohY8gbnIGfxqaD4SeIvh98U4/DXxe8D36OkyiWzmhaPOT/XswyKAPoPwr4h/YT8FaBHeeBdS8XC9iQHZqlvBtLY5P7pvX1BroPCn/BUnU/hfqkkXhZk1SEsN1vrVuskbqowF2qcqMcZDVgeKf2Uf2cNC0K28WXnxD1CxtL+186PSPsAkuEwcMu7eFODxux+FeNeJtT+Dc3iZfBPwy8K3ItwR5+oanKGlc59ECoo9sE+5oA+N/8Agtj8Xh+0R+2lffHWTSLXS5Nb0WwibTLRy8aGCBY2ZDjCruGAnJHvXyDX2X/wWO8N6X4Y8c/D+ysoIY55PDE0lyI4yHybgld53FScegXA65618aUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfSn/BMF/iXJ8bL+w+G9zLcb9KMuraFbxB5NRtUOW2r1zHkNkdK+a69g/YT/AGxviF+wd+014e/aR+GyRy3mkTGO7tJlBW6tHIE0Jzx8yjHNAH6ufDH9gb4n/FnRLz4tfEnVF8EeHEl8qzvNXt3je6k/uQxHDSH1OMCvOvjL+zh8WPhsk0t2tzf6FC+F1A5SJx2wT7dq9R/aK/bx+Jf7XWqWnxv1rxSb/TdRs0m0O0s5gbezhYZEKKnygr91vcHmuA8ZP+0b8dbfTNF1nWry5sJNkWl6bHMSgXOAFQcE5PXGaAOT+EP7TfxW+Cd/5/wwvY7KZeHnjtldiPQ5B4ro9a/bB+MXxV+INh4n+Jnie7uofPVTCmIogBxgIuF+texfGX4Tfs4fsMfDjTdH8RWQ8VfE2907dqthLJmy0qRx8qHbgu6gjIzjP0r5Duzq+q6gtzDYSFzN5vlxodqgnP5UAbnxDe2bxpqk2jbjaTXJePA49a53RpbuTVd2nXLxTRucle5NaGoX159hkXU4DFNIpbpjBH8q9L/Zd+EPgj4m2Ut/r3jq3067S4wIJBjepHXJ4/CgC38GvD3i/XtetL7WdbcW1uHaaRpNoCBG4xnnPTHvX118fPgh4Gu5ZW0P4Q2Vkt1pNtMb+OMsQWgQkjPC9e1eL+HdI+A/g/xRd+GItWvdTc2zRwzxsFjE54GPVfWvqi8+MPgPxH4fmt9d1uGCC10uC3n3SYPyRqh/lQB+dviHTYvDHi24ubjUWaCBSkSN94joBXHC8guLe5Rch5Mkeort/j74l8JeIPiRd6b8P1LafDLgzueZT6j2rY/ZK+FvgX4k6xq2l+MfEVrYNchILC4vZAqBy2CST0GKAPQf2XZdF8d/BCH4ceBdZks/GGmXk92bEYU3sZxjacjLjn5e4r2X9nv9rj4FeMtWg+Dn7Z2nySvp7+Tp+t3Kbp7Qg4wzH5tgP8PT2rmtU/Yy+Hv7M3xX8M6j8QPGl3pU+nXEN7LfaXKGWaMMHUr6hgPpg1wX/BR/xH+zR8TfiRqXxV+GOlXmgzXzh0hRlKTvxmQgfc3HkgetAHo/7dnxQ+BGja4vhTwNqwv7W3hCW1xGRtcE5yPavmfw18C9R+IOpjV/COpwSmRt8lrbyZYDrjpXn8bX2o3tp/wmkN68AQCJk/iXsRmvRPjx8XfCf7I/7F3ij4jeAAJ9d1zTk0zSp53UNbPcHYzqjfeKjJ45HWgD85/+Cgvia31/9qLXtOtLrz49FWLTRMlyJUdol+YqRwBk4x2INeKU6WWWeVp55Gd3Ys7u2SxPUk9zTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigD139mj9sP4h/s6THRrSKLVPD9xcrJdaVebiYefneAhh5bkcHIKnuM8j9Svgf+0n4L8d+HfD3j34L3Zl022AZrhkxPFOcGRGXJ2MDxjPv0INfixXrX7J/7XXjv9ljxcL3R4Y7/Qb25Rtd0WSNAbtACuVlKlo3UEkYO3PUGgD9Sf2itHufH2fGl+8kkvWV5uWGTu5PrzjNemf8E8Pg7ovxL8Wal4i8WaMsvh/wxoUup6k5TjCDCIx9C2K+R/D3/BRP9lr4taV/wjp8c3fhm4vpjDBbeILExKrZGGeSPfDGhyfmMgxg5AFfpxNpHhH9gX/gkwLrxHrFn/wmPxlSCWxWCdXLaayh1dWHVDE27cOCXWgD5V/av+EPhDx54KuviT4HtYbSaxuisyxAgSBiflx7dq+YvDF74j0S98nRnaJ3ZY5E2nr0GQOn1r3GT4o6le/DxPCMNtMRqF8s0UjowV8AqcevWuM8T+Ervw5LD42t7Ng1tP5V+iAk4DY34/nQBY+G2t+I/Bvi3ULfxVo7SXr2X7q4lXPlZKnI+o79s1rfEbXvEtzqOsWekvcSrLdOsEMYJz85xkD2xXp3h2y8B+NPg74s+LUl0s15oXhaa5tbdWLv5qAEDGSTyPu16/4i0nw9afFy1uPBvhOG3gv0hu0WayMR3MoZywkUNGN24kEDA7UAfH/jj9n3xb8M/AFl4o8Q6fcQalex/aJUmG0xxkfKGXqCRzz2x61zHw38KX/jbxOvh3T9RW2kYiQl3wuMZNerftSfFDWPjn8VJvhx4HaXUGlutk11Hk+e44+UZ4QAfkK4XXfg78RvhPbjxdNZlxbuv2iWBsiIH5RyOlAH6EftbeB9M1D9ijwRPqOmy6rLoPh4WcPiKKUvIZVOfKcjkqAcDPTFfnNL9p8dWsfg52VNRiuWEAlP+sQ9Bz/FnFfo9/wSs8dS/Hv4W+I/g94ruRqOnvo00lvBONwEwwR16H3r4e8U/DzTdB+O2s3F1qi2MljrEw8pIWJAWVsBQPSgDI0H9qO2+DPg680b45fD3Sdc0XQbdmdruDy7iFVzlEkXBPPY96/N/wDa2/a9+IP7WHjGHUvEMFppuhaT5kPh3QNNt/JgtIC5Ksy7jvmK7Qzk8kcYFfUH/BX39qX4E+PPC2lfCD4ZWd4niyLUhP4yu4yn2aaJUPlxso5WXeVfg9Ac4yAfgSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArtvhd+0F8T/hLdwHw9r7z2EU4kk0a/dpLSXBBIKZG3O0AshVscZriasaXqU2lXaXcKI+05KSDIb2NAH6w/s4f8Fev2Uv2h/DPhf4Z/tOfDq58AazokZt7HXfDdm8+lMgyw8xfnmjJbCjiQZOSyjp9M6v8CPhl8Uddg8NfCn49+DNTvNXl8uC1i8V2TPPIT90BZOWPYAc1+Kfgz9qrV/BbxSW3w48P3LQyK6NcQvng5xww4PSuf8Aij+0D8S/ivqX2rW9aNraRSl7PTNO/cwW/LbcKvVgGK7zliMZJoA/WT9uLxF8IP8AgmT+z5qmgXnxH0/xX498aFLaz8P6JNm3tYFkBlkeblWIAK4UEAnk5wDxnhX/AILXfBb9ps63onxF0+f4b69rVy6aRID52mwQ+TGirLcqQwlZxJ83kpGFKgngsfycuLy7vCGu7qSUjoZHLY/Oo6AP3q/4J7+Ef2ZotW/tmw/aG8B+KvF+q7m03Q9H8SW1xdxxLlpG8kP5hYKpY/LwBnNelXfwx1a41DU4/EGjn+xr1Tb3wuVCxlG4yC3GR1z261/OhY399pd3HqGm3ktvPC4aKaGQqyMOhBHINe8fD3/gqP8At/8Aw216fxHpP7UninU7i5gaKWPxRe/2vCQxBLCK9EqB+PvgbsZGeTQB+/Pwg0f4J/8ABMT4YeMfiD8Wvjh4S0Aahpxi8PjUtft0M8rkyCFQzjzJtqMfLXnAPYZr8ev2x/8Agp3oN38RdXT4QabFqst60ss2srd4hSV8lcABvN5OWwVHYNnOPi74m/FT4hfGPxfeeO/iZ4ru9X1S9meSa4upMhdzM2xFHyxoCx2ooCqDgADiufoAta1rWr+I9Vn1zXtSmu7y5kL3FzcSFndvUk/5FVaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
What type of MRI is shown in this image?
T2
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"
What scanning plane does this image belong to?
Transverse Plane
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+FNFEbT3EiRLJM4UbmYAZY8KM85PAFeq6v+yJ4t8PGCWTT7i5UyMPtVkQ0bOr7SFK53YPPoRjrmvMPDPiEeF9SNxaBQWUlpFHJyCDj068V7d8IP2nB8LbeW+j1e6uBJIP9AZv3bHHG7OR1oAf4H/ZL+OHibyX8IaDqd/5i7oEt4XfcpAxjGR0PfjmvpH4k/sN+Nvhx/wTK+Is/wAXNJCarPe6XqJ0pUaRre1tpiztKyjau5XbIB6A+uK43Rv+Cq3xG8PaZLB4e06CwRkykOnYhiDHAyVUDk8EkYycmtr9n79un9pj9ozxXqvws8TeJLvWPC+t6Vc2Ws6VIoaBoJEK/Kp4VgcYI54oA/nwuIXt7h7eVdrI5VlPYg0yvT/2yPB2m+Af2jPEPhPSbCC2htGt18q2UBCxt4yzYHQsxLEdck5rzCgAooooAKKKKACiiigAooooAKKKKACiiigAr6l/4Jk+BfFWi+OL/wDaLsIFih0CJrHSrl1O4Xcw+d0wMfLDvU9P9cMZ5r5ar9jv+CUfxL+Bvhn/AIJ6+DfA3xSsdHtHv9V1S8Gp6hbO4lK3syCOTarEDA4ZR8vOc0AedeN/HA8Xay+tatBFHdSQsZGgi2bmxkkgcA5FRnXtX/sTzjqDkvECp3E7jjIr6o+LP7NNt8QPD0vjD4LfDDSdX0/7OTNc+G2N0IwRnLlCcEjnBwR6cV8p+MvDOp+GjLZ3NtLEYOHjlBTbxgZB5FAHU2epJf8AwxWz17UlZ4N00AmfLBcDgE9vb61xct+l88ixDZFGSRt7/jVS1WaSJmlBOFK/KeDT/JkEbQpBjCcYPUnigD0L9mKNrn4q2dscqqMvmSAckc8fjivp/wCOtkltpiysUjxGBjGM8D/P418tfsqanFpvxWgkuXLR70ByvQc8/rX01+054u097COCGVZA8QIC/wCfb9aAPG9H1yewSRbD5WeER8Hk7mxUvibWWOi21pOrYiiAQyLgjIyR74JNZ3g1P7R1BCeFTYzZHYHOfwOKPi/q4t5Babj+5fyyQuAPu4oA+lP2WPD+lXulRLcsCMABjzj2r5d/b1so9K+N2o6daxht0ykADp8o617z+zD43j0/So4RcLnapIU5x714H+2ZqH/CQfFa+1VQNktx8rE+iKKAPHFsZPsyzTRqy7xuCHoOa6rw74X0jxJFAlkRGCuJQ7ZIY98+lYKQCS08qPgA4ZgfpTvDfiC78OXzSL86v8oVTQB0njfRNP0aKPRdNZ5nk+WS5xwc+ntX0h+xp+0t8HP2O1s7y88JP4l1q6IbUVSYxpChPKKR1YL36Zr5dv8AVtc1m4MyQO0jbdkaAk4Hfj8K7X4T/su/tD/FHWLZ/DHw+vPKkl4up4zGij1Zm6AdaAPgD/gpb4Tt/CX7a/juPTbqSfT9R1X+0dKlmGGNrcKJYg3uFYKfcGvCa+2v+C6HwbPwT/aN8IeF7jV7DULuTwDbSX17p84kSSYTzKQSO64CfRRXxLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+2f/BMl/wDgnn4o/wCCUfw68N/H2/1OLxlZ3OuAXmgaf5k1kG1W6aPzlkkEc6FCpCDy2A/jOcD8TK/UT9l/9jn9oj4afsN/Dv4r+LfCrabpHi2C41LQpZLuJlvbOSZ2jkBRm25Ug7WwwzyAeKAPZdb+D/i/4WatL8SP2Xv2gNH1H+zsXKNY6x/Zd7GmeA1rcmMyHkZSLzh/tEV6BaaF4V/4KDfD+9/tP4i+H/CHj/RYRLqEeuOYLbUBuCF0dQcuzMBtxyxGM187SfDCDUtThlXxoNKlZ9zfapyEXIPUqGz+AzUWu/CrWPCqJq6arZalZpN80+n3BcYJ+YE8EAj2HWgDT0X4ONeeKp/Cvh2/TUIdOl8q71W3yYJJASCEJxkf5FfRvwt/Yw8IpZrqmrRrPcmLdJG4z36AVu/BrwBot/8ADOC68OWcaRfZ+Yol9QOfrmvTfAGtRQaR9ieM74iRuBxgAYwc0AeX3H7Ovw/S+uZ9N0KK2eJSiSRxBHHHYjnrXgPxq12702/bw9PfmRrcspJfnaMgZJr7H8RPbXWl3AS3MkoLAqrDOfX0NfAHx7eW0+J2paMjGV7e4O9wSSCT049KALXgjxTqImuLC2uDIkFnO6hTnJVWbHH+7+lavx81CCy8WXmmxbfkmBYDnnDH/wBlrkvhBpur3eqXaxgFwki7yeoCPuH4gn9ab8TNVn1D4h3T3VwdrodwU8g4I6/jQB6N8F/Fs1hKtpFC4yuM7v8AZ6VgfHKSTW9fVp7Jo3V2+XOSc45rP8Laha+FWg1CS9nYEglSnGPUccjmp/HeqWOt6sl1azMFdPmZugoA5CaFYU+eRQASNuOpqGK0N1OkVuux3cAGNQDz359/SreqRtFIgUiRVf5iV4IzXqXwr8QfsqSRJrnxQXX9P1C2XAs7C1ElvMQMAh+ShPfIAoA9I/ZD+AVhpl/H4ykuYrgzoFYTqAFB6jB+ldx+1J+0L418I2R+E3gHVYpr26QIG06QbVjIGN205LdjnuK8X8Q/tAz+J4m8OfCbw5d2Vi7bbeOAM8pXsScD9K7T9l34Ca5qPik+I/GnhbUXuVZPIS5gYYLEfMc+1AH54f8ABXL4E/FPwZH4D+MfxF1BWj160urC0tpXYzDyZPMLnPG0+cAPcGvi2v1I/wCDmfV9c8MePfhZ8Gb2C3NpbeHrnV4ZVTEiPLMYmjP+yBGCPqa/LegAooooAKKKKACiiigAooooAKKKKACiiigAr+gf/gmP+3D8FNI/ZW+F3wm/aV+HEGo6BJ8P9N06CaaASi2MMexXQN9wseSR3PNfz8V+lX7DeteDfjH+xBpOkQeLr2fxV4S1C4stVtbjrBbFt1qYeclFjwp4wDxQB9ff8FAPhH4Y8H/EGK+8M+G4tM0O/so7jRYoJdyT27/MsrHJBY5xtH3frXkX7LnhyHxnrms6RrNxKukw2ckt5cRt/qscKcHhjnjBqjf/ALQXxPvvhhB8GPGdsusW2lsw0i4n5mtVJ5VWPO08Hb0BrvP2MdR+Hnw6s/EHjf49TTy6JLaeTJpNlIEuL6UnIUN/CB1LUAeifsv/ABj8N+HreTwhe6mkMQnwglfoAcDmvXddj0SJm1TRdRiMEkQMmR8rfrivEvCGofso/F8eID4E+B+rw30dhjR1fXpGEUu7/Wny8GQ4OMHK8dK8iluf2l9D1TUtC07w9qr6XbFkMn2d9oAGcbiMfrQB9J+PPjl4K8A+Gb3U7rUIXu0iYWttCw5OOOB718S3+sS+Itb1PxXqALPfTM3zPz17Y5qtqmv6xrbz3ervK0iHDB3PUdRUvgTQJvFvi2DR7fXILWNn48+Xamfc4OKANn4K313ouuqYpCfMuSzK6/wtlWHI6bSam+PGjeGvDXxTuE0PUYrm080YaM/KRjp07dM19C+B/wBjjU72yvdZ1HxDoFqtto9xPbQxapGXm8uFmIAzyTiuT8aa5+xpezTS6T8MvFMN7NCnlRan4gja3U7ADgLAH5bJwXoA8m8Va9pGpeGbbTNGgjZ1jCeZjJHJJwfqTziqVixW2SOdtzL1JPHTHFXrWx0qw1O80jTLORI5EZrcHBKDB4GRWFa3P2ZnDOxxw2OtAFi9thco8JmCEtgFWH5e1R2cGiT6vZ6T4hvp4bNJM3MsSAtsz0UbsN+YrV+Hvww+JXxb1BrP4e6G1zGsmwTu6ohY8gbnIGfxqaD4SeIvh98U4/DXxe8D36OkyiWzmhaPOT/XswyKAPoPwr4h/YT8FaBHeeBdS8XC9iQHZqlvBtLY5P7pvX1BroPCn/BUnU/hfqkkXhZk1SEsN1vrVuskbqowF2qcqMcZDVgeKf2Uf2cNC0K28WXnxD1CxtL+186PSPsAkuEwcMu7eFODxux+FeNeJtT+Dc3iZfBPwy8K3ItwR5+oanKGlc59ECoo9sE+5oA+N/8Agtj8Xh+0R+2lffHWTSLXS5Nb0WwibTLRy8aGCBY2ZDjCruGAnJHvXyDX2X/wWO8N6X4Y8c/D+ysoIY55PDE0lyI4yHybgld53FScegXA65618aUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfSn/BMF/iXJ8bL+w+G9zLcb9KMuraFbxB5NRtUOW2r1zHkNkdK+a69g/YT/AGxviF+wd+014e/aR+GyRy3mkTGO7tJlBW6tHIE0Jzx8yjHNAH6ufDH9gb4n/FnRLz4tfEnVF8EeHEl8qzvNXt3je6k/uQxHDSH1OMCvOvjL+zh8WPhsk0t2tzf6FC+F1A5SJx2wT7dq9R/aK/bx+Jf7XWqWnxv1rxSb/TdRs0m0O0s5gbezhYZEKKnygr91vcHmuA8ZP+0b8dbfTNF1nWry5sJNkWl6bHMSgXOAFQcE5PXGaAOT+EP7TfxW+Cd/5/wwvY7KZeHnjtldiPQ5B4ro9a/bB+MXxV+INh4n+Jnie7uofPVTCmIogBxgIuF+texfGX4Tfs4fsMfDjTdH8RWQ8VfE2907dqthLJmy0qRx8qHbgu6gjIzjP0r5Duzq+q6gtzDYSFzN5vlxodqgnP5UAbnxDe2bxpqk2jbjaTXJePA49a53RpbuTVd2nXLxTRucle5NaGoX159hkXU4DFNIpbpjBH8q9L/Zd+EPgj4m2Ut/r3jq3067S4wIJBjepHXJ4/CgC38GvD3i/XtetL7WdbcW1uHaaRpNoCBG4xnnPTHvX118fPgh4Gu5ZW0P4Q2Vkt1pNtMb+OMsQWgQkjPC9e1eL+HdI+A/g/xRd+GItWvdTc2zRwzxsFjE54GPVfWvqi8+MPgPxH4fmt9d1uGCC10uC3n3SYPyRqh/lQB+dviHTYvDHi24ubjUWaCBSkSN94joBXHC8guLe5Rch5Mkeort/j74l8JeIPiRd6b8P1LafDLgzueZT6j2rY/ZK+FvgX4k6xq2l+MfEVrYNchILC4vZAqBy2CST0GKAPQf2XZdF8d/BCH4ceBdZks/GGmXk92bEYU3sZxjacjLjn5e4r2X9nv9rj4FeMtWg+Dn7Z2nySvp7+Tp+t3Kbp7Qg4wzH5tgP8PT2rmtU/Yy+Hv7M3xX8M6j8QPGl3pU+nXEN7LfaXKGWaMMHUr6hgPpg1wX/BR/xH+zR8TfiRqXxV+GOlXmgzXzh0hRlKTvxmQgfc3HkgetAHo/7dnxQ+BGja4vhTwNqwv7W3hCW1xGRtcE5yPavmfw18C9R+IOpjV/COpwSmRt8lrbyZYDrjpXn8bX2o3tp/wmkN68AQCJk/iXsRmvRPjx8XfCf7I/7F3ij4jeAAJ9d1zTk0zSp53UNbPcHYzqjfeKjJ45HWgD85/+Cgvia31/9qLXtOtLrz49FWLTRMlyJUdol+YqRwBk4x2INeKU6WWWeVp55Gd3Ys7u2SxPUk9zTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigD139mj9sP4h/s6THRrSKLVPD9xcrJdaVebiYefneAhh5bkcHIKnuM8j9Svgf+0n4L8d+HfD3j34L3Zl022AZrhkxPFOcGRGXJ2MDxjPv0INfixXrX7J/7XXjv9ljxcL3R4Y7/Qb25Rtd0WSNAbtACuVlKlo3UEkYO3PUGgD9Sf2itHufH2fGl+8kkvWV5uWGTu5PrzjNemf8E8Pg7ovxL8Wal4i8WaMsvh/wxoUup6k5TjCDCIx9C2K+R/D3/BRP9lr4taV/wjp8c3fhm4vpjDBbeILExKrZGGeSPfDGhyfmMgxg5AFfpxNpHhH9gX/gkwLrxHrFn/wmPxlSCWxWCdXLaayh1dWHVDE27cOCXWgD5V/av+EPhDx54KuviT4HtYbSaxuisyxAgSBiflx7dq+YvDF74j0S98nRnaJ3ZY5E2nr0GQOn1r3GT4o6le/DxPCMNtMRqF8s0UjowV8AqcevWuM8T+Ervw5LD42t7Ng1tP5V+iAk4DY34/nQBY+G2t+I/Bvi3ULfxVo7SXr2X7q4lXPlZKnI+o79s1rfEbXvEtzqOsWekvcSrLdOsEMYJz85xkD2xXp3h2y8B+NPg74s+LUl0s15oXhaa5tbdWLv5qAEDGSTyPu16/4i0nw9afFy1uPBvhOG3gv0hu0WayMR3MoZywkUNGN24kEDA7UAfH/jj9n3xb8M/AFl4o8Q6fcQalex/aJUmG0xxkfKGXqCRzz2x61zHw38KX/jbxOvh3T9RW2kYiQl3wuMZNerftSfFDWPjn8VJvhx4HaXUGlutk11Hk+e44+UZ4QAfkK4XXfg78RvhPbjxdNZlxbuv2iWBsiIH5RyOlAH6EftbeB9M1D9ijwRPqOmy6rLoPh4WcPiKKUvIZVOfKcjkqAcDPTFfnNL9p8dWsfg52VNRiuWEAlP+sQ9Bz/FnFfo9/wSs8dS/Hv4W+I/g94ruRqOnvo00lvBONwEwwR16H3r4e8U/DzTdB+O2s3F1qi2MljrEw8pIWJAWVsBQPSgDI0H9qO2+DPg680b45fD3Sdc0XQbdmdruDy7iFVzlEkXBPPY96/N/wDa2/a9+IP7WHjGHUvEMFppuhaT5kPh3QNNt/JgtIC5Ksy7jvmK7Qzk8kcYFfUH/BX39qX4E+PPC2lfCD4ZWd4niyLUhP4yu4yn2aaJUPlxso5WXeVfg9Ac4yAfgSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArtvhd+0F8T/hLdwHw9r7z2EU4kk0a/dpLSXBBIKZG3O0AshVscZriasaXqU2lXaXcKI+05KSDIb2NAH6w/s4f8Fev2Uv2h/DPhf4Z/tOfDq58AazokZt7HXfDdm8+lMgyw8xfnmjJbCjiQZOSyjp9M6v8CPhl8Uddg8NfCn49+DNTvNXl8uC1i8V2TPPIT90BZOWPYAc1+Kfgz9qrV/BbxSW3w48P3LQyK6NcQvng5xww4PSuf8Aij+0D8S/ivqX2rW9aNraRSl7PTNO/cwW/LbcKvVgGK7zliMZJoA/WT9uLxF8IP8AgmT+z5qmgXnxH0/xX498aFLaz8P6JNm3tYFkBlkeblWIAK4UEAnk5wDxnhX/AILXfBb9ps63onxF0+f4b69rVy6aRID52mwQ+TGirLcqQwlZxJ83kpGFKgngsfycuLy7vCGu7qSUjoZHLY/Oo6AP3q/4J7+Ef2ZotW/tmw/aG8B+KvF+q7m03Q9H8SW1xdxxLlpG8kP5hYKpY/LwBnNelXfwx1a41DU4/EGjn+xr1Tb3wuVCxlG4yC3GR1z261/OhY399pd3HqGm3ktvPC4aKaGQqyMOhBHINe8fD3/gqP8At/8Aw216fxHpP7UninU7i5gaKWPxRe/2vCQxBLCK9EqB+PvgbsZGeTQB+/Pwg0f4J/8ABMT4YeMfiD8Wvjh4S0Aahpxi8PjUtft0M8rkyCFQzjzJtqMfLXnAPYZr8ev2x/8Agp3oN38RdXT4QabFqst60ss2srd4hSV8lcABvN5OWwVHYNnOPi74m/FT4hfGPxfeeO/iZ4ru9X1S9meSa4upMhdzM2xFHyxoCx2ooCqDgADiufoAta1rWr+I9Vn1zXtSmu7y5kL3FzcSFndvUk/5FVaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
Do the organs in the image exist in the pelvic cavity?
No
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"
Where is the brain tumor located?
Lower Right Lobe
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"
Is this a study of the head?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor
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+FNFEbT3EiRLJM4UbmYAZY8KM85PAFeq6v+yJ4t8PGCWTT7i5UyMPtVkQ0bOr7SFK53YPPoRjrmvMPDPiEeF9SNxaBQWUlpFHJyCDj068V7d8IP2nB8LbeW+j1e6uBJIP9AZv3bHHG7OR1oAf4H/ZL+OHibyX8IaDqd/5i7oEt4XfcpAxjGR0PfjmvpH4k/sN+Nvhx/wTK+Is/wAXNJCarPe6XqJ0pUaRre1tpiztKyjau5XbIB6A+uK43Rv+Cq3xG8PaZLB4e06CwRkykOnYhiDHAyVUDk8EkYycmtr9n79un9pj9ozxXqvws8TeJLvWPC+t6Vc2Ws6VIoaBoJEK/Kp4VgcYI54oA/nwuIXt7h7eVdrI5VlPYg0yvT/2yPB2m+Af2jPEPhPSbCC2htGt18q2UBCxt4yzYHQsxLEdck5rzCgAooooAKKKKACiiigAooooAKKKKACiiigAr6l/4Jk+BfFWi+OL/wDaLsIFih0CJrHSrl1O4Xcw+d0wMfLDvU9P9cMZ5r5ar9jv+CUfxL+Bvhn/AIJ6+DfA3xSsdHtHv9V1S8Gp6hbO4lK3syCOTarEDA4ZR8vOc0AedeN/HA8Xay+tatBFHdSQsZGgi2bmxkkgcA5FRnXtX/sTzjqDkvECp3E7jjIr6o+LP7NNt8QPD0vjD4LfDDSdX0/7OTNc+G2N0IwRnLlCcEjnBwR6cV8p+MvDOp+GjLZ3NtLEYOHjlBTbxgZB5FAHU2epJf8AwxWz17UlZ4N00AmfLBcDgE9vb61xct+l88ixDZFGSRt7/jVS1WaSJmlBOFK/KeDT/JkEbQpBjCcYPUnigD0L9mKNrn4q2dscqqMvmSAckc8fjivp/wCOtkltpiysUjxGBjGM8D/P418tfsqanFpvxWgkuXLR70ByvQc8/rX01+054u097COCGVZA8QIC/wCfb9aAPG9H1yewSRbD5WeER8Hk7mxUvibWWOi21pOrYiiAQyLgjIyR74JNZ3g1P7R1BCeFTYzZHYHOfwOKPi/q4t5Babj+5fyyQuAPu4oA+lP2WPD+lXulRLcsCMABjzj2r5d/b1so9K+N2o6daxht0ykADp8o617z+zD43j0/So4RcLnapIU5x714H+2ZqH/CQfFa+1VQNktx8rE+iKKAPHFsZPsyzTRqy7xuCHoOa6rw74X0jxJFAlkRGCuJQ7ZIY98+lYKQCS08qPgA4ZgfpTvDfiC78OXzSL86v8oVTQB0njfRNP0aKPRdNZ5nk+WS5xwc+ntX0h+xp+0t8HP2O1s7y88JP4l1q6IbUVSYxpChPKKR1YL36Zr5dv8AVtc1m4MyQO0jbdkaAk4Hfj8K7X4T/su/tD/FHWLZ/DHw+vPKkl4up4zGij1Zm6AdaAPgD/gpb4Tt/CX7a/juPTbqSfT9R1X+0dKlmGGNrcKJYg3uFYKfcGvCa+2v+C6HwbPwT/aN8IeF7jV7DULuTwDbSX17p84kSSYTzKQSO64CfRRXxLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+2f/BMl/wDgnn4o/wCCUfw68N/H2/1OLxlZ3OuAXmgaf5k1kG1W6aPzlkkEc6FCpCDy2A/jOcD8TK/UT9l/9jn9oj4afsN/Dv4r+LfCrabpHi2C41LQpZLuJlvbOSZ2jkBRm25Ug7WwwzyAeKAPZdb+D/i/4WatL8SP2Xv2gNH1H+zsXKNY6x/Zd7GmeA1rcmMyHkZSLzh/tEV6BaaF4V/4KDfD+9/tP4i+H/CHj/RYRLqEeuOYLbUBuCF0dQcuzMBtxyxGM187SfDCDUtThlXxoNKlZ9zfapyEXIPUqGz+AzUWu/CrWPCqJq6arZalZpN80+n3BcYJ+YE8EAj2HWgDT0X4ONeeKp/Cvh2/TUIdOl8q71W3yYJJASCEJxkf5FfRvwt/Yw8IpZrqmrRrPcmLdJG4z36AVu/BrwBot/8ADOC68OWcaRfZ+Yol9QOfrmvTfAGtRQaR9ieM74iRuBxgAYwc0AeX3H7Ovw/S+uZ9N0KK2eJSiSRxBHHHYjnrXgPxq12702/bw9PfmRrcspJfnaMgZJr7H8RPbXWl3AS3MkoLAqrDOfX0NfAHx7eW0+J2paMjGV7e4O9wSSCT049KALXgjxTqImuLC2uDIkFnO6hTnJVWbHH+7+lavx81CCy8WXmmxbfkmBYDnnDH/wBlrkvhBpur3eqXaxgFwki7yeoCPuH4gn9ab8TNVn1D4h3T3VwdrodwU8g4I6/jQB6N8F/Fs1hKtpFC4yuM7v8AZ6VgfHKSTW9fVp7Jo3V2+XOSc45rP8Laha+FWg1CS9nYEglSnGPUccjmp/HeqWOt6sl1azMFdPmZugoA5CaFYU+eRQASNuOpqGK0N1OkVuux3cAGNQDz359/SreqRtFIgUiRVf5iV4IzXqXwr8QfsqSRJrnxQXX9P1C2XAs7C1ElvMQMAh+ShPfIAoA9I/ZD+AVhpl/H4ykuYrgzoFYTqAFB6jB+ldx+1J+0L418I2R+E3gHVYpr26QIG06QbVjIGN205LdjnuK8X8Q/tAz+J4m8OfCbw5d2Vi7bbeOAM8pXsScD9K7T9l34Ca5qPik+I/GnhbUXuVZPIS5gYYLEfMc+1AH54f8ABXL4E/FPwZH4D+MfxF1BWj160urC0tpXYzDyZPMLnPG0+cAPcGvi2v1I/wCDmfV9c8MePfhZ8Gb2C3NpbeHrnV4ZVTEiPLMYmjP+yBGCPqa/LegAooooAKKKKACiiigAooooAKKKKACiiigAr+gf/gmP+3D8FNI/ZW+F3wm/aV+HEGo6BJ8P9N06CaaASi2MMexXQN9wseSR3PNfz8V+lX7DeteDfjH+xBpOkQeLr2fxV4S1C4stVtbjrBbFt1qYeclFjwp4wDxQB9ff8FAPhH4Y8H/EGK+8M+G4tM0O/so7jRYoJdyT27/MsrHJBY5xtH3frXkX7LnhyHxnrms6RrNxKukw2ckt5cRt/qscKcHhjnjBqjf/ALQXxPvvhhB8GPGdsusW2lsw0i4n5mtVJ5VWPO08Hb0BrvP2MdR+Hnw6s/EHjf49TTy6JLaeTJpNlIEuL6UnIUN/CB1LUAeifsv/ABj8N+HreTwhe6mkMQnwglfoAcDmvXddj0SJm1TRdRiMEkQMmR8rfrivEvCGofso/F8eID4E+B+rw30dhjR1fXpGEUu7/Wny8GQ4OMHK8dK8iluf2l9D1TUtC07w9qr6XbFkMn2d9oAGcbiMfrQB9J+PPjl4K8A+Gb3U7rUIXu0iYWttCw5OOOB718S3+sS+Itb1PxXqALPfTM3zPz17Y5qtqmv6xrbz3ervK0iHDB3PUdRUvgTQJvFvi2DR7fXILWNn48+Xamfc4OKANn4K313ouuqYpCfMuSzK6/wtlWHI6bSam+PGjeGvDXxTuE0PUYrm080YaM/KRjp07dM19C+B/wBjjU72yvdZ1HxDoFqtto9xPbQxapGXm8uFmIAzyTiuT8aa5+xpezTS6T8MvFMN7NCnlRan4gja3U7ADgLAH5bJwXoA8m8Va9pGpeGbbTNGgjZ1jCeZjJHJJwfqTziqVixW2SOdtzL1JPHTHFXrWx0qw1O80jTLORI5EZrcHBKDB4GRWFa3P2ZnDOxxw2OtAFi9thco8JmCEtgFWH5e1R2cGiT6vZ6T4hvp4bNJM3MsSAtsz0UbsN+YrV+Hvww+JXxb1BrP4e6G1zGsmwTu6ohY8gbnIGfxqaD4SeIvh98U4/DXxe8D36OkyiWzmhaPOT/XswyKAPoPwr4h/YT8FaBHeeBdS8XC9iQHZqlvBtLY5P7pvX1BroPCn/BUnU/hfqkkXhZk1SEsN1vrVuskbqowF2qcqMcZDVgeKf2Uf2cNC0K28WXnxD1CxtL+186PSPsAkuEwcMu7eFODxux+FeNeJtT+Dc3iZfBPwy8K3ItwR5+oanKGlc59ECoo9sE+5oA+N/8Agtj8Xh+0R+2lffHWTSLXS5Nb0WwibTLRy8aGCBY2ZDjCruGAnJHvXyDX2X/wWO8N6X4Y8c/D+ysoIY55PDE0lyI4yHybgld53FScegXA65618aUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfSn/BMF/iXJ8bL+w+G9zLcb9KMuraFbxB5NRtUOW2r1zHkNkdK+a69g/YT/AGxviF+wd+014e/aR+GyRy3mkTGO7tJlBW6tHIE0Jzx8yjHNAH6ufDH9gb4n/FnRLz4tfEnVF8EeHEl8qzvNXt3je6k/uQxHDSH1OMCvOvjL+zh8WPhsk0t2tzf6FC+F1A5SJx2wT7dq9R/aK/bx+Jf7XWqWnxv1rxSb/TdRs0m0O0s5gbezhYZEKKnygr91vcHmuA8ZP+0b8dbfTNF1nWry5sJNkWl6bHMSgXOAFQcE5PXGaAOT+EP7TfxW+Cd/5/wwvY7KZeHnjtldiPQ5B4ro9a/bB+MXxV+INh4n+Jnie7uofPVTCmIogBxgIuF+texfGX4Tfs4fsMfDjTdH8RWQ8VfE2907dqthLJmy0qRx8qHbgu6gjIzjP0r5Duzq+q6gtzDYSFzN5vlxodqgnP5UAbnxDe2bxpqk2jbjaTXJePA49a53RpbuTVd2nXLxTRucle5NaGoX159hkXU4DFNIpbpjBH8q9L/Zd+EPgj4m2Ut/r3jq3067S4wIJBjepHXJ4/CgC38GvD3i/XtetL7WdbcW1uHaaRpNoCBG4xnnPTHvX118fPgh4Gu5ZW0P4Q2Vkt1pNtMb+OMsQWgQkjPC9e1eL+HdI+A/g/xRd+GItWvdTc2zRwzxsFjE54GPVfWvqi8+MPgPxH4fmt9d1uGCC10uC3n3SYPyRqh/lQB+dviHTYvDHi24ubjUWaCBSkSN94joBXHC8guLe5Rch5Mkeort/j74l8JeIPiRd6b8P1LafDLgzueZT6j2rY/ZK+FvgX4k6xq2l+MfEVrYNchILC4vZAqBy2CST0GKAPQf2XZdF8d/BCH4ceBdZks/GGmXk92bEYU3sZxjacjLjn5e4r2X9nv9rj4FeMtWg+Dn7Z2nySvp7+Tp+t3Kbp7Qg4wzH5tgP8PT2rmtU/Yy+Hv7M3xX8M6j8QPGl3pU+nXEN7LfaXKGWaMMHUr6hgPpg1wX/BR/xH+zR8TfiRqXxV+GOlXmgzXzh0hRlKTvxmQgfc3HkgetAHo/7dnxQ+BGja4vhTwNqwv7W3hCW1xGRtcE5yPavmfw18C9R+IOpjV/COpwSmRt8lrbyZYDrjpXn8bX2o3tp/wmkN68AQCJk/iXsRmvRPjx8XfCf7I/7F3ij4jeAAJ9d1zTk0zSp53UNbPcHYzqjfeKjJ45HWgD85/+Cgvia31/9qLXtOtLrz49FWLTRMlyJUdol+YqRwBk4x2INeKU6WWWeVp55Gd3Ys7u2SxPUk9zTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigD139mj9sP4h/s6THRrSKLVPD9xcrJdaVebiYefneAhh5bkcHIKnuM8j9Svgf+0n4L8d+HfD3j34L3Zl022AZrhkxPFOcGRGXJ2MDxjPv0INfixXrX7J/7XXjv9ljxcL3R4Y7/Qb25Rtd0WSNAbtACuVlKlo3UEkYO3PUGgD9Sf2itHufH2fGl+8kkvWV5uWGTu5PrzjNemf8E8Pg7ovxL8Wal4i8WaMsvh/wxoUup6k5TjCDCIx9C2K+R/D3/BRP9lr4taV/wjp8c3fhm4vpjDBbeILExKrZGGeSPfDGhyfmMgxg5AFfpxNpHhH9gX/gkwLrxHrFn/wmPxlSCWxWCdXLaayh1dWHVDE27cOCXWgD5V/av+EPhDx54KuviT4HtYbSaxuisyxAgSBiflx7dq+YvDF74j0S98nRnaJ3ZY5E2nr0GQOn1r3GT4o6le/DxPCMNtMRqF8s0UjowV8AqcevWuM8T+Ervw5LD42t7Ng1tP5V+iAk4DY34/nQBY+G2t+I/Bvi3ULfxVo7SXr2X7q4lXPlZKnI+o79s1rfEbXvEtzqOsWekvcSrLdOsEMYJz85xkD2xXp3h2y8B+NPg74s+LUl0s15oXhaa5tbdWLv5qAEDGSTyPu16/4i0nw9afFy1uPBvhOG3gv0hu0WayMR3MoZywkUNGN24kEDA7UAfH/jj9n3xb8M/AFl4o8Q6fcQalex/aJUmG0xxkfKGXqCRzz2x61zHw38KX/jbxOvh3T9RW2kYiQl3wuMZNerftSfFDWPjn8VJvhx4HaXUGlutk11Hk+e44+UZ4QAfkK4XXfg78RvhPbjxdNZlxbuv2iWBsiIH5RyOlAH6EftbeB9M1D9ijwRPqOmy6rLoPh4WcPiKKUvIZVOfKcjkqAcDPTFfnNL9p8dWsfg52VNRiuWEAlP+sQ9Bz/FnFfo9/wSs8dS/Hv4W+I/g94ruRqOnvo00lvBONwEwwR16H3r4e8U/DzTdB+O2s3F1qi2MljrEw8pIWJAWVsBQPSgDI0H9qO2+DPg680b45fD3Sdc0XQbdmdruDy7iFVzlEkXBPPY96/N/wDa2/a9+IP7WHjGHUvEMFppuhaT5kPh3QNNt/JgtIC5Ksy7jvmK7Qzk8kcYFfUH/BX39qX4E+PPC2lfCD4ZWd4niyLUhP4yu4yn2aaJUPlxso5WXeVfg9Ac4yAfgSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArtvhd+0F8T/hLdwHw9r7z2EU4kk0a/dpLSXBBIKZG3O0AshVscZriasaXqU2lXaXcKI+05KSDIb2NAH6w/s4f8Fev2Uv2h/DPhf4Z/tOfDq58AazokZt7HXfDdm8+lMgyw8xfnmjJbCjiQZOSyjp9M6v8CPhl8Uddg8NfCn49+DNTvNXl8uC1i8V2TPPIT90BZOWPYAc1+Kfgz9qrV/BbxSW3w48P3LQyK6NcQvng5xww4PSuf8Aij+0D8S/ivqX2rW9aNraRSl7PTNO/cwW/LbcKvVgGK7zliMZJoA/WT9uLxF8IP8AgmT+z5qmgXnxH0/xX498aFLaz8P6JNm3tYFkBlkeblWIAK4UEAnk5wDxnhX/AILXfBb9ps63onxF0+f4b69rVy6aRID52mwQ+TGirLcqQwlZxJ83kpGFKgngsfycuLy7vCGu7qSUjoZHLY/Oo6AP3q/4J7+Ef2ZotW/tmw/aG8B+KvF+q7m03Q9H8SW1xdxxLlpG8kP5hYKpY/LwBnNelXfwx1a41DU4/EGjn+xr1Tb3wuVCxlG4yC3GR1z261/OhY399pd3HqGm3ktvPC4aKaGQqyMOhBHINe8fD3/gqP8At/8Aw216fxHpP7UninU7i5gaKWPxRe/2vCQxBLCK9EqB+PvgbsZGeTQB+/Pwg0f4J/8ABMT4YeMfiD8Wvjh4S0Aahpxi8PjUtft0M8rkyCFQzjzJtqMfLXnAPYZr8ev2x/8Agp3oN38RdXT4QabFqst60ss2srd4hSV8lcABvN5OWwVHYNnOPi74m/FT4hfGPxfeeO/iZ4ru9X1S9meSa4upMhdzM2xFHyxoCx2ooCqDgADiufoAta1rWr+I9Vn1zXtSmu7y5kL3FzcSFndvUk/5FVaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
What density is the abnormality?
Hyperdense
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"
How much damage will be caused to the body taking such an image?
None
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Is this image taken via CT?
No
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FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
Is this an MRI image with T2 weighted?
Yes
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FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
In what plane is this image scanned?
Transverse Plane
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Which part of the body does this image belong to?
Head
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FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
Where is/are the abnormality located?
Upper Left Lobe
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FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
Which organ system is imaged?
Head
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"
What disease is/are shown on the upper left of brain?
Brain Edema
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How to treat the disease on the upper left of brain in this image?
Pharmacotherapy, rehabilitation
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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?
Brain Edema
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"
Is the brain healthy?
No
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KoG3ju9QRWnVQ0gUE/wAOe9AF3w7D4SM0a6jbXMzDtE4X88qa7P4rfBvwp8SPhPqfhHRvONhr2ktGFlk3PBcD5o8lducOqNjjI47mtvwL4V+FmiyRnVvtmqYwZTayLAB7DcGJ+vFfR/w48Dfs1+PtLt7Szv8AUtCkLqFjvys0ZbAGd6qpUcehoA/nzu7drS7ltGbJikZCcdcHFR19Jf8ABWn9n6w/Zq/br8ZfDjRtGNlYmS3vbVftXnLL58EcryK2fus7MR04IwMV820AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoT/wAG5cZl/bjtPPnEcUHh/VJw8gyiFDZlifw9x2FfntX6F/8ABGPwJ4u8Cah428fz2Xl3kPhu0GmhJQ2YNQMchbKklSY7dSBwwBzxigD9Ff2gPGml/EzxXqF7daBbRS+aRa3MAMOTnOQgJUfTv165rxK7tra01iC8nsysy/JKGA4POPzA/wA5ro5fE/8AaFyZJ0Y7xskSSQt9eWyTXN6try2Fvd6JPoceYZVubO4iXY2OcqccMPm9OOaAO3g0/wAB+ILaCddZg0XUhKqwtKS0Mr/MSGbPyHG3HbIPTiuf1NNF/tSXTru1WZSwWOaKTAIGRnOMEEZNU9c0y8vdLtb/AE5W2iVHCbjhsnoOnqfzrS8UQaL4W1y0vdLvIru2u9PguJIkmDPbFowSjgE7W5DgEA7XQ45yQCSbwH5/w28S6vaBSsE6hMsASAg/P8K+eJQDd7VJJyT8ozzn/PWvu6f4eWlx+ztqeqWFn5ou900eP4lMac/z/P8AL4t8YeHZdI1tbSCIrJ5hZ0CHJGRgnnA/z70AfYf/AATih1S+0a+vbaCeJonCrdGAqqqD8wUsuGPbjpyeOM/Zg8EW3iPw7NDDGUVWRApJOA2O55zyT+VeBfsDeG4PCfwh02RbMs91B58xK9CzHH4dK+0/BPhNv+EKtXu41E19fxsR/dUY4H0AoA7rw1pEHhzTYdJtmTyoo1UnI4Ar8+f+Co3ilNA0XXnu5/LN1dLGiZ/hLbz/AOOj9a/RPXILe10S5aWJSoQ7cjqf5+9flL/wV81KNorVp7iVyUkLq0mTuwV7/UH6UAfnpE88ds0zDq2SpqvIbi6iZ7eEkA4HPf3rSMMElqwkhOMcAMAO3H1o01obGCaWSFTGwICOff2oA0vA2p6ho10L69uV8hTzvUN07AHrXpPh348alrc8elaNZ28EMcoHmQ24U5HuK8b1CZJ2EULqodsFY8kj869i+CvivwX8PLK1lufCdjfyrOGdbkMSwyDgYIxQB8M/8Fjdb1zX/wBsSW+8RyO92PCukLI0g5IFlFt/8dKj8K+U6+qf+CyfinTfG/7cuueLtIhkit9Q0XSZ0t5MZhLafbsUGABhScD2Ar5WoAKKKKACiiigAooooAKKKKACiiigAooooAK/Vf8A4I93fiCX4feIrfSbZvtGtQaJaqG53RW9gv5jPb3r8qK/YD/gi7a58B+G9Zs0Uf2nIQUA52W9pFAW/wC+4pD+dAH0BfeF4LXWF0LxTpP2Oacny7iOLyw7/wAIORgjjnbz3OawPEE2haUbTVtY8NNdS2reTcITgMmTx8u3J4xmvafGvjDSfFisk9u6yLPLDFPDGGUOhAKyBhtAPBG7g9K848c+KvNA0rWdMsWfyMSreaewkbB+8HjliLL93DHfznLHsAJrfi7wD4f8KnRvCnha2RL15lgv9QgldltxK6DKPKUfKhMABc7jnI4rmPiN8YfHHxL8Lad4V8VzaPImhvNHbXOnaQLSWYMRtM5UlZT5axhG4wFK4+Wo5vij4X1Lw2fCOseFNPL2JcwXkL3EUyxvgk4aVkIVkVvmDHBbkYrAa8bSne9tLBjIzrGm7a6cNxlWHzd8ocg45PGQAfXf7K2oab8Sv2f5/C9pMnnWds9vIjJ8wYIGG72PX9K+SPjn4Ze4+ISS6WRAba5EcsEkieZGw5K/L9G568V9HfsD22paJdeM/GtxpxsNKl0+R7ezM2VV8uFGSB0DgZwOledfBf8AZ01745ftXaRoc5LJNevK1umDvVDz65HOSfrngcgH3X8JfAmmeAfhJ4Ygls1hkOm2xcEcgtEh5569OPb617R4D8S2Ota/pHhSKQjZbTSSkLwNq7f5sPzryf8AaZ+JvgvwLfr4da8UW9nAsKKGGAEUDP6GsP8AYq+OugfET9o+bSba+JS10CSOMFsAu8q5/IBefb8AAfX2v6WbnwvJtUFthOCTntj/AD71+T//AAWn8KvYf2Fq7M0Ud5bTxybx/wAtY5F29O+Hx9FFfrzbxW0sC2rBiCh+Yr06D+X8q/Of/gvL4FtYP2dtG8XBcG18Ux2pc+kqMxH/AJDH60Afk3HDI9hkcsqDAAPYgZqOwkkt7SRBBFKoORuPOeemKu3SLbW/lq+Mfwg9f881k2lwlhbPJONzuMxoB056k/5NAGp4c8Jar4qvlgs5LdSx4EtykYP/AH0RXqejfBaHwlaR+Ifidqy2Nih3JFDzLcY7Rk8f8CGRwa8b0Sz1LWLrFvA20DJwfu/j2rp9A8IeI9buxZyrdSxw/eViSi+vPQCgD5H/AOCs2m3WqftIL8U9J8KrpnhvX9Js7fQVW58wkWdpb20iucA79yBz2xIvPUD5br7l/wCCv3hX/hG/h78KZDexyme911SkXITamnHGf+BV8NUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfq7/wAEE/Gbp8Ir99ZuTIui6zqdvp0W4kxiS2tX7njJd/QV+UVfcf8AwRB+KOk+FPip4t8E6oJs6jptrfRyBR5cccMjRS7jnOSbmIjgjCt0wMgH6X3/AIo8S+DYdZvPDcnmWmqeUmqW+P3czKpkGT2ZTMSCOQTXmmtfFW/tvk1DTlu7Mtua01CLzFXt8ki4kjPX5lKsOea+itJ+FWn+L9H+1+FtQt57eXL7YZ1OWPr6n61x3i/9jT4pa5HJbeH9PtEt5gN81xgKgznIP+FAHkkOj/DDxbbp4o8I69cadeWvzzaXqlwj88DdBOdgdT/zzk2so2gvLkkU/D/hzUfFPxE0/wAEeGHWOxnuBN5XnrKtuSHyA6Ha4SN9owSAdwBOAR6Pp/7D2jeH4/s/iPx3cGbrItkiomevGc/yr0z4FfCD4XfDTU7jXNKc3V3DCxkuruYM20c4XhVGeMkDoaAO21fw9Z+CPhlp/gDQEX7TqsypOSwH7qPlicepIH1x7V7pYWvw4/YL/Z+vfjx4piii1++01rbSo9ihxLKAXwevyr8p7ZOOoNfKTfFu18R/HDS0vNTEVtHcxRK7jKxxht8jHjHQAD3P5eQ/8FRv259S/aU8fp4T8MXpTw9oUfkWccTnZI/QuPXnPPckmgDi/jp+1l4p+LWt3niOS8lWOQSyLGG4Ea/Md3PPAz09a0f2Xv2lfFX7Nvxv0rx5rkjSWcoigv8ADcIGbOTg8HPY14Z4OurgaXdx2xaS5/sW52GMA4YxNg4wcnJHUevSt74oX9kdZ1nQ2ciSWKU27joTHKwHX128Hr81AH9F/wAGvH/hn4weB9P+IPhDUI7i11C3WUPGeVbaNwx65r5K/wCC52gQ6r+xLcwx8y2ni/T72L12IJVbp7SfpXyZ/wAEfv8AgpJf/CWG4+CfxGvZTYu27TrknOzoNpBP+ea9Q/4KxftYaJ8RPhLF4H0G+WRbq4Vm2vzjhqAPy11uYkO6FmwSAXOMngd6yFgeZjmMEb8jDdc9O9aGusq2bo74YnJzwcf5NZ+n315GogtpZxuOQiJk5yeBzQBetY9XWI7cQIuc7pFGT+fNd58H7C78R340u78RQWSythZLmQhD04yAcf8A165Pwt4WbXdWW41WG6U7wXEkgw34Y4r3f4a/AXUPFUTP4T0SW6lQbXeFCQhoA/Of/grj4q8Sw/tQyfBPUNWM2neC9MtRZww3Ylt2mvLaG6knTHAZkkgRjyT5C+gA+Wa9I/a8+K+hfG79o7xR8S/DEMiadfXUUViZXy0kUEEdusnQYDiLeF6gMAc4zXm9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXqX7F/xUtfg/8AtKeF/FOr3bQ6XPfCw1hjf/Z4xbXA8ppJGwQUjLLNtYYJiHI4YeW0AkHINAH7tad4VutItV17wP8AEW60KYDn7Re7EY+m5f5FTVyP9o39ofQbFrD/AIW1ZXOwEhZvLckDnqijP618nfsMfE3xt+0f8ALAXOpv/aWhzf2VqF3cSEtOY0Uxy7iWYlo2Tcx5Lq56V6B4u+FXxE0fz4bzU3RYxmXfJk4xnuRnj09aAOs179rnx3q00o1jV1E27bvjPDn1HBwPqKn8M/tH67cWU1jFM7O6MXkMmAijqSeB09fUD2rzf4f/AAktfEtpe6trF1LFFYqWlkZWPfCj5emW4545AzyM4niyz0jRb5LLTyXKp88mcZI7D0+p9aAO+1HxHrF7evdJrrAXCHMiS/fUkj6ryD19vUGuJ160GqapHpukQtKykGV4myFXIJJPbv8AhUNldazqFxFpWhR+dI0LGVVfaQM8fj/h+UGi61rHw98VreaxZ7o5jtkWVScAHkgjtyf8O1AHYeEvDcuhSXEiQ71NnLsIfqfKZscdDhfr1rf+MXwwvT4z1PTLI3Ru7a/nicklmz5rZDAe+evPPY13/wAPPFvhefwhrepW15bMx0O4iezltYfNVpImizHIq5b7/UYIwciqPxq/bc+IJ8ca34t0S5i0q71K+mmCadHtESOxYKu4nb1IyOffJoA8XtdD8ZeAvEtpba1az2FxKjS20rxshxjOcMAef1ro/HHj7XNYtoovEF/LPIq8PkHAxjOPxrg9Y8d+MfFnihvFHie9mnuHfzPNnkZnYk5JJbkk8cmrPiDXF1G1Mm3DrgdB05PbpQBzeum7kuC+PvHhgMAj+RrsfgZ4h8IeHvEhuPGWh2+pR+WVjhvHdYmbtnY6tj2DDPrVn4Z/DiX4msul6BdAantAtrYMQ057BD/e7Ad65KHwZqGo+K5PDFjj7WSSjSHaqjPPcAdcf4UAffHws8I/8E2PiDc2jeJviFrPhseR5moRR2GA7rGWYRF3fblhtUMzHkZryL9u/wD4KBWWm/syePPhf+zzpi/D3wRp/hq7h0wWUzf2hcTuhSKW4ul+dpZZCi7QcAMF6Zz4TqPwm+LXgzThq8ySyWrnY01vIHQN1AJUkAnkgEgnHFeM/wDBQbxxB4P/AGWbHwVa6jEL7xdrcRuYJY90ktrADK7AkfLtmW2B5z82OmaAPg+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA9s/Yb/aZ1D9nb4oNb3V+8Wh+IvKtdVPmBUhYP8Au7hvXZucHkfK7d8V+itj8R78zQy69em5srrDJPJMWjdeMHdnnj36V+P1fVX7FH7acHh6K1+CHxs1ASaK7LDo2s3L/wDHj2EMrH/ll2V/4Oh+TBQA+4vHXxK8K6F4Gm0jwOroJ5hLdzZ5mkAITB7KMnAx1OSTkBfFYnubwte3TGT5sM+N3JP+P9a6Txr4QfRtQj05JyYZ3DInbHt/n1rfX4Tx35W3t4S1rFai4uJUU/u12A7ie2Mge5470Ac14Q8V654K1uLxb4ZvFWaMBceYBInoV9c5PTkc5rvfENjpvxf8J3Ot+YYdZiYzTQsMiZSMl07hgckqeq9OmK848IaYLrUZluGDJaZ5b6kfhxj869C8EWt7DfR31kuczIfLXncenT36fSgCp8ENQktUW0njQy2Wq2UbQtnDAXkGVPqCCc+xroPhP8LdO+MvxoOn+Jb+S20tA1xe3MCgmKKOMu7AHgZ2kf41qfA/4RXuq/HPTPD+oabcDTdW8SJA1wqFUYxo8uAxGAf9HOQeRtbOCDj6CP7Ovh74QeAdfvvDmrvPfXtubWRZ8eb5bfKwAXgdTj5jnBGO4APkH40674TufFNzD4W0GOwtImZbG3VixjjGAu4kks2MZJ5JOa43TtM1HWrOddPR5HRSWC5+XjqR6YzXa/F74SeKfh7psXiTxbBHEuqKXs0MgZ3jBwWwM7eRjnFdr+wl4Abx14l1SxitA8k+i3MccW3ks0TADH0zQBwn7K3jnT/AXxt0bxJrr+VBpmowOwIwMrIG+YZ+6GVc+2a7D4s/BbxDZ/He9j8CW02oQXt68miXFlGX+12srlonTA+bKtg46MpHUV50/hT7B8QLy41OPyBHcFTFL8vTOScjjvXsfiH9sX4rT+AtK+BHwy8Sy2Og6fbyQ7rbCGQO26Uu4+Zsk/dzgCgBlr8RLX4LalqGhePbuyutJiszH4itrm4/cMAAX/eD7rRkcODwyZBxX5uf8FFv2ofhb+0V8Q9M0n4LaBf23hvw0lyltf6rcK899LM6F3AVVVIgIkCgjcfmYn5gq9h/wUL/AGhfEHhjXrz9njwtqTKxtkbxTfbj5krSLvFsD2TYUZsZzvx2IPyLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQCQcg0UUAfXH7FP7Zlhd6/ovwn/AGgfEscNkjpaaT4iv5gqWyswUJcSNwqDtI3Cj7xAGR97/HT4kfCfQdEtvh78GrltVtmWNtQ8QxcpqZXO0xdhAM5U87yA3AxX4oV2nwq/aG+MnwUu47r4cePL2wSN2dbQv5luWZcFjE+UJx3x1APYUAfpT4Y0ae20jU9Y/s90V5ASpX15xn8K0/hp4uhtbA6nqF9Fb2scnIyNzEE9FHJPH69a+I9R/wCCo37QGr6fHZanpOiyMIFjuZUjmQ3BAwWZVkCgk8kAAegFc3fft4fFC5sZba08OaPbyOpCTKkreWf7wUvgn65HqDQB+n/wY+L/AIhvfEGiWdvrcrrBPf6xIkxyFkTTbqzU+5/00/iM11/gn9s3w9rXiC98O6lokd9Z2Gppb6o9rdZcOq7hj52GMs45wdysP4a/GfWf2svj/rVxJM/xFvLZJbJ7Sa3ssRRSQscurIowQ2BnPXArtf2a/wBuvXfgFqlxf6p8P7LxAt3bi3nWe5aFhF5iOxQgEBzsxkggZPy0Afqd+3ncw+PPCnh7xX4ftnNibRoLYbRlFEjMEJHUjc3PUgD6151+yt8abj9mzxqmreIYjBBcWbJ58xCpGrKVLkn+HBPP418OftS/8FQ/i78f/htB8GvC9svhvwwt+l7cWlu265lkRcIGn4JUEucKEByMg4r5w1jxh4s8QeWNd8S3955KFYvtN077FPYZPAoA/Tv9vb/go5+xeL1dB8DaDrWp+M9JdoddmsILcaXqO5EkR0uElY7lJKt+74II7V8e/ET/AIKMfETXrT+zfh14UsPDkQTC3Skz3A5Ofmb5eRjkLkEZBr50JJOSck9TRQBPqWpahrOoTarq17Lc3NxIZJ7ieQs8jHkkk8k1BRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q=="
Where is/are the abnormality located?
Left
"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What modality is used to take this image?
MRI
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"
What type of MRI is shown in this image?
T2
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"
In what plane is this image scanned?
Transverse Plane
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Do the organs in the image exist in the chest?
No
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Which hemisphere is abnormal,left or right?
Left
"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Is this a study of the head?
Yes
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Is there a brain tumor?
Yes
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How many kinds of abnormalities are there in this image?
2
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What is the main cause of the disease on the upper left lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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"
What type of medical image is this?
MRI
"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"
Is this a T1 weighted or T2 weighted MRI image?
T2
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"
Is this sagittal plane?
No
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2tj4haTcaF481nRrvHm2upzxy4OfmDkH9ax6ACiiigAooooAKKKKACiiigAooooAKKKKACvq7/gmv8PdE8Q6b4t8T6jqLwXESw2tuqx5DgkOwJzwOB2NfKNfaP7C+hR+CfhLp/iiS5Lpr15cT3S7MeUqv5CrnPPEZft97HvQB6dq+n3+jTSWiIJ7fP3W5H19RWG8VlKWMEjJnjy5RkL64PX9K79rKK9R9Qim8xZEKqM4546/hk/hXG6nCbd2jltto8zKnOCT1oAr2lusDLkADPBHc1r+GZCvia0KH7rng/Q1UsiLyNZTGG2HoB2q5pUCL4os2VNm+4ChmHHOQDQB/SN+yl4SPj79iHwaupwCUSeF7ZQx5IIjAz+lfnv8A8FBv2VIoL691TSNsbpuLo68MPQ8cV+in/BN3ULzUP2LPh815G8TSeGrbPmDG7dGGyPzryf8A4KJfCbTdS06e7YupZTho3K9vbFAH5Q/B/Trzw7cPPJAjJCpG4k5B9PT8s1tfE34x3Vt4algluSyMMPCzblccevTvVrRNOsLDX9R0KaYuyXDxqSAoc54/z3rx/wCJmnXcuqXujpfRhIwWcl9uDyQMn25/EUAbS/tC6BPpjafJLi4jUiL5+epxn8CPyqKb46aRrXgvU9JvYRunt9rZ/wA+9fO+ugweJVSN+So3EA8f48d6v6brE2mXG52Ro+jo/IIoA6m+8b6Dptt9nn0+G5LAhd5YbT68Ec/XiuduvG0cyFdL0IJJtOWTJz+fT8KxdelSW4adsbWJIVWyAPSpvC3ipdFuRI2lJMAOjrkGgCWz0Tx142uktnEiQ/3ivCZ74716joHhDwR8KDYnUYRfahOykxNL1GQcFhyM9MDGMVhN+0U+laTJYaT4UtYZJUCho7ZQR/wI5I/CsLQb/wAQa34hj8S6zvkYH90mDtQGgD4c/bATSx+0743m0XTEsra416W4itY2JWLzMSFQT7sa83r2T9u3wLeeC/2g9RubyN0/tq3i1CNJQQwWRRjr244rxugAooooAKKKKACiiigAooooAKKKKACiiigAr9N/2PLrwHbfsq+D9F8V+ELS5U6UfMuY02TIHmkfcGU/M3zfxcdK/Mivvb9mLUtX1L9nTwve+GvDs6gWbwyRq24SNFI8TP0H3jGWx2zjJ60Aer/EHwbY6DAdR+H+rz3ViW+SKbG5fbjv/hXBavqs15GscrBivVZRzmp9R1LUWUyi6kiIODC2QRWZqM07Ha+3Ock4wf8A69AGh4fkGzYTgbsZB6e1bun2z6l4jsLVE/1l5Gq7VxklgKwfDYO2RM4znk11/wALNOn134o+HdCtkBkudato1bPQmQdf5/hQB/ST+ytpp8K/s9eC/Dka8WPhy1i4HpGBXhP/AAUW8aWdjoE4mmO5UIYhu2K93+E/ibTrf4e2DCUBINOjUAHsqAV8E/8ABUH48+GNPF9ZS6svmYKqiMCeeKAPhHXfFLR+NbrVLbWizNcM4bPbPTB+lYXxQ0yTUrsa/ao0kV+haR4RkeaBg5/T8q5fxdqIvbRda05mw8jcMeQByOB7GtT4TePbTWDJ4E8QXxi+1Y8mUnlW9Af4c+vvQB5H4qsZE1VX24Z2bfkY/iP8s/pVeK0icMbguFOfugHnivQfjl4LTw14hSziCiJgWiKjjBAOf1rj0tSkAJReDyN3WgDC1hLeCRFXzCAMEgdetU7Yx+eQFbk87j2/ya09UaRZDuhBYnIz0FZ7Pc3MgBVVXuxHSgDa0ODw9BcrPq04IAzgITg/hxXXr8RdA8OQRPoFj512zL5bzoDtz0wo4GOepP4VxWmeHzeTxlZSQSMvg/L+Ar0Gz8E6e1osMluiqY93mq2Bj1BPUd6APjD/AIKUavrOu/Hux1TXNQuLieTwxaiQzOSqESSgInZQF2cDuT618919e/8ABTSz8LyeGPCGq2Yc6il3dWzODlDEqoxxz13EV8hUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFffX/BMrxzc6p+zvqnw50dxFeWuvSO8sgAMiyxoVjV+uBsJx0y3vXwLX0F/wTy8aXWlfFC/8CWMW+512xzYjBYmWEM5UD3TcSf9igD6/wDGngvXLG0mv7ixkheIZlbaOTnoDXnjx28NwHnYk5+YDqTXc+INb8e2oTSda02YM4CxxtI69cYyAe/0rkmsNSt9R23+jsjs3QrjP50ASaLMIZCu4nPbHSuy+EOsf2D8TdH1pnI+z3qSI2fuEdDWNNoN9fmOLTtO2yE7EihGWJ+nXNQW327RdTLXMhEts4Drnoc/U0Afrn4f/b3GgfDBYbjUVR47Tby/t2r84P2nP2hda+MnxJvp1vWe3EpIBbIPP61zPjD4w6lqHhwabA7DMQUvuPFcPpFiZbgvPKwMiEgL60AejWttDe+D43M6K8UmBH3K7GJx+OK8+mvJNK1iGeGZkZWGx/Qj1r0rwnYx33hBoLK0Mksc8fKrlgvlys//AKAK891y2lFyYo1YTwyk4xnFAHZ+LNf/AOFgeFbe+u5FS9sF2SgciUeo9PWuShmUx7ZlGQMYNRaRqssMrQyrtLj5l9/6UTyoGYkEDGTjrmgDP1a5EF2w2HB6emKymvJgjRRqAGJ525IrR1RRLIJYoWJIxk81Rksr2KRH2YA5J20AaGja1q2mAPHiYn+AKcr+mK2rI+IfFMy2uqa0YIdmxY0Yk4weM1i26Kdry3bjA5bbkL744rp/D8nhq0H2pLme5m2ZDPnhu1AHyf8A8FDPHuj33jPSPhHopMh8LwySahcHI3XFwI32cjnaioSRnJcjtXztXfftRPPJ8fvFD3N6k8n9pEPJGeMhQuPwxj8K4GgAooooAKKKKACiiigAooooAKKKKACiiigArr/gH8R9Q+Efxk8O/ETTb6W3k0zU45HkgIDeWfldcnoCpYH2JrkKKAP1LWdvHp/4SnxbqtxtlG+CZBv81Tz1yM9vzrj9bb+xr2Se1yUZ8xswyynPaj9iv4l+Gvjt8CNJ0DUfG+l2Ot+HYRZXtpcGUSEAkRykhCPnUZznGQRnINeg+Jfhz4c0DTbm88UeJrQJtPlRwvvaVscYx/M0AeZ6frurWtydRt7qRJCCFlD4YZHrTLWc+Y7u+5m56+9VI5FkeRocmFSfLLHt24q1bIuGIiOQMsQvAoAnkkYxIhJIZwH44+tdFYpoAmRZp5k6cBMFjXKz3RMDRxITj860vDtzA9vCt1dxrvYAZ4waAPYPBNpDa+Hrmz8M3NxHeSTRkM0gA2P+7cE/7rt+Zrg/EHhqW0J1Oa7d55ZMsByAOOnGOgrsfAPh7U08O6j4os7yOddN8md1LZ+QuEBx/vutc3qWqy7ZJlu4X8sESRSj/HigDmtc0z7DcQahJEVMhIYYxu46/qKpXNyhbymQbQf4h1pdf8T/ANtPFamYtscEEfwgdAKrK0V1cslzKVDHg88n8KAI5NQuonGyBGUHtzVaW4uJpfLa62bgBz25pZoYrW5MLRPGytwN3Wkhu9MXUYZNUiPkBxlkPUUAdD4f8J/aVEVpqSv5oxKhIUDnvgA1qSDT9EBsreMCKIeZPPIuAqjrjOPSrMeleA9UtLe80PxYEfcv2hDb7CozztwxDD64PtXlv7bvj+0+HPwXurCHU3ur3xGzWdnOmV+XrK2e2FI496APiLx54qn8deNdW8Z3NqsD6pqE100KvuEe9y20HAzjOM47Vk0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHdfs/fGHUPg747h1X7XKNLvGWHWLaMbhJFn7wXIBdckqfcjoxB+79G8KweN9DtvEOk+IPtlleQiW1miYlHQjrn+navzWr3H9kv9szxD+zxPJ4e1mCTUdBuH3C3JybZyeWUHqp7r7cUAfU3ibQrzwspgvLIxsPuMeFxxj9MnPf86r6FJNaRG9lVjHICETHDemfz5rV1P4gaf8AGXRl8UaHrFve2B+QTWrAxxfeAXjn7wI56YPpU3wxsr7XvD81vBb+ebVhIRtyYxnBI9umfrQBk+GxDc6q0VzH8rBg3JGOODxUOraTceGNZ+y3sTeSSN+R90HkH8q7f41aBoXw7+MdhokRij/tHSbS9ltFf5lSZPvY9NwIz6g12Xx90Pw7b+LbB2tRHp+u6PbXGl3u3gKYwuG9cFSD6EUAZ/wNu4tP1meU3ZmsFt4ZrhGY7ZIo7iKZ0YdxiKvPfGU3/CS6vKml2vlEOWnMOQqrjOK9L8GfBXxl4bm1O2vbSaOzOmLJ9tiG5PLllSMFTkA539CRXJeLNJjh1W/8N+EreWWCOZ2vb949vyA9fYdPbPegDgZlt4j5FplyDjjqTQzy2DeZe2p2g4UOO9bGjwaVp2oSaj5YeGFvk3HqfSuq0rwnF8Q9fXTtNRSk0bSZzlVABY59OlAHB6hd2+qac17JhbiHAQAcEf5x+daHhC30G7sfN1W13ySv8zBCevbA559MVlzaJIviibw5byZVZsFl6Dmt6HQNX8K6j5ToJIXIKMFyKANJ/htor2smrWLCOOKNpJ3jmUoiAZJJBIUAdzjFfCn7U/xeT4q/EiaLSpi2k6OXs9PZZSyXAV2zOB239u+0LmvZf2tf2ndG0bwpdfDD4ZeJFlv9ReS316S2DFIYMENEH4yWzzjIx3r5OoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA1/CPj7xr4DuzeeDvFN9prPJG8y2lyyJMUJKiRQdsgGTwwI5Pqa9W+GP7ffx6+FQubnQLvTpru4jkj+0XdirKqOm1hsGFPGSD1BwewrxKigD0LxX+1H8Z/HHxZX40eKvFT3msrBFAPN3eT5EaKiwhAeEwoOARyS3U5r6D8Jf8ABU2TxT4G074efHL4dWrjSLlRpWs6Izo0Nu5PnJJHIz+Zzhl2lcEN13DHx1RQB+g2q/8ABVz4X+Evhlc+FfCK6zrTXUu5bCVGgRGjjlMG8scbBM0bEDdwnQ0/w/8At7fDT9oYzwXEVr4RLzeZLoM0oVPmOMLNwJsFgAW2tgElR1r89qASDkHBHQ0AfpT4st9JGm266HB5cccZMr5yJGZyePYKQPfFemeFNA0nwh+z+fF/g7V0vdY1O9e11JgSP7NgCDA5HDSEtlumE46mvyu0r4wfE/RNN/sjS/HGoRW2/d5Xn7hn8cmodd+KHxF8T2iWGv8AjXUrqCN9yQS3bbA2MZ25xnBIz70AfbmqfHP4HfDezvdb8R+NrO9v5Q8ltBY3CymQqN20FcjngDnqw9DXzz8cf25viL8R7Wbwp4PkOjaQJiEuYHZbudAWAy4PyAqVyo9OuDivC6KAFd3kcySMWZjksTkk0lFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//9k="
Which part of the human body is the organ located in the image?
Head
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"
Where is the brain tumor?
Upper Left Lobe
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"
What organ system is pictured?
Head