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Is this a transverse section?
Yes
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Which part of the body does this image belong to?
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What organ is the white part on the top of the image?
Mandible
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Which organ system is imaged?
Head
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Is there a liver in the image?
No
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Is there an esophagus in this image?
No
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What color does the spinal cord show in the picture?
Gray
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What is the largest organ in the picture?
Brain
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How much damage will be caused to the body taking such an image?
Much
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Which organs/organ in the picture belong to nervous system?
Spinal Cord
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Does the picture contain the organ that could be used for digesting food?
No
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What type of medical image is this?
CT
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Is this sagittal plane?
No
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Where does the image represent in the body?
Head
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Does the picture contain brain stem?
No
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Does the picture contain mandible?
Yes
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Do any of the organs in the picture belong to the respiratory system?
Yes
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CT
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What is the scanning plane of this image?
Transverse Plane
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Do the organs in the image exist in the neck?
Yes
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Which is larynx in this image?
Black Hollow
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Is this a study of the neck?
Yes
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Which organ system is imaged?
Neck
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Does the larynx appear in the image?
Yes
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Does the picture contain heart?
No
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What color does the larynx show in the picture?
Black
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What is the shape of larynx about this patient?
Irregular
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How much damage will be caused to the body taking such an image?
Much
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Which organs/organ in the picture belong to the digestive system?
Larynx
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Do any of the organs in the picture belong to the nervous system?
Yes
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Do any of the organs in the picture belong to the respiratory system?
Yes
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Is this a CT?
Yes
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What scanning plane does this image belong to?
Transverse Plane
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Which part of the body does this image belong to?
Neck
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Where is the spinal cord in this image?
Bottom
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What organ is on the bottom of the image?
Spinal Cord
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What organ is the black hole on the top of the image?
Larynx
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Does the picture contain brain stem?
No
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Is there an esophagus in this image?
No
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What color does the larynx show in the picture?
Black
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What is the shape of larynx about this patient?
Irregular
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What is the function of the black hollow tissue in this picture?
Ventilation, pronunciation
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Which organs/organ in the picture belong to the digestive system?
Larynx
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Are there organs in the picture that can detoxicate?
No
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Do any of the organs in the picture belong to the nervous system?
Yes
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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 neck?
Yes
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Which is larynx in this image?
Black Hollow
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Is this a study of the pelvic cavity?
No
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What organ is the on the top of the image?
Larynx
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Are/Is there kidneys in the picture?
No
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Does the temporal lobe appear in this image?
No
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What color does the spinal cord show in the picture?
Gray
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What is the shape of larynx about this patient?
Irregular
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What is the effect of the black hollow tissue in this picture?
Ventilation, pronunciation
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Which organs/organ is part of the respiratory system in this image?
Larynx
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Are there some organs controlling heartbeat and breathing in this image?
No
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Are there organs in the picture that can deliver food?
Yes
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7W+uowzNtn1SZ5dRnDbsNG1x5RwMRqOK8XooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAASpDKSCDwRXvHgf/AIKcft2eBvC9z4Db9orV/Evh27hWG48NfEG2t/E2mmNeAi2urR3EUa44OxVyPoK8HooA+ldV/bV/Zf8Aiwk7/tCf8E3/AAGLx7dY7fWPg/rl54QuEbnc7Qf6ZYsTx921QDHcHAevwt/4JUfFK+SLwL+1b8UfhY4s90kPxN+H0Gt2Zn/ui80eYTbfc2P+FfM9FAH0bH/wTZ8aeLtJsNT+Av7UfwM+I8+pTbLXRdB+Jtvpmptxkf6Fri2E5OP4VRm4PHFcz8UP+Cc/7enwaE0/xI/Y9+Iun2kEYeTVF8J3U9ltxncLqFHhYe4c14xXV/Cz48fHH4GahJq3wT+M3ivwddTY8258LeIrnT5Hx0y0DoTQByskckMjRSoVZSQysMEEdQRSV9FL/wAFYf2+7/wuvgrx18dk8b6WBh7T4leFNK8T+YM5+d9Wtbh2+pOal1f/AIKCeDfGml2+kfEz/gnR+zxq4jkUz32k+FdT8P3UoByfm0fUbWNSRn/lmV/2T0oA+cKK+jNZ+PP/AATW8WWaQan/AME9PGfh2csPMuvBHx3eNQMjJEepaVfE9+N/496fqdj/AMEidetQ+jeKP2j/AApOUO6O60HQPECK2OPmW604kZ/2RQB84UV9D+HfgP8A8E5PFNosy/8ABQrxb4fkLkGHxZ8CZIyB2OdP1S8FZ+ufsr/swxuD4V/4KZ/C65jzz/a3g3xhavj6RaLMM/j+JoA8Ior3jTf2KvAWuRrJof8AwUH+A8+4ZC3Oqa9ZHHv9r0iLH0PNaT/8E6714RNp/wC2x+zrchgCqj4rwwnn2mjTH44oA+daK+iH/wCCc3idYvMj/a6/Z3c8fIvxp0wH/wAeYVE3/BPfVICy3/7Y37PkBUEjHxYtZs/Qwq4oA+fKK951v9iPwj4bt1udY/b5+AwUgFhY+INWvWX2K2umSE/gDWNa/s2/A8uj6h/wUE+FSRFv3gttA8XSSAeoVtDRT/30KAPH6K9x1n4J/sN+G4TJeftz6zrbj/ln4S+EVxNn6G/vLOotK0X/AIJy6NG8+ufEr42eJHyDHbWngfSNEGMcgytqd9377PwoA8Tor27TPif+wB4du3ubT9kP4ia4QcRx+JfjPb+QwzwWjstFt5AT3Am/HvTtL/a7+F3hO+nu/A37Anwdti/FvNra67q8kY7ZS81R7djz18kA+lAHh9d/8M/2Uf2ofjRYLq3wh/Zy8deJ7NmC/bdA8J3l3AOnWSKNkUc9SQBXYWv/AAUR/aq0KxutN+Hnijw34Jjuwwkl+H/w70TQblVPGFurCziuAQOA3mbhjrnmvP8A4o/tCfHz44tC3xq+OHi/xgbd99ufFPiW61DymxjK+fI2044yO1AHor/8E+/i/wCGr6ez+M/xH+F/w8+ywiS7j8WfE3TGvIM/wtp9lLcXwbHO37Pn2qKD4TfsMeCBaS/ET9rrxD4tnbc91YfC74dStbYGMJ9t1maxkjY5+8LSUDB4PFeIUUAe3QfHz9k34fPFL8Jv2KrfWbqG6Mi6h8W/G11rHyj7u2201NNgHYlZlnXqDnrVfVv+CgP7V0unT6D4F+JcfgHS7id5JdK+F2i2nhiCUNkbJf7Liga4UKcDzmkOAMknmvGaKAH3Nzc3tzJeXlw8s0rl5ZZXLM7E5LEnkknnNMoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
What imaging modality was used?
CT
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Is this a transverse plane?
Yes
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Do the organs in the image exist in the neck?
Yes
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"
Which is larynx in this image?
Black Hollow
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"
What organ system is pictured?
Neck
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Does the picture contain brain stem?
No
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Does the trachea exist in this picture?
No
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What is the shape of spinal cord in this image?
Irregular
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What role does the black hollow tissue play in the human body?
Ventilation, pronunciation
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"
Which organs/organ in the picture belong to the nervous system?
Spinal Cord
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Does the picture contain the organ that could be used for discharging waste?
No
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Are there organs in the picture that can perceive things?
No
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nQrVX8kyIpN3IwBwcALyBxkdAfTNeifEP4cweHPF9hdabYMs88nlSTuowdy7VBx0GT9MivMPE2qag17PFepuuIp3iZnYlYwjbCF7feV6AOB8TaVbJpU90kG4rdkMRz2H5V5ndxzWuqm6iXaCckYOM+n617dr3hm/j+Guuavdw8R3MRXAHG5c9q8V8SR+bbGQDnPXoAe1AH0Z+xR8T7nS/iJpmhyTZiup0ULvyASeOP89K/Zz4sfBrRPE3wXk142ymVNFS5YDrlVVz/I/lX4QfslGW2+MXhy7DmVI9WgfYp5YK244556Gv340fx94f8dfs66je6JqcUv8AxSl1+6V+eLaTace4AwfegDW8HeGrHwl4JWGC3VdluHLA4J+XPXtXxX+2P+0N9k1G8gtNSKWts7B8PyxFfbK6jDqvgRpLdgzXOhmSEZ7tESMY9eK/GD9vr4oy2viXUPC1rcsHWRlkxn15z70AfHXxi19/EHxQ1HWDk+bIWOTk8966D4VatpFpayXGrGRI5I2UN1KkhgDjuASD9BXEXiS3er3V3coQC2N2OuBXQ+GIre/0Z7SOT51wRlsf5/8ArUAYOt2yLrW6R9yZOTzg12/w6i1fwvqtt4r8KsrNbzLIk0SgtE6nI3A9PxGDWVonhlrvUVhEXmxmQLtI6CvXfDnwMa5tI7/wzq0un3QxhJXJVv8AdI5B/wA4oA/LP9ujwN4P+Hf7Smt+GfAvh86Zp6wWs62puZZf3ksCSSPulYt8zszYzgZwOK8hr7r/AOC33gzxP4K8TfDC28c28i6te+FLi5eaWUs00H22aOJue21OOnFfClABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADoTGsyNMpKBhvA6kd6/WHwjcx237bt9puiTFrTS/gdp9iy7MeW8d1b7l/BgwHrwe9flBZ2l1qF3FYWNu8s08ixwxIMs7McBQO5JOK/Vf9hHR/E3jHU/G/xR+ItpCviLUr200C5S0A8m2+zQxvcquCeDI64wT900Afa3xK/Zy1jxL4C074ueCFIv47WOeaBB/r1AByP9oY/Gq3wT+KL33jPQ7m/hw0YNpc+vmfNt4+i19B/s0+KdHl8M6Z4S1CVJIwvkAucAAcCvm39orwg/wQ+PGuNo8WyFbq11e0RRwFDbmA9sOwoA9b/bI8Q6b4U8H2Or6JaCPVLu9jji3AsV4O5vw649q+WNTnfxZrhVlQBSkfyKOFGeM+vPJPJOc19Sft3aRB4g+CejfFHw8vmRWi218hj5DIzAEfka+a5rG+trmw8VmAiDVUa5hYDh1zjj6fpQB3PxK8LW6/syeK9YhAPlX9upGOwiCkZx7Z/Gvjm/imeKO2tnzFjdK20gbh/Dx9SPzr9H9f8BW/iD9ibxNfQRbxqL2s9v8AgoBH1yD+Yr4h+J/gJ/h74I02z1Jit7etuZDEQQueDnvwf/1UAYXw01a70DxNZ3en6iLdlnXdcxD5wv8AEUz0JGQD1GSeuMfql+yx8VLe4+EviFtEuJI7SDRHjWAuzCMvCxGCxPJAYn8PWvyV0y4ktb8LC27a46j+o/ya/Tf9jPwFq+hfsg3/AIg1IZuNajeV+uFHlmNVGecYNAH2Vo/xp0Hwt4L0iLUpUEp0lU8ySYKq4TGTn25/CvxS/b11U6n+0L4luLj9xGt4xWIjO1W+YfiQRX6efHmTRdG+HsMl1pUckraTGge4G/a2CMrnpzyMdzX5D/tF+IP7e8d6hPdyztIpCXKzzGQqy8cFicDGCB2B44xQB5sfN+xySKCQrggex7V23ww0y31TSp7pFijdEIQkk7WxgdiPzrh1htzDk7wm/wCVFYHP0r0j4OzR6PZ3GozWUTxyRMPLuMsOoxx2Pf8ACgDGtdb8U+C9bOo2Nshw3IkiVh19CCK9e8FftrfEK30+PRLfT9HAWRTmTRICSR6nb/nNcL8SfiXpTxQaRbeF9OSWPpKLMOxLe7Dkexz9K0vA3hazu7VL/U7MPcSEFLa1jVOPU7QAB+WKAPBf+C2fjOb4leM/C/xF1G2ihuL/AOF0kU8NuhWNJU1kjKgk4yuCcY5NfnXX6Q/8F7vDWgeGtJ+DXijwCyQafrXhC8sdQtxKZGW6guUeYE8DBd0YEAEjqT2/N6gAooooAKKKKACiiigAooooAKKKKACiiigDW8BagNJ8daLqpBP2bVraXA6nbKp/pX7V/wDBJP4QXfxW8H2T2snkJrN1ca1dSyj+K4KkDjPO0KO/SvxBtZjb3MdwP+WbhuPY5r9xP+Cd3xgvfgx4C+HGueDm8+xvfC+ly31lJGA5SS2jdsH1BJoA+39Q/Zp8Y/Ce/t7yBJJLQyB4p4QSAQc8jtXJft+eAru58IaL8c7ewZxBaf2frcQTOYnJCsfoxxn3FfYvhr4j+H/F3hq2kMkckF1ErASDoCODzWJ8QvAvhbxv4U1LwRqsSTabqVq0Uq5GAD3B7EHBHoRQB8T/AAB+KGl/EL4cXH7M3xBmVmWB7eyldv8AXW7D92ynvjIx+FePa14j8eeB/CsvwI8U3Fo1t4V8Qu1tE9sftCpKrFiJT/yxb5WCjHzbic7uKPxO8J+LvgV8SbjwrdTypqvhm9L6XdAcXljnOPcqBkexYdhXqfjL4aXH7TNjpHxU8DGI6k0Edvq1sZNvm7VYAnkZxuPHXgfgAfQHwy06x8cfsur4X0eQNBeWEOCq5KkKC3H+8Tx9K+Tf+Cl/w/0nwd4l0eLTpArW+mRR3UCsvyuAORwOMDqPUV93fsm/Bi6+G/wlm0/X7gM4t2kkCvxH8uM9OOnT/Cvkv9rv4Zaf+0F8VIpdHu7iW6uNTSxgs8BjIy4DMBzxwxJIoA+avgf8Hr7x5rmmwG1DNd6jGqfNyybhnvzxmv198OfDB/BfwSs/BU+nTRpL5SwFU+UDzAuD8vB2jI5OcngYrzb9mr9gPT/Bms2mqa/pIZrCzSSJGUZRzwzDuCBu5+g9q+t/GuhWlrNo3hK2cqfMeeVThsRRAIOMcKWcdOu360AfPP7Vvw+vZ/hklxZSo0i2CrtHJOBwV/ya/HP9pHRby28fXVvfwNGSx2iT5skE4yO9f0KeP/htoWu+Go7GOMzJFHgRlclDzxk5yME/lX4+f8FgfgB/wqLxto/iG0sWSz1cTorhcAspVtvI7bvyoA+IBaD7IFyQWQBSVxjHOQK9L+Dt3PY+GpmbTLa+iDqXguN2SOc4K4I9Dg159MWnliitWzuOCijknO3GR7817R8H7Pwv8MPCt14o8Z3PnzmFWsdMiYHcWbdvlOflTGMKAWOf4RgkA82+Jl/Bq3ieSG20tLNFdhGiuTtA6DJPNdB4I8SeLZxJpE2sFLOIKJtkhZEOM5CjuQeB1NW9O+HHiP40eLpdW0nQvLiY75eBFHHk/eZ2IVATnAJ5PAr1vwL+yx8Vr2/tdPh8J3T2o3RXGo/KbREwW8x5wSiopH3iR1x1IoA+V/8Agq/daf8AEH9i/wAP3kOkm3fwb4mEUMzOWeeO7VtxfPQ7oe3GCPTn8y6/TH/gvD8Lpvgf8JvhVYaD8W4tUi8U6rrY13S9Inf7KHs009oC+ceYw+1S4JHGTjqa/M6gAooooAKKKKACiiigAooooAKKKKACiiigAr9vf+CePhbQvGXgT4a2GmzLHDF8NdI8x3fdvuPsUG8+2GLLj0Ar8Qq/S3/gjf8AHW8k+FknhdJz9q8Ham0REcbjbZ3RaaJmbox8xbkcfdWNcjuQD9tPh/ol7o3h2LR57tsKmFKHI6dsdOv61z/jjx94l8EX7RJPJLA33UY579RzXmHwS/a802fUbfRtfvI5YC21Zg4BHbPuOK998S+C/CPxI0iO8udRVo3jBjmTGQCM9RwaAPl/46aDpnx6Ftqtqpttbs8GGUr97HYnuM8Y/wAa7b9h/wCCXi7w7qt5bX9n5MDNvaMHKAnGcZ6DgcV6L4a+Cvw38Maib5Zbm6liYncXBAP09e1ehXHjnwn8MPDM2rXBiVpEZkQrhjjAX/J9aAI/jN4yg8G+Gj4L0Leb7VG8khcZSIZ3H+Y99xrqv2WP2UPD/hXU5fir470jbey2ax6fBLCMxdWkbLDsoVSR1ZsfwkVxf7KOgn42fFGT4leL7M3EUTY0+zdCcjdnzGzxgZ+UHrivAP8Agsj/AMFaLP4fNffsm/szeJUbWI0a28WeIdOm3R6apGDZQOPvTYJ3uOEyR94ttAPbP2zf+Czv7NH7MusXXgT4e2E3inxAi+S62TL5VtwRtLZG3r3yeeBXjf7DP/BX+z+On7WT6D8ezBob+LLCPTPDshnza2k6ys8cDMehkLsu44+YIK/K3/hGNXm8B6v8RtQnlWCysJ9RlLyZMsUILyMSeTkK3JzyfWtXxp8LtU0HTbPxFpLy7JdNivQyyndG2xSdpUghlYnGPTOeaAP6ZY7iWWJVkiTzFm2OWAPUDn/Ptwe3yt/wV+/Zik+Nv7GfiTW9Js0bWPBif29Yr5f+uihjY3CKR/ejycesYHcEYX/BFL/goRJ+2L8G7r4b/FvVFuPH3gSGGG/uzIPM1awOVhvCOMyAgxyEdWAY48wCvqD9pHVNJb4IeK7SchIbrw9eWsivx/rIWTH47sUAfzeWEaQ6lbMFhVCSUct0OMd/x+ua9AXR9Rhura4k06bUDKN0UkLM3mNt9MEcY647dTxXF+KNPOk6nd6ahCosufkADcEgHOO2PwP1rqvAn7Wfxg+Fnhc+EPh1qlzZpNL5lxPAvIOOx5CjknjHbnigDrNX0H4ry6RFdeJrAeHdL8syWcF1EYfOPdo0OCxOBlgD2yeRmx4N8XeLLzTH0y11GaSzACLtdgrEkZYDOD2FY/wp+Hnxo/aw+JcWjXuqme5uSZrqfUbsrDDGOXnuJD91B+Z6dcCvrTTfEH7C37L/AIN1D4eadHqXjPxdd6e9tP4zaNILOwmKkA2cDAlkVsHe+GbB4UHFAH5Wf8FqdJ13T/CHwqudRST7LLf6+tuzD5WdV04vj3w6Z+or4Gr9GP8AgvH8cfCvxS8EfBTwr4bWCyfRn8RXN5omY2ltXuDpqGTeuGeF2t2EbMPuxEZJDV+c9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1P8A8Envjhe/DD45ar4Gk1FBZeLNGKR2EsAZLi+t28yElvvKVia6AG4Bi+CCduPlirvhzxBq/hPxDY+KdAvWtr/TbyK6srhVBMUsbh0YAggkMAeRjigD9nR8SPBV6T/akdxp94MuZopAp3k5+6QO+ecnrXU+Hf2x/iX8MrFE8OfExL6yXAaxvYy20ex/+v614zoGsad8efhvpHxU01YI9N1iwSe3YEFlY8SRkrwWRwyNjoVIrmtX8J3GmSmCG9Z0bgqTx9OaAPsrwn/wUI/tuIT6hdfZ5W5bHQ+3Wq/j/wDbKHjrVI1fUHeztlPyHIEjc8E+nPrXxrpq3lsrqssihf8AWlnJHtx06/zqWx1udm8jeSqnnI4zx0/OgD6X8Uf8FGPjZ4W8Cal8M/g34j/sY6upjv8AWbX/AI+BFyuyJsZj4PLDnnjtXydquhO7lGdp53feWYlmdyQS5J5JOG5J5ya35GmnvbfTdLZUkuD+8lY5Kr7ZPU5qv458EeMfA722qvMJra4QyW96jhhIAcEZ6cHOR1H8wDVn+Gnj7Vvh3rMeoaXdS2t94V1C2tgkb7SotZd+MgA4GTgZxWn8TpvEcGuKmlQyGCxha0EewlVjQlMYxjucg92NWfh1rHivxlp89rJq1y8cNnKvlmdiEjMLl9p6BdgPT1rqvj3+0D8TNC8Warda7a6LeSahqdy0hm8NaezyO7MzEsbcsMnPI5yQfegDzn9nz42/Fz9lb41aT8cvgzqy6frGnZWS2mVjBd2znElvMgxmNxjOCCCqsCGUEfe/xT/4LD33x/8Ag9L4dtfBv9g6hdwYvIEl3ruIwdrYHy9Dz+tfn74B8DfFf4jaxNf+HdAnvJlzLdiOBmEKE43yHGI1zjJcqMnmrNlc3lnc3Wm6jDFHdRf64KMg4PbPuKAI/GMrNqklxK4dpAc7McHnI/mDWh8D/iR4V8D36J4o8O2eoRG5/fW97FkTwt1AI2srjqrKw5AJDLuRsDxTq/8Aac0UjLIs6xbSXkwJSOA2Ox7Ee3vgYLWE2sX8VtFCqXEuFVhgBuOeh60AfcejfHn9myy8GC18NareaEs6lr7Sha7hI3G0b44wHAH97GSfbn5+8QePvC/jL4h3F9AZktGcLFGHG4ADAyQCM98c+nvXnV/8KvGuhxHzkDcD5UIYeuOMg/nVrx38TPD/AMDP2cPFHjrU/DlxHqllo7ppVzalf3d/JiK3kkVgQ6CZ4yw/ug0AfAf7ZXxGX4nftIeJ9ctZo5LK0v20/TmiYFTBbnylYMCdwYqz577uMDAHmFBJJyTRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfc3/BLj4+afr/AISvv2cPHOrOg0wyX/h53lP+odgZ4FGP4XPmAd/MkPQV7j4w1G1s9f8AI05ZJIQ2AxGcjtmvy48K+KvEPgnxDaeK/Cuqy2WoWMoktrmE4ZG/kQRkEHggkHINfpX+yV8cfhn+0v4AbVry5SDxJp0KDXdHQYIOMGeMEkmNj6Z25we2QCbWvESvYNbW0Wwk7pGYDr2z/nrVHS1haJZZZQrIQChOdxJ/yfoKu+JNCW78WpodhEwjuJjsAPOBW94v+GOmeF/M0i0eXfaljdOXOFdeD+WSP/10Ac5eXF4mojUtIg+ePiQB+TXqXgXxNp/j7wHffD/WEMk0gM1hukP+jzcbiB0+YIFwR9Mcg+WeFLy7s9Q+0IA4RcSrIMhhzXr3wzuPhhq/iTT7+6WbR5/OT7TIp3wnkdB95R65JGMnNAHGfCW7l8MXGs2RmMRjmihUnoVkkRAv0IbH4Cu9+Cnws0b4k+Kdc+J/xinYeGvDkQlu1N80UtzI4YQ28TeTJl3dfm4GEDtnIAPXeBfgBq/ws+KPhf40+MtHt7/wIfiLpscuoBkmt9RWKU3Tw7SeSYLSYsrAcKfUZg+Mvj7S/GV1D4N8EeH7Pw94et7jbaaRbbEy7YR7idgB5kpHG7oFG1VUcUAcb4++Mvi3xwE8N6Ba2egeHrWbNl4e0UNDaQDGAxH3pZCvBlkLSNjluBXkuoaj9n1u6lLkk/KWDA55Of07Zr3TVvAvhPTbyTSZdWiV4YQoZELeYwI3cggYJBwen868R8Kaf/bvjQ2kqrseRsZ4wAOOp+tAGFHqq/b4JbiQmMSAsGySG9/0rS1DQruw1SLWNGVijkPCEBIIz29+orrvjF8HY9Mij8TaJA4s7idkicD5WKgHAPsG+vArkTq2uXVlFpNpcmO3HEkfv3yO57//AKqAPc/AP7VnhG58PW/hr4k/DLQ9Tazi2i6eKWG5kI6ZkjkXcB7gjPOD1r4t/wCCt37R/wAPvGb6L8E/hx4Qh08W9wNW1qUXbSvG+x0hgGGAUFXd2VkzzEQ2Cc+tfEfx/wCD/gB8Or/4heKngWaOFhpVjLJh7652kpGuATgnGTg4HPavze8X+LvEXj3xNe+MfFuqSXuo6hOZbq5kxlmPYAcKAAAFGAAAAABQBm0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXTfB/4teMfgf8QtP+JPgW7SK/0+QkJMm6OeNgVeJ17oykqeh5yCDg1zNFAH6gfsmfGzwL+0n430HxloSJb3KXsUep6K7gyWbmVSV7bkIDFXxggHoQQOy/aC1+G38U6j4Z0VGkT+0pvtNz3lIkYZHovXHrwa/KXwF4/8Z/C/xbZeOvAHiK50vVtPmEtpeWrYZGHYg8Mp6FSCCOCCK+mfAv8AwU01C/sHsvjF4QEt6y5Gt6Kqh5X+UZkicgDPzMWVuuAEFAH0a+myW2kSXUERQrtBb/axz/KrXgi68YT3CR2EpZw21AEyT+FcLp/7Q/wa8YeF4PEOm/GzSHlkneKbTb26+zzrtxhvLlCsQc4BAwfwrfg+MPg/4csW8T/EbTtOlWMSx2NzqccblMnDbSwOMqfyoA+hNN13xRqWkaV4F1rXJRCNRvNSubLzwY45IdHv4EYquAHBuSD3555HHHeNfFGieGLjT5pbg3klzGJLgRx4EfzMMbsnJ6kjH415J4P/AOCiX7L3hvX7A6t4nfUYZNM1CK6WGG4g8qWZrYI3mGFh91Zu31IyM9hD4p+HHxKv9QHgLxHb6ppMduJLW7t5UcI4QExkqzA9cdT2NAHonhWy1r4nyH/hELKW7uJbUxQQIvzDBBxj2yfwFecap4f8R/C74nQaDq9n5d7G2x0U52vzkE5/DHtjrS/A39vP4QfshfEEa38RtaW6s0mME+l6c0Ul4u5SvmJG7qFKht+WIHA5yQD4R8eP+Cm/wy1bVzf/AAt8G6pqkyBzb3WsqlssbZ4JCs7OM5JGV7c85AB+hH7SmmaV4b+Cvh7woYY4p9AeW81iWRlUMJo4jvJJ+6AnU18U/Gz9qD4L/CiCfU31mz1PUoYwLTQtJu1kkaRlJUyMCREvHJOSARhTkA/I/wC0V+2n+0P+074hvdY+I/j++Syvra2gk8P6fezx6cqQIioBA0jAncgcliTuOeOAPKSSTknNAHYfGj44+PPjv4q/4SnxxfITHGI7SxtgVgtU/uopJxnGSSST3PSuPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
What modality is used to take this image?
MRI
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"
Which part of the body does this image belong to?
Brain
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"
What is the mr weighting in this image?
T2
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"
What is the main organ in the image?
Brain
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"
What is the largest organ in the picture?
Barin
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"
Does the picture contain brian?
Yes
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"
What diseases are included in the picture?
Brian Edema
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nQrVX8kyIpN3IwBwcALyBxkdAfTNeifEP4cweHPF9hdabYMs88nlSTuowdy7VBx0GT9MivMPE2qag17PFepuuIp3iZnYlYwjbCF7feV6AOB8TaVbJpU90kG4rdkMRz2H5V5ndxzWuqm6iXaCckYOM+n617dr3hm/j+Guuavdw8R3MRXAHG5c9q8V8SR+bbGQDnPXoAe1AH0Z+xR8T7nS/iJpmhyTZiup0ULvyASeOP89K/Zz4sfBrRPE3wXk142ymVNFS5YDrlVVz/I/lX4QfslGW2+MXhy7DmVI9WgfYp5YK244556Gv340fx94f8dfs66je6JqcUv8AxSl1+6V+eLaTace4AwfegDW8HeGrHwl4JWGC3VdluHLA4J+XPXtXxX+2P+0N9k1G8gtNSKWts7B8PyxFfbK6jDqvgRpLdgzXOhmSEZ7tESMY9eK/GD9vr4oy2viXUPC1rcsHWRlkxn15z70AfHXxi19/EHxQ1HWDk+bIWOTk8966D4VatpFpayXGrGRI5I2UN1KkhgDjuASD9BXEXiS3er3V3coQC2N2OuBXQ+GIre/0Z7SOT51wRlsf5/8ArUAYOt2yLrW6R9yZOTzg12/w6i1fwvqtt4r8KsrNbzLIk0SgtE6nI3A9PxGDWVonhlrvUVhEXmxmQLtI6CvXfDnwMa5tI7/wzq0un3QxhJXJVv8AdI5B/wA4oA/LP9ujwN4P+Hf7Smt+GfAvh86Zp6wWs62puZZf3ksCSSPulYt8zszYzgZwOK8hr7r/AOC33gzxP4K8TfDC28c28i6te+FLi5eaWUs00H22aOJue21OOnFfClABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADoTGsyNMpKBhvA6kd6/WHwjcx237bt9puiTFrTS/gdp9iy7MeW8d1b7l/BgwHrwe9flBZ2l1qF3FYWNu8s08ixwxIMs7McBQO5JOK/Vf9hHR/E3jHU/G/xR+ItpCviLUr200C5S0A8m2+zQxvcquCeDI64wT900Afa3xK/Zy1jxL4C074ueCFIv47WOeaBB/r1AByP9oY/Gq3wT+KL33jPQ7m/hw0YNpc+vmfNt4+i19B/s0+KdHl8M6Z4S1CVJIwvkAucAAcCvm39orwg/wQ+PGuNo8WyFbq11e0RRwFDbmA9sOwoA9b/bI8Q6b4U8H2Or6JaCPVLu9jji3AsV4O5vw649q+WNTnfxZrhVlQBSkfyKOFGeM+vPJPJOc19Sft3aRB4g+CejfFHw8vmRWi218hj5DIzAEfka+a5rG+trmw8VmAiDVUa5hYDh1zjj6fpQB3PxK8LW6/syeK9YhAPlX9upGOwiCkZx7Z/Gvjm/imeKO2tnzFjdK20gbh/Dx9SPzr9H9f8BW/iD9ibxNfQRbxqL2s9v8AgoBH1yD+Yr4h+J/gJ/h74I02z1Jit7etuZDEQQueDnvwf/1UAYXw01a70DxNZ3en6iLdlnXdcxD5wv8AEUz0JGQD1GSeuMfql+yx8VLe4+EviFtEuJI7SDRHjWAuzCMvCxGCxPJAYn8PWvyV0y4ktb8LC27a46j+o/ya/Tf9jPwFq+hfsg3/AIg1IZuNajeV+uFHlmNVGecYNAH2Vo/xp0Hwt4L0iLUpUEp0lU8ySYKq4TGTn25/CvxS/b11U6n+0L4luLj9xGt4xWIjO1W+YfiQRX6efHmTRdG+HsMl1pUckraTGge4G/a2CMrnpzyMdzX5D/tF+IP7e8d6hPdyztIpCXKzzGQqy8cFicDGCB2B44xQB5sfN+xySKCQrggex7V23ww0y31TSp7pFijdEIQkk7WxgdiPzrh1htzDk7wm/wCVFYHP0r0j4OzR6PZ3GozWUTxyRMPLuMsOoxx2Pf8ACgDGtdb8U+C9bOo2Nshw3IkiVh19CCK9e8FftrfEK30+PRLfT9HAWRTmTRICSR6nb/nNcL8SfiXpTxQaRbeF9OSWPpKLMOxLe7Dkexz9K0vA3hazu7VL/U7MPcSEFLa1jVOPU7QAB+WKAPBf+C2fjOb4leM/C/xF1G2ihuL/AOF0kU8NuhWNJU1kjKgk4yuCcY5NfnXX6Q/8F7vDWgeGtJ+DXijwCyQafrXhC8sdQtxKZGW6guUeYE8DBd0YEAEjqT2/N6gAooooAKKKKACiiigAooooAKKKKACiiigDW8BagNJ8daLqpBP2bVraXA6nbKp/pX7V/wDBJP4QXfxW8H2T2snkJrN1ca1dSyj+K4KkDjPO0KO/SvxBtZjb3MdwP+WbhuPY5r9xP+Cd3xgvfgx4C+HGueDm8+xvfC+ly31lJGA5SS2jdsH1BJoA+39Q/Zp8Y/Ce/t7yBJJLQyB4p4QSAQc8jtXJft+eAru58IaL8c7ewZxBaf2frcQTOYnJCsfoxxn3FfYvhr4j+H/F3hq2kMkckF1ErASDoCODzWJ8QvAvhbxv4U1LwRqsSTabqVq0Uq5GAD3B7EHBHoRQB8T/AAB+KGl/EL4cXH7M3xBmVmWB7eyldv8AXW7D92ynvjIx+FePa14j8eeB/CsvwI8U3Fo1t4V8Qu1tE9sftCpKrFiJT/yxb5WCjHzbic7uKPxO8J+LvgV8SbjwrdTypqvhm9L6XdAcXljnOPcqBkexYdhXqfjL4aXH7TNjpHxU8DGI6k0Edvq1sZNvm7VYAnkZxuPHXgfgAfQHwy06x8cfsur4X0eQNBeWEOCq5KkKC3H+8Tx9K+Tf+Cl/w/0nwd4l0eLTpArW+mRR3UCsvyuAORwOMDqPUV93fsm/Bi6+G/wlm0/X7gM4t2kkCvxH8uM9OOnT/Cvkv9rv4Zaf+0F8VIpdHu7iW6uNTSxgs8BjIy4DMBzxwxJIoA+avgf8Hr7x5rmmwG1DNd6jGqfNyybhnvzxmv198OfDB/BfwSs/BU+nTRpL5SwFU+UDzAuD8vB2jI5OcngYrzb9mr9gPT/Bms2mqa/pIZrCzSSJGUZRzwzDuCBu5+g9q+t/GuhWlrNo3hK2cqfMeeVThsRRAIOMcKWcdOu360AfPP7Vvw+vZ/hklxZSo0i2CrtHJOBwV/ya/HP9pHRby28fXVvfwNGSx2iT5skE4yO9f0KeP/htoWu+Go7GOMzJFHgRlclDzxk5yME/lX4+f8FgfgB/wqLxto/iG0sWSz1cTorhcAspVtvI7bvyoA+IBaD7IFyQWQBSVxjHOQK9L+Dt3PY+GpmbTLa+iDqXguN2SOc4K4I9Dg159MWnliitWzuOCijknO3GR7817R8H7Pwv8MPCt14o8Z3PnzmFWsdMiYHcWbdvlOflTGMKAWOf4RgkA82+Jl/Bq3ieSG20tLNFdhGiuTtA6DJPNdB4I8SeLZxJpE2sFLOIKJtkhZEOM5CjuQeB1NW9O+HHiP40eLpdW0nQvLiY75eBFHHk/eZ2IVATnAJ5PAr1vwL+yx8Vr2/tdPh8J3T2o3RXGo/KbREwW8x5wSiopH3iR1x1IoA+V/8Agq/daf8AEH9i/wAP3kOkm3fwb4mEUMzOWeeO7VtxfPQ7oe3GCPTn8y6/TH/gvD8Lpvgf8JvhVYaD8W4tUi8U6rrY13S9Inf7KHs009oC+ceYw+1S4JHGTjqa/M6gAooooAKKKKACiiigAooooAKKKKACiiigAr9vf+CePhbQvGXgT4a2GmzLHDF8NdI8x3fdvuPsUG8+2GLLj0Ar8Qq/S3/gjf8AHW8k+FknhdJz9q8Ham0REcbjbZ3RaaJmbox8xbkcfdWNcjuQD9tPh/ol7o3h2LR57tsKmFKHI6dsdOv61z/jjx94l8EX7RJPJLA33UY579RzXmHwS/a802fUbfRtfvI5YC21Zg4BHbPuOK998S+C/CPxI0iO8udRVo3jBjmTGQCM9RwaAPl/46aDpnx6Ftqtqpttbs8GGUr97HYnuM8Y/wAa7b9h/wCCXi7w7qt5bX9n5MDNvaMHKAnGcZ6DgcV6L4a+Cvw38Maib5Zbm6liYncXBAP09e1ehXHjnwn8MPDM2rXBiVpEZkQrhjjAX/J9aAI/jN4yg8G+Gj4L0Leb7VG8khcZSIZ3H+Y99xrqv2WP2UPD/hXU5fir470jbey2ax6fBLCMxdWkbLDsoVSR1ZsfwkVxf7KOgn42fFGT4leL7M3EUTY0+zdCcjdnzGzxgZ+UHrivAP8Agsj/AMFaLP4fNffsm/szeJUbWI0a28WeIdOm3R6apGDZQOPvTYJ3uOEyR94ttAPbP2zf+Czv7NH7MusXXgT4e2E3inxAi+S62TL5VtwRtLZG3r3yeeBXjf7DP/BX+z+On7WT6D8ezBob+LLCPTPDshnza2k6ys8cDMehkLsu44+YIK/K3/hGNXm8B6v8RtQnlWCysJ9RlLyZMsUILyMSeTkK3JzyfWtXxp8LtU0HTbPxFpLy7JdNivQyyndG2xSdpUghlYnGPTOeaAP6ZY7iWWJVkiTzFm2OWAPUDn/Ptwe3yt/wV+/Zik+Nv7GfiTW9Js0bWPBif29Yr5f+uihjY3CKR/ejycesYHcEYX/BFL/goRJ+2L8G7r4b/FvVFuPH3gSGGG/uzIPM1awOVhvCOMyAgxyEdWAY48wCvqD9pHVNJb4IeK7SchIbrw9eWsivx/rIWTH47sUAfzeWEaQ6lbMFhVCSUct0OMd/x+ua9AXR9Rhura4k06bUDKN0UkLM3mNt9MEcY647dTxXF+KNPOk6nd6ahCosufkADcEgHOO2PwP1rqvAn7Wfxg+Fnhc+EPh1qlzZpNL5lxPAvIOOx5CjknjHbnigDrNX0H4ry6RFdeJrAeHdL8syWcF1EYfOPdo0OCxOBlgD2yeRmx4N8XeLLzTH0y11GaSzACLtdgrEkZYDOD2FY/wp+Hnxo/aw+JcWjXuqme5uSZrqfUbsrDDGOXnuJD91B+Z6dcCvrTTfEH7C37L/AIN1D4eadHqXjPxdd6e9tP4zaNILOwmKkA2cDAlkVsHe+GbB4UHFAH5Wf8FqdJ13T/CHwqudRST7LLf6+tuzD5WdV04vj3w6Z+or4Gr9GP8AgvH8cfCvxS8EfBTwr4bWCyfRn8RXN5omY2ltXuDpqGTeuGeF2t2EbMPuxEZJDV+c9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1P8A8Envjhe/DD45ar4Gk1FBZeLNGKR2EsAZLi+t28yElvvKVia6AG4Bi+CCduPlirvhzxBq/hPxDY+KdAvWtr/TbyK6srhVBMUsbh0YAggkMAeRjigD9nR8SPBV6T/akdxp94MuZopAp3k5+6QO+ecnrXU+Hf2x/iX8MrFE8OfExL6yXAaxvYy20ex/+v614zoGsad8efhvpHxU01YI9N1iwSe3YEFlY8SRkrwWRwyNjoVIrmtX8J3GmSmCG9Z0bgqTx9OaAPsrwn/wUI/tuIT6hdfZ5W5bHQ+3Wq/j/wDbKHjrVI1fUHeztlPyHIEjc8E+nPrXxrpq3lsrqssihf8AWlnJHtx06/zqWx1udm8jeSqnnI4zx0/OgD6X8Uf8FGPjZ4W8Cal8M/g34j/sY6upjv8AWbX/AI+BFyuyJsZj4PLDnnjtXydquhO7lGdp53feWYlmdyQS5J5JOG5J5ya35GmnvbfTdLZUkuD+8lY5Kr7ZPU5qv458EeMfA722qvMJra4QyW96jhhIAcEZ6cHOR1H8wDVn+Gnj7Vvh3rMeoaXdS2t94V1C2tgkb7SotZd+MgA4GTgZxWn8TpvEcGuKmlQyGCxha0EewlVjQlMYxjucg92NWfh1rHivxlp89rJq1y8cNnKvlmdiEjMLl9p6BdgPT1rqvj3+0D8TNC8Warda7a6LeSahqdy0hm8NaezyO7MzEsbcsMnPI5yQfegDzn9nz42/Fz9lb41aT8cvgzqy6frGnZWS2mVjBd2znElvMgxmNxjOCCCqsCGUEfe/xT/4LD33x/8Ag9L4dtfBv9g6hdwYvIEl3ruIwdrYHy9Dz+tfn74B8DfFf4jaxNf+HdAnvJlzLdiOBmEKE43yHGI1zjJcqMnmrNlc3lnc3Wm6jDFHdRf64KMg4PbPuKAI/GMrNqklxK4dpAc7McHnI/mDWh8D/iR4V8D36J4o8O2eoRG5/fW97FkTwt1AI2srjqrKw5AJDLuRsDxTq/8Aac0UjLIs6xbSXkwJSOA2Ox7Ee3vgYLWE2sX8VtFCqXEuFVhgBuOeh60AfcejfHn9myy8GC18NareaEs6lr7Sha7hI3G0b44wHAH97GSfbn5+8QePvC/jL4h3F9AZktGcLFGHG4ADAyQCM98c+nvXnV/8KvGuhxHzkDcD5UIYeuOMg/nVrx38TPD/AMDP2cPFHjrU/DlxHqllo7ppVzalf3d/JiK3kkVgQ6CZ4yw/ug0AfAf7ZXxGX4nftIeJ9ctZo5LK0v20/TmiYFTBbnylYMCdwYqz577uMDAHmFBJJyTRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfc3/BLj4+afr/AISvv2cPHOrOg0wyX/h53lP+odgZ4FGP4XPmAd/MkPQV7j4w1G1s9f8AI05ZJIQ2AxGcjtmvy48K+KvEPgnxDaeK/Cuqy2WoWMoktrmE4ZG/kQRkEHggkHINfpX+yV8cfhn+0v4AbVry5SDxJp0KDXdHQYIOMGeMEkmNj6Z25we2QCbWvESvYNbW0Wwk7pGYDr2z/nrVHS1haJZZZQrIQChOdxJ/yfoKu+JNCW78WpodhEwjuJjsAPOBW94v+GOmeF/M0i0eXfaljdOXOFdeD+WSP/10Ac5eXF4mojUtIg+ePiQB+TXqXgXxNp/j7wHffD/WEMk0gM1hukP+jzcbiB0+YIFwR9Mcg+WeFLy7s9Q+0IA4RcSrIMhhzXr3wzuPhhq/iTT7+6WbR5/OT7TIp3wnkdB95R65JGMnNAHGfCW7l8MXGs2RmMRjmihUnoVkkRAv0IbH4Cu9+Cnws0b4k+Kdc+J/xinYeGvDkQlu1N80UtzI4YQ28TeTJl3dfm4GEDtnIAPXeBfgBq/ws+KPhf40+MtHt7/wIfiLpscuoBkmt9RWKU3Tw7SeSYLSYsrAcKfUZg+Mvj7S/GV1D4N8EeH7Pw94et7jbaaRbbEy7YR7idgB5kpHG7oFG1VUcUAcb4++Mvi3xwE8N6Ba2egeHrWbNl4e0UNDaQDGAxH3pZCvBlkLSNjluBXkuoaj9n1u6lLkk/KWDA55Of07Zr3TVvAvhPTbyTSZdWiV4YQoZELeYwI3cggYJBwen868R8Kaf/bvjQ2kqrseRsZ4wAOOp+tAGFHqq/b4JbiQmMSAsGySG9/0rS1DQruw1SLWNGVijkPCEBIIz29+orrvjF8HY9Mij8TaJA4s7idkicD5WKgHAPsG+vArkTq2uXVlFpNpcmO3HEkfv3yO57//AKqAPc/AP7VnhG58PW/hr4k/DLQ9Tazi2i6eKWG5kI6ZkjkXcB7gjPOD1r4t/wCCt37R/wAPvGb6L8E/hx4Qh08W9wNW1qUXbSvG+x0hgGGAUFXd2VkzzEQ2Cc+tfEfx/wCD/gB8Or/4heKngWaOFhpVjLJh7652kpGuATgnGTg4HPavze8X+LvEXj3xNe+MfFuqSXuo6hOZbq5kxlmPYAcKAAAFGAAAAABQBm0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXTfB/4teMfgf8QtP+JPgW7SK/0+QkJMm6OeNgVeJ17oykqeh5yCDg1zNFAH6gfsmfGzwL+0n430HxloSJb3KXsUep6K7gyWbmVSV7bkIDFXxggHoQQOy/aC1+G38U6j4Z0VGkT+0pvtNz3lIkYZHovXHrwa/KXwF4/8Z/C/xbZeOvAHiK50vVtPmEtpeWrYZGHYg8Mp6FSCCOCCK+mfAv8AwU01C/sHsvjF4QEt6y5Gt6Kqh5X+UZkicgDPzMWVuuAEFAH0a+myW2kSXUERQrtBb/axz/KrXgi68YT3CR2EpZw21AEyT+FcLp/7Q/wa8YeF4PEOm/GzSHlkneKbTb26+zzrtxhvLlCsQc4BAwfwrfg+MPg/4csW8T/EbTtOlWMSx2NzqccblMnDbSwOMqfyoA+hNN13xRqWkaV4F1rXJRCNRvNSubLzwY45IdHv4EYquAHBuSD3555HHHeNfFGieGLjT5pbg3klzGJLgRx4EfzMMbsnJ6kjH415J4P/AOCiX7L3hvX7A6t4nfUYZNM1CK6WGG4g8qWZrYI3mGFh91Zu31IyM9hD4p+HHxKv9QHgLxHb6ppMduJLW7t5UcI4QExkqzA9cdT2NAHonhWy1r4nyH/hELKW7uJbUxQQIvzDBBxj2yfwFecap4f8R/C74nQaDq9n5d7G2x0U52vzkE5/DHtjrS/A39vP4QfshfEEa38RtaW6s0mME+l6c0Ul4u5SvmJG7qFKht+WIHA5yQD4R8eP+Cm/wy1bVzf/AAt8G6pqkyBzb3WsqlssbZ4JCs7OM5JGV7c85AB+hH7SmmaV4b+Cvh7woYY4p9AeW81iWRlUMJo4jvJJ+6AnU18U/Gz9qD4L/CiCfU31mz1PUoYwLTQtJu1kkaRlJUyMCREvHJOSARhTkA/I/wC0V+2n+0P+074hvdY+I/j++Syvra2gk8P6fezx6cqQIioBA0jAncgcliTuOeOAPKSSTknNAHYfGj44+PPjv4q/4SnxxfITHGI7SxtgVgtU/uopJxnGSSST3PSuPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
Does the brain look abnormal?
Yes
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nQrVX8kyIpN3IwBwcALyBxkdAfTNeifEP4cweHPF9hdabYMs88nlSTuowdy7VBx0GT9MivMPE2qag17PFepuuIp3iZnYlYwjbCF7feV6AOB8TaVbJpU90kG4rdkMRz2H5V5ndxzWuqm6iXaCckYOM+n617dr3hm/j+Guuavdw8R3MRXAHG5c9q8V8SR+bbGQDnPXoAe1AH0Z+xR8T7nS/iJpmhyTZiup0ULvyASeOP89K/Zz4sfBrRPE3wXk142ymVNFS5YDrlVVz/I/lX4QfslGW2+MXhy7DmVI9WgfYp5YK244556Gv340fx94f8dfs66je6JqcUv8AxSl1+6V+eLaTace4AwfegDW8HeGrHwl4JWGC3VdluHLA4J+XPXtXxX+2P+0N9k1G8gtNSKWts7B8PyxFfbK6jDqvgRpLdgzXOhmSEZ7tESMY9eK/GD9vr4oy2viXUPC1rcsHWRlkxn15z70AfHXxi19/EHxQ1HWDk+bIWOTk8966D4VatpFpayXGrGRI5I2UN1KkhgDjuASD9BXEXiS3er3V3coQC2N2OuBXQ+GIre/0Z7SOT51wRlsf5/8ArUAYOt2yLrW6R9yZOTzg12/w6i1fwvqtt4r8KsrNbzLIk0SgtE6nI3A9PxGDWVonhlrvUVhEXmxmQLtI6CvXfDnwMa5tI7/wzq0un3QxhJXJVv8AdI5B/wA4oA/LP9ujwN4P+Hf7Smt+GfAvh86Zp6wWs62puZZf3ksCSSPulYt8zszYzgZwOK8hr7r/AOC33gzxP4K8TfDC28c28i6te+FLi5eaWUs00H22aOJue21OOnFfClABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADoTGsyNMpKBhvA6kd6/WHwjcx237bt9puiTFrTS/gdp9iy7MeW8d1b7l/BgwHrwe9flBZ2l1qF3FYWNu8s08ixwxIMs7McBQO5JOK/Vf9hHR/E3jHU/G/xR+ItpCviLUr200C5S0A8m2+zQxvcquCeDI64wT900Afa3xK/Zy1jxL4C074ueCFIv47WOeaBB/r1AByP9oY/Gq3wT+KL33jPQ7m/hw0YNpc+vmfNt4+i19B/s0+KdHl8M6Z4S1CVJIwvkAucAAcCvm39orwg/wQ+PGuNo8WyFbq11e0RRwFDbmA9sOwoA9b/bI8Q6b4U8H2Or6JaCPVLu9jji3AsV4O5vw649q+WNTnfxZrhVlQBSkfyKOFGeM+vPJPJOc19Sft3aRB4g+CejfFHw8vmRWi218hj5DIzAEfka+a5rG+trmw8VmAiDVUa5hYDh1zjj6fpQB3PxK8LW6/syeK9YhAPlX9upGOwiCkZx7Z/Gvjm/imeKO2tnzFjdK20gbh/Dx9SPzr9H9f8BW/iD9ibxNfQRbxqL2s9v8AgoBH1yD+Yr4h+J/gJ/h74I02z1Jit7etuZDEQQueDnvwf/1UAYXw01a70DxNZ3en6iLdlnXdcxD5wv8AEUz0JGQD1GSeuMfql+yx8VLe4+EviFtEuJI7SDRHjWAuzCMvCxGCxPJAYn8PWvyV0y4ktb8LC27a46j+o/ya/Tf9jPwFq+hfsg3/AIg1IZuNajeV+uFHlmNVGecYNAH2Vo/xp0Hwt4L0iLUpUEp0lU8ySYKq4TGTn25/CvxS/b11U6n+0L4luLj9xGt4xWIjO1W+YfiQRX6efHmTRdG+HsMl1pUckraTGge4G/a2CMrnpzyMdzX5D/tF+IP7e8d6hPdyztIpCXKzzGQqy8cFicDGCB2B44xQB5sfN+xySKCQrggex7V23ww0y31TSp7pFijdEIQkk7WxgdiPzrh1htzDk7wm/wCVFYHP0r0j4OzR6PZ3GozWUTxyRMPLuMsOoxx2Pf8ACgDGtdb8U+C9bOo2Nshw3IkiVh19CCK9e8FftrfEK30+PRLfT9HAWRTmTRICSR6nb/nNcL8SfiXpTxQaRbeF9OSWPpKLMOxLe7Dkexz9K0vA3hazu7VL/U7MPcSEFLa1jVOPU7QAB+WKAPBf+C2fjOb4leM/C/xF1G2ihuL/AOF0kU8NuhWNJU1kjKgk4yuCcY5NfnXX6Q/8F7vDWgeGtJ+DXijwCyQafrXhC8sdQtxKZGW6guUeYE8DBd0YEAEjqT2/N6gAooooAKKKKACiiigAooooAKKKKACiiigDW8BagNJ8daLqpBP2bVraXA6nbKp/pX7V/wDBJP4QXfxW8H2T2snkJrN1ca1dSyj+K4KkDjPO0KO/SvxBtZjb3MdwP+WbhuPY5r9xP+Cd3xgvfgx4C+HGueDm8+xvfC+ly31lJGA5SS2jdsH1BJoA+39Q/Zp8Y/Ce/t7yBJJLQyB4p4QSAQc8jtXJft+eAru58IaL8c7ewZxBaf2frcQTOYnJCsfoxxn3FfYvhr4j+H/F3hq2kMkckF1ErASDoCODzWJ8QvAvhbxv4U1LwRqsSTabqVq0Uq5GAD3B7EHBHoRQB8T/AAB+KGl/EL4cXH7M3xBmVmWB7eyldv8AXW7D92ynvjIx+FePa14j8eeB/CsvwI8U3Fo1t4V8Qu1tE9sftCpKrFiJT/yxb5WCjHzbic7uKPxO8J+LvgV8SbjwrdTypqvhm9L6XdAcXljnOPcqBkexYdhXqfjL4aXH7TNjpHxU8DGI6k0Edvq1sZNvm7VYAnkZxuPHXgfgAfQHwy06x8cfsur4X0eQNBeWEOCq5KkKC3H+8Tx9K+Tf+Cl/w/0nwd4l0eLTpArW+mRR3UCsvyuAORwOMDqPUV93fsm/Bi6+G/wlm0/X7gM4t2kkCvxH8uM9OOnT/Cvkv9rv4Zaf+0F8VIpdHu7iW6uNTSxgs8BjIy4DMBzxwxJIoA+avgf8Hr7x5rmmwG1DNd6jGqfNyybhnvzxmv198OfDB/BfwSs/BU+nTRpL5SwFU+UDzAuD8vB2jI5OcngYrzb9mr9gPT/Bms2mqa/pIZrCzSSJGUZRzwzDuCBu5+g9q+t/GuhWlrNo3hK2cqfMeeVThsRRAIOMcKWcdOu360AfPP7Vvw+vZ/hklxZSo0i2CrtHJOBwV/ya/HP9pHRby28fXVvfwNGSx2iT5skE4yO9f0KeP/htoWu+Go7GOMzJFHgRlclDzxk5yME/lX4+f8FgfgB/wqLxto/iG0sWSz1cTorhcAspVtvI7bvyoA+IBaD7IFyQWQBSVxjHOQK9L+Dt3PY+GpmbTLa+iDqXguN2SOc4K4I9Dg159MWnliitWzuOCijknO3GR7817R8H7Pwv8MPCt14o8Z3PnzmFWsdMiYHcWbdvlOflTGMKAWOf4RgkA82+Jl/Bq3ieSG20tLNFdhGiuTtA6DJPNdB4I8SeLZxJpE2sFLOIKJtkhZEOM5CjuQeB1NW9O+HHiP40eLpdW0nQvLiY75eBFHHk/eZ2IVATnAJ5PAr1vwL+yx8Vr2/tdPh8J3T2o3RXGo/KbREwW8x5wSiopH3iR1x1IoA+V/8Agq/daf8AEH9i/wAP3kOkm3fwb4mEUMzOWeeO7VtxfPQ7oe3GCPTn8y6/TH/gvD8Lpvgf8JvhVYaD8W4tUi8U6rrY13S9Inf7KHs009oC+ceYw+1S4JHGTjqa/M6gAooooAKKKKACiiigAooooAKKKKACiiigAr9vf+CePhbQvGXgT4a2GmzLHDF8NdI8x3fdvuPsUG8+2GLLj0Ar8Qq/S3/gjf8AHW8k+FknhdJz9q8Ham0REcbjbZ3RaaJmbox8xbkcfdWNcjuQD9tPh/ol7o3h2LR57tsKmFKHI6dsdOv61z/jjx94l8EX7RJPJLA33UY579RzXmHwS/a802fUbfRtfvI5YC21Zg4BHbPuOK998S+C/CPxI0iO8udRVo3jBjmTGQCM9RwaAPl/46aDpnx6Ftqtqpttbs8GGUr97HYnuM8Y/wAa7b9h/wCCXi7w7qt5bX9n5MDNvaMHKAnGcZ6DgcV6L4a+Cvw38Maib5Zbm6liYncXBAP09e1ehXHjnwn8MPDM2rXBiVpEZkQrhjjAX/J9aAI/jN4yg8G+Gj4L0Leb7VG8khcZSIZ3H+Y99xrqv2WP2UPD/hXU5fir470jbey2ax6fBLCMxdWkbLDsoVSR1ZsfwkVxf7KOgn42fFGT4leL7M3EUTY0+zdCcjdnzGzxgZ+UHrivAP8Agsj/AMFaLP4fNffsm/szeJUbWI0a28WeIdOm3R6apGDZQOPvTYJ3uOEyR94ttAPbP2zf+Czv7NH7MusXXgT4e2E3inxAi+S62TL5VtwRtLZG3r3yeeBXjf7DP/BX+z+On7WT6D8ezBob+LLCPTPDshnza2k6ys8cDMehkLsu44+YIK/K3/hGNXm8B6v8RtQnlWCysJ9RlLyZMsUILyMSeTkK3JzyfWtXxp8LtU0HTbPxFpLy7JdNivQyyndG2xSdpUghlYnGPTOeaAP6ZY7iWWJVkiTzFm2OWAPUDn/Ptwe3yt/wV+/Zik+Nv7GfiTW9Js0bWPBif29Yr5f+uihjY3CKR/ejycesYHcEYX/BFL/goRJ+2L8G7r4b/FvVFuPH3gSGGG/uzIPM1awOVhvCOMyAgxyEdWAY48wCvqD9pHVNJb4IeK7SchIbrw9eWsivx/rIWTH47sUAfzeWEaQ6lbMFhVCSUct0OMd/x+ua9AXR9Rhura4k06bUDKN0UkLM3mNt9MEcY647dTxXF+KNPOk6nd6ahCosufkADcEgHOO2PwP1rqvAn7Wfxg+Fnhc+EPh1qlzZpNL5lxPAvIOOx5CjknjHbnigDrNX0H4ry6RFdeJrAeHdL8syWcF1EYfOPdo0OCxOBlgD2yeRmx4N8XeLLzTH0y11GaSzACLtdgrEkZYDOD2FY/wp+Hnxo/aw+JcWjXuqme5uSZrqfUbsrDDGOXnuJD91B+Z6dcCvrTTfEH7C37L/AIN1D4eadHqXjPxdd6e9tP4zaNILOwmKkA2cDAlkVsHe+GbB4UHFAH5Wf8FqdJ13T/CHwqudRST7LLf6+tuzD5WdV04vj3w6Z+or4Gr9GP8AgvH8cfCvxS8EfBTwr4bWCyfRn8RXN5omY2ltXuDpqGTeuGeF2t2EbMPuxEZJDV+c9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1P8A8Envjhe/DD45ar4Gk1FBZeLNGKR2EsAZLi+t28yElvvKVia6AG4Bi+CCduPlirvhzxBq/hPxDY+KdAvWtr/TbyK6srhVBMUsbh0YAggkMAeRjigD9nR8SPBV6T/akdxp94MuZopAp3k5+6QO+ecnrXU+Hf2x/iX8MrFE8OfExL6yXAaxvYy20ex/+v614zoGsad8efhvpHxU01YI9N1iwSe3YEFlY8SRkrwWRwyNjoVIrmtX8J3GmSmCG9Z0bgqTx9OaAPsrwn/wUI/tuIT6hdfZ5W5bHQ+3Wq/j/wDbKHjrVI1fUHeztlPyHIEjc8E+nPrXxrpq3lsrqssihf8AWlnJHtx06/zqWx1udm8jeSqnnI4zx0/OgD6X8Uf8FGPjZ4W8Cal8M/g34j/sY6upjv8AWbX/AI+BFyuyJsZj4PLDnnjtXydquhO7lGdp53feWYlmdyQS5J5JOG5J5ya35GmnvbfTdLZUkuD+8lY5Kr7ZPU5qv458EeMfA722qvMJra4QyW96jhhIAcEZ6cHOR1H8wDVn+Gnj7Vvh3rMeoaXdS2t94V1C2tgkb7SotZd+MgA4GTgZxWn8TpvEcGuKmlQyGCxha0EewlVjQlMYxjucg92NWfh1rHivxlp89rJq1y8cNnKvlmdiEjMLl9p6BdgPT1rqvj3+0D8TNC8Warda7a6LeSahqdy0hm8NaezyO7MzEsbcsMnPI5yQfegDzn9nz42/Fz9lb41aT8cvgzqy6frGnZWS2mVjBd2znElvMgxmNxjOCCCqsCGUEfe/xT/4LD33x/8Ag9L4dtfBv9g6hdwYvIEl3ruIwdrYHy9Dz+tfn74B8DfFf4jaxNf+HdAnvJlzLdiOBmEKE43yHGI1zjJcqMnmrNlc3lnc3Wm6jDFHdRf64KMg4PbPuKAI/GMrNqklxK4dpAc7McHnI/mDWh8D/iR4V8D36J4o8O2eoRG5/fW97FkTwt1AI2srjqrKw5AJDLuRsDxTq/8Aac0UjLIs6xbSXkwJSOA2Ox7Ee3vgYLWE2sX8VtFCqXEuFVhgBuOeh60AfcejfHn9myy8GC18NareaEs6lr7Sha7hI3G0b44wHAH97GSfbn5+8QePvC/jL4h3F9AZktGcLFGHG4ADAyQCM98c+nvXnV/8KvGuhxHzkDcD5UIYeuOMg/nVrx38TPD/AMDP2cPFHjrU/DlxHqllo7ppVzalf3d/JiK3kkVgQ6CZ4yw/ug0AfAf7ZXxGX4nftIeJ9ctZo5LK0v20/TmiYFTBbnylYMCdwYqz577uMDAHmFBJJyTRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfc3/BLj4+afr/AISvv2cPHOrOg0wyX/h53lP+odgZ4FGP4XPmAd/MkPQV7j4w1G1s9f8AI05ZJIQ2AxGcjtmvy48K+KvEPgnxDaeK/Cuqy2WoWMoktrmE4ZG/kQRkEHggkHINfpX+yV8cfhn+0v4AbVry5SDxJp0KDXdHQYIOMGeMEkmNj6Z25we2QCbWvESvYNbW0Wwk7pGYDr2z/nrVHS1haJZZZQrIQChOdxJ/yfoKu+JNCW78WpodhEwjuJjsAPOBW94v+GOmeF/M0i0eXfaljdOXOFdeD+WSP/10Ac5eXF4mojUtIg+ePiQB+TXqXgXxNp/j7wHffD/WEMk0gM1hukP+jzcbiB0+YIFwR9Mcg+WeFLy7s9Q+0IA4RcSrIMhhzXr3wzuPhhq/iTT7+6WbR5/OT7TIp3wnkdB95R65JGMnNAHGfCW7l8MXGs2RmMRjmihUnoVkkRAv0IbH4Cu9+Cnws0b4k+Kdc+J/xinYeGvDkQlu1N80UtzI4YQ28TeTJl3dfm4GEDtnIAPXeBfgBq/ws+KPhf40+MtHt7/wIfiLpscuoBkmt9RWKU3Tw7SeSYLSYsrAcKfUZg+Mvj7S/GV1D4N8EeH7Pw94et7jbaaRbbEy7YR7idgB5kpHG7oFG1VUcUAcb4++Mvi3xwE8N6Ba2egeHrWbNl4e0UNDaQDGAxH3pZCvBlkLSNjluBXkuoaj9n1u6lLkk/KWDA55Of07Zr3TVvAvhPTbyTSZdWiV4YQoZELeYwI3cggYJBwen868R8Kaf/bvjQ2kqrseRsZ4wAOOp+tAGFHqq/b4JbiQmMSAsGySG9/0rS1DQruw1SLWNGVijkPCEBIIz29+orrvjF8HY9Mij8TaJA4s7idkicD5WKgHAPsG+vArkTq2uXVlFpNpcmO3HEkfv3yO57//AKqAPc/AP7VnhG58PW/hr4k/DLQ9Tazi2i6eKWG5kI6ZkjkXcB7gjPOD1r4t/wCCt37R/wAPvGb6L8E/hx4Qh08W9wNW1qUXbSvG+x0hgGGAUFXd2VkzzEQ2Cc+tfEfx/wCD/gB8Or/4heKngWaOFhpVjLJh7652kpGuATgnGTg4HPavze8X+LvEXj3xNe+MfFuqSXuo6hOZbq5kxlmPYAcKAAAFGAAAAABQBm0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXTfB/4teMfgf8QtP+JPgW7SK/0+QkJMm6OeNgVeJ17oykqeh5yCDg1zNFAH6gfsmfGzwL+0n430HxloSJb3KXsUep6K7gyWbmVSV7bkIDFXxggHoQQOy/aC1+G38U6j4Z0VGkT+0pvtNz3lIkYZHovXHrwa/KXwF4/8Z/C/xbZeOvAHiK50vVtPmEtpeWrYZGHYg8Mp6FSCCOCCK+mfAv8AwU01C/sHsvjF4QEt6y5Gt6Kqh5X+UZkicgDPzMWVuuAEFAH0a+myW2kSXUERQrtBb/axz/KrXgi68YT3CR2EpZw21AEyT+FcLp/7Q/wa8YeF4PEOm/GzSHlkneKbTb26+zzrtxhvLlCsQc4BAwfwrfg+MPg/4csW8T/EbTtOlWMSx2NzqccblMnDbSwOMqfyoA+hNN13xRqWkaV4F1rXJRCNRvNSubLzwY45IdHv4EYquAHBuSD3555HHHeNfFGieGLjT5pbg3klzGJLgRx4EfzMMbsnJ6kjH415J4P/AOCiX7L3hvX7A6t4nfUYZNM1CK6WGG4g8qWZrYI3mGFh91Zu31IyM9hD4p+HHxKv9QHgLxHb6ppMduJLW7t5UcI4QExkqzA9cdT2NAHonhWy1r4nyH/hELKW7uJbUxQQIvzDBBxj2yfwFecap4f8R/C74nQaDq9n5d7G2x0U52vzkE5/DHtjrS/A39vP4QfshfEEa38RtaW6s0mME+l6c0Ul4u5SvmJG7qFKht+WIHA5yQD4R8eP+Cm/wy1bVzf/AAt8G6pqkyBzb3WsqlssbZ4JCs7OM5JGV7c85AB+hH7SmmaV4b+Cvh7woYY4p9AeW81iWRlUMJo4jvJJ+6AnU18U/Gz9qD4L/CiCfU31mz1PUoYwLTQtJu1kkaRlJUyMCREvHJOSARhTkA/I/wC0V+2n+0P+074hvdY+I/j++Syvra2gk8P6fezx6cqQIioBA0jAncgcliTuOeOAPKSSTknNAHYfGj44+PPjv4q/4SnxxfITHGI7SxtgVgtU/uopJxnGSSST3PSuPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
Where is/are the abnormality located?
Left
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Is this image taken via X-Ray?
No
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What scanning plane does this image belong to?
Transverse Plane
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Which part do the organs in this image locate from the aspect of the whole body?
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 an esophagus in this image?
Yes
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Does the trachea exist in this picture?
Yes
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What is the shape of trachea about this patient?
Irregular
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What is the effect of the organ on the top of this image?
Gas delivery
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Which organs/organ in the picture belong to the nervous system?
Spinal Cord
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Are there organs in the picture that can deliver food?
Yes
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BpZrcancpDEbO0KfvS2AuHKouM9SMD1r6W8I/sQ2Pw6s4bH4jfF69gjuI1ZP7L8OG5baWw3ztPGGTOcHkErwB1r5e8R6LoF2ZPF1zrlxpv2e4Pl3N3eZCyknDK+cIfwU+ld78DfGfir4iRXnhr4caxdeKfElpatcLFc6mTHCiOAXUynBxydq4BPbFAH2T8LPhR/wTc+EnhoX58FeJvFXiSxT7Vd3eoKLSaVm4VIYYZQqbs/ed2PBNfoJ+wBcaBqfwOHiHwl8J7PwjpOpXzXFlaWUaqLgFQGlb92jM24FSzbs7ODgV8l/8E0/2GfFPxE+HN948+LesWN39r1MwX8EsTnznRFLBdrYwu4LnPXdxxX6HeBPA3hz4ceFrXwf4VsVt7KzjCxRqPw/oPyoA16o3+oaRDOputSRXidY2hE+OZMAblHX1Ge2T0zXwV/wVO/ah/be/ZZ+P/h7UfB3iXTbf4Ya9YEQ3XktHLZ3cWzzoHZDl2cEOpYEBS23lTXzD8Y/+CiPxm+MWo6U+g6/ZaVHozCPTk8P3ckEKSeZvM5bOWmzjLcH5QcA9QD9n4JIZYUltnVo2UGNkOQVxwRjtRG8UyLPE6urLlHU5BB7g+lfkl4U/4Kd/FDw58OtT+Ffxs1LQ/F9jqVu8MP8AwlsbXM8LkMNyvv3SD5sjfkqVG0jv9Xf8Eu/En7QnxOtdV+L3ij+zdN8B6tJLH4e8P6QqrZ23lFUzErMZFJO8kknJBychaALGpfFr9rb4GftPeLG8XeIdO8Y/DtriWfSbSNFjudLimbzTE7KCW8v7gDfwqD3xXgX7WHxW/Zru/Gd14q1/4O6RYWjPuuJ7WOaNpk28s5t3QbhkjOM8DtX6V6roOh67ALbXNGtLyMEkR3dssijPXhgetfm1/wAFNfgiPg/4d8RRy/CS71rRdS1A3mgapBbS3AsgYxm2G1vlcPvxvJ3KAfYAH5//ALWf7Vf7MWrac1r+y/8ADS90nU4LpPI1m/tZFW4QcOAQS2PQnnqal/Z0+L6fEoTWnjDT5IXtbcF7xpvMjz34JDgnp1PWuAn8SXXwztZ5vFHw41jRbaZcSLqVhKkbAtww3LhT6gdeozU9h8U/AFhbQ6/D4gtYZCSMtCQ6pyCGDc4+p7dulAHI/wDBSr4zeLvAXh218EeBdb+y6dqIJmeBD+/Ugj5du4+oxntXwn8OPit8RfhB4ri+KPw48YX2h6xalmt9Rg/dSxEjBORnkjIz7165/wAFBPi2+q+OdA8PaJrlpcwyR7bIW90No3v0JjBAH44+leC/Gjwf4j+G17ZW+ueSy3sHmxziYtGp77WC7cDcO3NAFTVbm61fV7rxDfX1zdXl1K811PJchmeRmLFiTnkk9eeSap6bqdxFLLFJcopbBMLOSH9mOPY9xjHWuYGvXEqNHbRpIoHKiEg4z6qv8zg/lUV3qs7TF5JHViQd4DLkdCMZJz9fpQB3A8SWiZSJcSKpDIXwPwxz+I54r6p/YQ8Y+BvihBP8EdS8Nu0VyTPIhuHdQwH3wGPB574r4mto5dyxXFxIVcfugxCbj6AHBz+Jr9Bf+CYvwR1fRYW+IWsabEBKg8rMDq68ZHIHPXrQB119+zJ8Q/hzrrL4ZhS90uNswx7jG6An7qnsfbp/Os/4hfs7fCP4i6cNL+IXg+3ivfLG6bUgomBbqElXlSPXv3r69L20EO24S0QsMsrjcSPxxkfX865rxhoGiazavLa6aj8fPIMYIB6YGR1//XQB+f8A8S/+CVWj3oeX4W6xPatGpJFzexyxdMgnncPrmvmX4p/sq/GD4SRLd69osd1bOWxcafIZAu045GAfyzX6najZTQvctZaq6ToQrIGwoUH5QMAdOlcf4l0HTrjTlsdX0zcryOzFoiVOR/fB46nigD8m3R43McilWU4ZSMEGkr7g+Mf7FngDxF4hj1W2hktmmQsVikILJnqQMd+hyeK5u1/Y28K+HrmRI9NlaNgGSSRfMYHOQucHBNAHzX4D+FeveN7pVjRoIGJHmmIsSR2AH8zXuekfsGx61o0Twz3UUkseFu3YY38/wivVvDPgPQ/B06aXfPOgU74ZYoGHPp02jivUfgybex1WSy1jVIriGWYvbRuRuCYOTj0wDn6e9AHwp8TP2SPiB4DgfUNOZNSt4yfN8sbXTnHTof0ryl0eJzHIhVlOGVhgg+lfpR8b9I0bQdT+3OqLb3cbHCqCSmO4AOOwr89PibPYXHjvUpNNOYRcFVOzbnHB4/CgDBooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCxbjS/sNx9qNx9p+T7KIwuw8/Nvzz06Y716r8Gf2R/iD8SNWc6npMttYQwxyG43YVywVgoboflPTI+vevK9Jg0y5v44NX1GS0t2bD3Edv5pT327hkfQ5r7p/Y++Lul/GjSYPDdtoVvo7Wd60f2TTdo320aqIzIoYO7bcAseDg0AO+HP7KfhrwgkNj4f0CXz5AGmmuS+Cw7+nfrz0617Hof7Nl7q0+7WNTgaKOHed9wwIbjIAzjOe+fbAr07wJ4IspbiG3js7eQOn7tGtlGEzjoOf06/WvXtO8IRW1uttb6E5REKl0iCZOPQLkjPcn8s0AeKeHvg94b0K2Q3BuBAhUkNGNpc85+diPbpnAruNEs9LsljbTr6SNiQRbRrtU4743BV47A5rqrnwnpN9KWkliQplUPlomM9FUbHz9QfyrOm8EeQ/wBptY1YZy0jRqwHpyo2k89z+VAHLfFPwJ4Z+J/grUfCniu+N7BeW7I0VyAyqSOg5PPOevFflD8c/wBnXV/hd8TrjwBDbq1rLIXsJZmIDDsAFbk+mTX7B3ejTzLttns4UQYZZogrg/8AAcgj8f0r5t/aV+F2izeKk13UrV3CozNKYoju+X/Zzn6igD8xNRs7/wAP3sulXukvC4bBimjZcnPTBb/Guy8CfAP4pfEeIX+k+D4rGxRQZtQ1eNba36dfMcD64BJ/Cu68eeKm8H+Nj4i/sdLqCOdlt4NUvfMSNweGVeBgcdQemO2Kq+JPiT4r+Leyx8T/ABb1OR3kCx6LYahthReMLsQgH8F/GgDuPh1+yL+zpYeGrzxb+0N+05p1nbQDEcWgv5zySbciMEjjnNcX8EPjF4m8N/GRPhl8Ctauho2p34s7OS7Zd/lFgDIWCArx9frW/o/7CmveK/Ai+N4NRuliRiJbBkWN42yOf3jfMT9D71e8IfsZeNYdS/t3wcbqL7Onl3Hm2u6UMD/C2wgAkdTn8KAP0e+DH/BO74u/tza9qXgjwprlrYaZ8N9Khv7q/M4Z3klXEcUaCLLuzbuWOAFOeoB8u/aD/wCCb3xo/Zf19fi/4f8AEermbSp1WfU4p5PNVsn/AJZqoz35Kkc9cc19F/8ABDz9vzwh+xtrPjX4efF6DVJv+EmsIY/tlxblNt3G+2NPMK8oEkl5BOSFHGcj7p/af8dfCz4p+BJdD1nXAZ7iT7Ub2wtIiJXyTsznJOOx5APQ0Aeqf8ESPjDofxK/YN8L6Emsi51jQ2uYdU+0SR/aZ2edpRNIq9CfN2nIzlOeor68r8Pfg38dNY/ZO+I2ta58O76P7FeWxSWSSdoru1G/O8MBuORkYxgjggdK98/4f13kWiWWo6fc6RePprO2pWs0JimukxwGUBsnI4MZQ88g0Afdv7b/AOzdp37V37M3ib4PTxD7fc2ZuNBnG0NDfxAtCQzEBdxzGxz92Rq/AzW/Avjf9njxDf8Aw8+I+iXmmX9pdSJ5Gxg42nDBumwg4456du/6x/sWf8Fwvg7+094/j8AeLtBg0Fb26W207XI7tjbfaXIEdrMrqDEzEkLIGZWbAO2vWv8AgoH/AME//h5+2J4CuZovDNoviuKHbY6gXEXmYHyiQgfNtOOpHGRk8CgD8gf2Of2XPiF+3f8AG7SfhrZ2uoQaA9yJde1i3TzVsrSM/OzM2VDEYVQTySo6mv358E+CvCnw48Jad4D8DaFb6Zo+k2iW2nWFquEhiUYCjufUk5JJJJJJNeffsh/su+Cf2TfhJp3wz8I6BZRXC2iNrep264e9uccnJGSoyQvTHXGWJr82/wDgov8A8Fcv2kfDX7RkGgfBzxbe6B4Oiv7nTdH/ALMtULarJDKY3uXkcfOjkZTaygKVwC2WYA/XmvP/ANpbwxD4q+Gb2dzHK8UF7HcSLEpOdobbnAJA3FT0PSvygi/4LK/tUeG75fh/cai32O6JuZ9V1TUlWaNioOyOVyW25H3QSOvTJFem/sx/8FgP2i9V8STaH8RrXS9f0Ty5PKmMQlBVc5UyxL87fU9sYNAHrXiHw94d8U+OLXw5qujadqDXbLal7mwWYydNyqNpO7jG1m5wc4rzPx9+yP8AsZ/BH48/tB2/i/R9MtE07w3ZX/hHS9eMbJKbqDfK0G7AIjmyqqBnnqQpr6Gb/go7+yj4O0ez8c6n8O5YdcaFhHBZWkZaNiPu+Y5UgHjnHH8/yW/4KBftIeNv24v2l/EnxJ8M28+mJ9tt9JsdOj1BgsdpEhHJ4Dk4LEnA3OcdhQB+Rn7THhNfEP7RXiqXQGkOjW+rTGOTPypHuyREpOWHXGBXpv7SFl4N17wn4O+F9xrNvYjwz4Pg+yNdgI3nzAytnPLAhhwemOCa9g+N/wCwRr1218PBcDtm4+2PFdyn53AI2YJyv6g571yv7Q/7C/xS8V+OtGOkQRCZvCmn/aQzqwhcRYMfGQSBxjg0AfJuvfDLxjbaJ/wmNxpsn2GOYxG6tSJFB7ElSQM9R6+ornryBrOdJd42OMo8YVSfXnqDz/8AXr6Obwp8R/2Yr/Uvh18VfD/naN4s0yazDbHEQfGUkAwRlWAPORzXM+Nv2fodS+EXhH4i+FNhGqieC9jRio82M9CBwTx2P5UAcl+zx4F0/wAWfECyi1AJJGLgFy/z55HcZUGv1q+Cml6R4e8EWthpsYxHGvyrKSRjocBeM/Svzh/Zf8DW+j+IE+0MI50f/V7d2Oen3un1z+Nfon8HZWi02GBnCERABJWdlxjsABxj696APRINQMqkWlvsbHzMZAoHY5JBI7ccCljjYSn7VH84XK+c+VPGeEGB+Y5qSFLQAPLcxDAxteYBcc9AOnFT2qXkrBrJFiTqZIZSGcj2yT7dD9aAMPVfCpu7oTWiRhmGAqRAKp44wp/EGmX/AMGdL1m3C64guYyQwBLDn29a7a2sBtR44bhZWyPXOeepbOP84pIY5hORLIfL2kZjjz7YIJ4/WgDxrWPgXpVksl/byIXKtGEhjOY+cjjB9O9cz4l8ANFayQ3F+FnWJXSWGYj7vIXgHuBX0FqY/wBCIBuFHRmW3T074OP59K8s+Iqz6bp14ZIHAkUiOUjjk4DDOentQB8jfFLVJn1QeHikvns7ZYy+nJ4HYYx15q78NLSSxa3FxJIhjzsnUHAJ6r69PWk+I+mQHxML67njgSPLPK8QUufqOpx61xnxX/aQ8O+B/D8tp9qiJZmEEUJ3O/ygdD069f8ACgDJ/bA+L194f0BNKF1N9peVljIRgrcnjqAMYzXyAzM7F3Ykk5JJ5Jrovib8TNd+KHiA63rLkBV2Qxbidqj1z1P+Fc5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV3HwK+LifBzxbF4mt9KSW4LeW1xK5ZY4mI3fux944HXPeuHooA/YT4JfF/Q/EujWWs6H4ajV7qMbngcnYOmdp4PH8X48V734Z8VQzFtOHkxybQcRKOucDkFgfxHevxd/Zv/AGtvHnwO1q2s7jV7m60QEJJas5YwJkfcB7f7P5Y7/oF4C+McfjXTIPiD8Nb7T722nXM80VwxMbAcggBhuGOhHHTigD7HRp9UxJFBNdsEyPlQqB3GAnT8z3zVWS0v2fzZbO5jViQpFomenXLP0rx74dftPWd9dw6brFy6O8uzL7Dt4GSVG3jtk/TmvYNM8ReHvEEaz2mri4d/vPHcK7PjtyQBjgckAdAOooAqX9qnlbWEbZGAPLRWwP8AcBH51574++GOgeJFa/niYZjdATeMQc9gVPPToAe4r1Oe0t5XeWffCemFhXnA53EqQT+X0qhcaZcRoZE1IxoR8qPF5+8fVQMf8B6dzQB+XX7X37MOq2V9LrGnxmdFyXWygdmBJz8w2c/Tdjua2v8AglD4N8BH4t6xF4rtRc6jaaf/AKGssSyeVk4b5RkBvfkjkV9/+M/htpXiqzksdbht2M+S7/YmUtnjIJXrz1yfeuA+D37JWkfCXx7dePPD91tkuoTEAiYKhsE42KQSf9nGPWgDsvEvhPw3e2j2WnWiyy5CmOa2bCnIOQCcY/Cn6J4MstD8p73RXlKx4RrZwuCMkZHBAx6Zra1fw9YxWckk19dwN5i/OwbY5yO/A7di1X7JNM0i0WC8uQxRNpuVkDKx7ADJGeDwFoA8x8ZfAjwfr3j+z+INussN1aSqZrRhgzqB0PAAPOQQ3WvSZvinoFtqVjpEl0ImnlJRpDvRQFB6qpJ+Xj05NJqeq/aVZ5bBpIzyrENxgdd2Dj9Pxrxj4j+O/DWg/EVvD02rQGO6tySEuzIbZm4YMN3HbjigD3vWJTdWsuseGNWSz1h42/s7VowP3ICnKtubGCcDGO9eDL+zP430/wAUN8QU8dabqs8hd5bOeIiEOeTszndzk+vt6dzps95HMF1LUoJYmwYnSEBkXAymdxC8juTx27Vf1X4q2sF/a6KNLmvLmchIZZZFkjmQ4/jH3cE8cD696APJPGXgib4f+ANc8eJKmnz6kI1u7NH/AHbPHICrJj7pAzjAHvzX7N/8Eqv+Ch19+1X+xpqdxr+oX1341+HulEajfatbuj61bJGzRXQzjzHKo0UjAsfMQSEjzVFfmtr2h6F4zsJvDGsadZzSz2rb0dBNs465CjAyB1/PvX1D/wAE6f2m7Dwp+0P+zb+ynpl9cpe6TpPjW11mzsNOaO1t9Pv2hu7aDJ3GU/aLLzd68IDgnCkUAfa/7Tv7UfiX4D/8E9PiD+1NCcz6f4NuL/wtMTvLz3C7LJ2yfueZLA3POM+1flf/AMFEf2ufAvxX/ZI/Zhg+GC2dxqXhn4bWP/CUaq9qUFpdfYraJ7ECSPczRyRSHKnb8wKk5Jr9gf2xv2dLL4/fsc+PP2cvDOnWlqdd8K3Npo9qkKpBHchfMt12jAVPNVOmMCv5/fBvhv4Zaz4f074Qa54Z8Q6X4w+G/iC+svGDXkwfT7+3IiayeGNjvRx+9EinIIVCDkkAA5X4dfs5a38VtQ/4TL4135gDmN7OykgUtNG3PKZwpxjp8w74zX03oet6b4H8M2HhPTtKWGK3BJKSKpIU8kE/e5+mMk9K5K48baNLcX1vHNDbTRopWcLsROgBbAAPp15wRiuF0/RNdg1vUNQ1XX0ubOV2aG7uB9nKRuMkDyxtAODyOT370AejfETx/Pd3CW2nsTLMkZZraTa23dkAjDBunXd2rF0Dwjodjp91cR6Kouby6kurlZFYqXbHbg9MZOCPavKPA/xI8MeL/jJBBbak1xZaPGRHG8xKXDAlQ4DAsQMnnFe7aKbU3ryCbEcmGjEUirnPAHzHjt29aAOX1bTJZLeGN4oMltrEqAQufvDaduBjPPr1q5c+H7OCUXUMkO/hWdEcbj2YqVOfqDn9K6y9ja7t5IIzJHIrDawhDfieuRznOMdeaZdWCwEPagMWXdIYQecgHucDk9O/vQB8Vf8ABUbSNJ1PwPodlqeoLZ3cNy8lm8oyHcLnBGOnHoT6ivmn4Ya14n8R+CLL4b2lnMlnbao13BdRkKu8n5gAAoAz9Otfev7V37MGp/tBeItClv75hbafFIpiz8/zHBIyRngev4VpfCj9lXwV8O7WOLTdMW5cJ1dCecemRj6c0AeP/Dz9nGZYbLWnixJIAWBQjzM9ctnOc56j6GvobwN4Ou/D9lFFIsMqADCqgjAPf8f8K6nS9Ng02NdPt4VCg4WK3tzgc9T1I7VYk0tpJNyuiRFdrhJsn/gQC9fTnvQAyOytnlUvMZMHAjmIGD9OB/L9a2LOJI02RTRoeojmhyc9OE3ZHPc/TPSqdrHa2qbbJCQCWKsQMjPJAzz+v4U+1uAgESh4Tg/M8g6Hoewx1/KgC95UsEjuhkLkjccYbHtkZx0/xFPNxZFVivZFBVtxEzoT09Gx+fX9Kx7nWLDSY5pvt2FXhxK4BUnHG4dv6+9c1r/xW0WytJJm1GGFI0JCiRcg/U9R9PpQB1Ot69pccEhMlzLGpCyBpjhB6keg7CvG/ix4lGLyWPVIbWKCP5d0y44OQRgZ4HTrmsfxT8Y21G6Mi3/kW23czO4ZMd8YOccfUV8Xfto/tuJ4lln+G/wvvFaFU8q/1OJcAsGJ2oepI9e3TtwAch+05+1FqOpeKbjw54Mu/kty0c12Mff/AIlGAM49c/1rwK9vrzUbg3V/cvNI3V5GyaiJJOSck9TRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXbfBP4//EP4DeIF1rwZqIaBpVe6065G6CfHqvY443D264riaKAP0H+Cvx5+Gv7SdkBot9Bo3iaGIFtJKeXuIHLDqHX0PJGRnFd14C+OPxC+EOsPpXiGOW1tYnBaFixHHcjOMcZ29fXtX5h2F/faXeR6hpl7NbXELbop4JCjofUMOQa9++Fv/BQHx3oFhD4Z+KmkxeItOiTYlztUXUa892BV+o6ge+elAH6b/Dn9tPw74lCaV/bdjBK6/LHDG4B7ZOdpB6cfpXqWn68usxrdW906eYCS1y2BjbyVVBxx6/rX5qeC9W+CPxZuZdU+G/xOEV6Y82+k30rQXG85JwuScDn5hkHjoOK9D0XV/j38Jrb7fYatf3Ee9SqRqGYgEjkjnHYE4oA++LaJGcTW19Cx2ksyqplY/Uk4/EZ9qmW3kspPMea4jAQ7sMm767jggcc4r4mtP+ChfjvSZVsNZ0G5lWNdsrbAd2c8Ajdn5s8Y47g9a7Xwp/wUh8FajBLc6h4cuLV4pQu5mDuwJzxggDg9MD6UAfSus2ehy2cUbal57PNtMYTABKnkliynpjIyeaj1PwzFKgdtPjiEjfNOCUIGOOUIHc8AV4pH/wAFBfA1w1rMvh66EImBllv3igRQoPJLYLHr7+lZ+uf8FD/B+520DRklBQ+VJbzArjPLc9hxyfegD1DxL4Dsb5CLLxZeQl4zgi6wc8c8cntwewr5L+PX7G3j2319/GmheNHllE2/BnV2IHT73Gf1qH4qftd674/1AWvgbUYIrp0KtHAu1wOSR8mNx/H8cV5jqHxP+JBbbrvi/UYkYn9xGW8zJ4xuZxu/D+lAH11+zr8HvFdn4UtPFHi/4jzT3kluALITbIoxg4BRTh29WPoa64/DnX9GBC65NdEtm2+Ty3jyc/xDH5Ht9a+ENH+NPxpsLeWOw1e9awjkAjm3tEw4PJJXPbPX055rpvBvxz/aeS5nu9T8d3A0izUu63ez5wD8qrvBPfrgUAfX+seKPiVoenwxS6lZyJGyiY34MTyDqRlVXdz719a/8Ekf2nP2b/APxRuNX+MnhC6sPE1rNbR6D4htbCeRFinE8NxFK5coqKJUl3Y3BUcDOdp/IS1+O37SutavezQ/EyW2kaRnWG08uVYYwOrkxkAfQjrW74Q+Nn7WKanBJqHxWvbeF38xGiAjWQDoSEA3cH26UAf1cXX7QnwYs9GbxJP8QLMaZHdJbS6oqu1rHIxwoaYKY1Gf4iwA7mvwy/bt0rwZZftf/FDxJ4f1FL/RNX8YzXNlPpcGILjJDEqRlJArZVXBIIUEYBr5ck/al+Pz2baFrHxM1S4ikXawju3MYG3g7Q2R1HJzXFSeO/jJc6hM2jfFXVp/LkVntXuBOqluSrK5yAfUKcUAfVvh3wjY+Ot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Does the picture contain the organ that could promote blood flow?
No
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Is this a CT?
Yes
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Is this sagittal plane?
No
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Do the organs in the image exist in the head?
No
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Where is the esophagus in this image?
Under the trachea
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"
What organ system is primarily present in this image?
Neck
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Does the picture contain spinal cord?
Yes
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Is there small bowel in this image?
No
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SQowDkqOnYEkigD8lvFHij4krYt4ch0G5s5bjAuYo7Ueb2IzIFAIGCO/p1HHx9+1p+zLr3jf4l6dr3jXxTGsdnYPPdQQrKZPKBLN0DHOD3xknqK/o71DQ/hL8cfDM8Wo6Tp2t2N3F5Uxlt/nAweMkB4yMnHQjNfmR/wAFJP2Fvhl+zN8RtC1z4PreTJ4wju0vdO1WbzhbsgB3RPsJO7djDZI2jnmgDJ/4Jyf8ElPgN8d/gNp3xQ1/4aRarpV8pjs11yYSZTI3Dy8EYHvknkcV+iH7DP7CnwI/4J+/CjVPhL8APDEOladrvie48Q6tb2sYjha+mighYxxjiNBFbQoFH9zPUmvypuP25v2vP+CeXwIbwv4VkEvhTVb4KbnVTsuNDMp+/BuI3Kep7DrgZr6K/wCCd/8AwUe/av8AFYg8cfHPSrbUfhnqNnJs+IM/mpa29yi58lXJKPI2MbFJ5zzxQBa/4Le/8Eef2cf2qIT+0LpfwqtLDxpqWpW7eMfF2l2qNf3lvbwRQw793LBYoUj4I4RMg18dad+zTbaN4Hk8A/C/UNN1HRdPiaCWzm0ofaY8LjkBODx97jr619JeKP8Ag4b+EfjD4r6t8GPEWg3el6fb3UltHrkLLLbsU3AvhfmUcd2PBrwn4s/tUfs8+PL6bVPCuuvbTXu51u/LPmIcc7vL9yMZz26igD8z/wBsP4Wa/wDDP4yW1r8N/Etu9zMvnTaZcReXNav25DEHJGQNq8nvXFfFLxh8f9O0CPUfjvoFxMsUQW2uGvvPKDHy7uRjHTGM+9fYHxFs/hZ4r8TzaxqVs+tzuxY3TlUZDwVG9gCOPb/CvN774L3vxP8AF1kjanqdr4SSZW1CO6jDrJjvvATKcA+pFAHyP8R9M1jwf8N9P+Id3dSeRqb/ALiGQoMKRwMHLYwOqsR6jNecaN8UbKDVEhu9OWW0I/eyImDFk4LAYIXr1FfRv/BUb41fCTV9P8JfB/4N6xBdy6G1wdfmt41WNJAQsUa5/wBnJJ6dsnFfHd8IluXXzkl+c5kiXAb8P/rUAeneL9FtvF1lN4q+HGq3E32dATDLKRMqjjdjOMe+PxFftJ/wZzf8FKtnizxV/wAE2vivrarcaksuv/Dwu2RJNEpN9aDAOWMQE4JONsEnfFfg94P17XPDWqDU9F1CWAIcsyngjPcc5/I173+z7441fw18UvD/AMc/g94wm8LePvB+rwaroOoxSRRj7THIrBShPzocEFSMEEg5BIIB/bTXx1/wVf8A+CY0P7a/w1ufGnwZubbRfifpdvnTruQ7IdYjUf8AHrOegfAxHIeAcK3y4ZPQ/wDgmj+314D/AOCiH7MWlfGXQHtbPxHaBbDx14bhc7tI1RFHmIAxJ8pxiSJstlHAJ3o6r7DqPxA07w/45sfA/iBWgfWEdtGuyw8ud0GXhPTa4yCOMMCBnPBAP5OfHfwj/a28J/EW9+HnjnRtQsNW02/kt7qLUYTFLayIcYIcgdRjp39qxPHv7IPxC8d2Mth4w8JQXMpdZJJhAiShgAGIcZZcjH1/Gv6e/wBuH/gnh8Lf2wtOXxOtvbaT410+3ZNN13yMrcAA7YLkAZaPPAYZZM5AYfKfzM+MH7Efxj+B2oz+H/iV8J9YjUfLb6vaQiewuWyOVkjXYV24OGYOO4BoA/FrxJ+wBBazTQaTq+orMjEpG5jdCv8AvYUjqBz0wa4XVP2V9V8Oak2mahp2oXbsCYZLU/IRxjPycE8jhjX7Man8H7GK2lhsr2KPbuWV4NPaLBHON6tgN78/TmvLZf2Xbu7vBrEljf3i3E4aJhbs6sASfl3BlHPBJ5/KgD87vDP7KnhPUIEt7vwheQzn5vNmed2XA5UouRnr27V1dl+zHAkMzaT4bitFRVYSlUh+bHHHX06etfoGn7DHx9+IWnNf+AvhxfTSS3DLHN5ErCApxgL8u4gkE7eOe9eP6/8As1/tEeDdZn0PxMZoTAwFxCWaM4HQlZCDjn+6f0oA+dp/2b7xbLzjawW7YLsWgVTIR8wwzgZ7/gDVq2+Bmh3+mXDXPhLTbqSOMxLG9nFN1HUlycY57dq980rwTfvKLbxDJAs7Y85mcKTgnu5Bb3Axwelet6H/AME+f2svF/w8m+Kvwo+A02veHW3edqWnBnB2rl8AEs2O5UYFAH5o/Fv9mrwul59msdAm0idYNxnRkVCw9UGBgjpgDp1rwXxd4M1/wVqAsdbsJIllBa2mZMLMmfvD+o7V+omrfCDwtri3Vh4qijg123cRvp72x3W20lSrCVjhuepHpxXzh+1D8FZ38MXtlq1phlhMunSvdZ8qVT12hQoyAB64JoA+NKKVlZWKsCCDgg9qSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAdDE9xMkEeNzsFXJxyTXsvwI8GXHxD8S6X4R0AQNAlyLeeOOQkyMSPnbPqfTj0rgfhfoFrqd5davdXCD7DFuiiMqqXds44JyQAD09RX6Tf8EQ/wBl/SvFvx38K29vbQLd3uuRyCW9gyrOHAC++T296AP0g+B3/BttHo/7P2k+PJ/iHpa+JbzTYr6XRktGjtwhjV1Uzbvv465UDJ+9xXzF+0j+wT4l+HKHTPiZ4JuRol7IYxc2+XgmIJAG4MduPp37V++nj3Q/FNl4ZtruzvRdiwhiSawhtyq3AA2vwG5zkcdgK5TWfBHwui1aHQviv4VtLjTdZiMdrBfoHtUY4bgN9w/MR2I6/QA/Cn9jb/gmZ8Nv2ifitafBv4W/DyytXvAzXmp37ySLaW6jLzH5+QOMLxljgda9E+IX/BOP4NfCfxZqnhdfDXiDyNNlkS3nnhSNbkKzDzEQn5MkE4Oe1fqX+yr+xpof7KX7ZHi+98GWtz/YHiDwqZ9KaUOy2/8ApUW+33nIJUgEZOdu30r87v22fi1oifF3UopWJu7G+kMrwTM5aMsQFI3EucZxjnpQBv8A7MX7CPwM+IKvoWgftQS6JNtDQaTr+lIybmHUyxnavXuO9e3Sf8EOviFeStc2nxP8LzQXKArch7gMVI6gLGQQc9QR+NfN37MXxSstH8Z/2tpmizW1vYTLcveXtyDPHGyjahV4wpGc8Y6Ae1fov4o/be8LfB2TRPCmjyS3QbTFudSn1I48pfKLYA+VdoHI2kbmIHGSaAPGvAn/AAQc0H7QZPip8b5ri3LgyWej6coMi9x5knK9v4Wzk8Dv9dfs1/sb/s+/snaTLYfBzwNDaXdzGUvtZucSXl0u7dtaTAwuQPkQKuVBxnmvFvDn/BUEeKNQtIrL4fQwQySszxzzO1xcRKmcRxoDtYnIBbI4PXGa+sdHv5dU0i11OawmtXubZJXtbhcSQllBKMOzDOD7igCzX4//APB2P/wVf039lr9nS1/YV+F2rpL42+Jto03iXyJWDaZoatjaxA+VriQbQN2fLikyuJFNfol+3X+3f8Fv2D/g7ffEX4k65by6vJbOPDnhlLhRc6pc4IQAZykQbl5Twqg43MVRv4+/+Cl/7TOoftY/tN+IvjZ428RJr/ibXr9rjVNWj3Ika4Cx20aEYEUaBUQZOFQCgDw7TtZjurx9R1m4R5kBNujRA5YnOTnA4wOpr0HxR4ru/Fdvp4vLKzkhsrTy0nkmJ56kFQQG59gPrXC/C/wb/wAJ744sfDck/lQyybrmXYW2RryxwCO3H419T+Lfgj4A8K/Da68UQXttPHbWru7i2Me0DJGScj07gmgD5O1jWYhcTW9lYWqAkK0sS8MBjGBnA6e9LoGuT6Z4htdWW+lWWKdHEg653A/eJPHHv9KyppPNmeUDG5icZ6ZNOtYzLcxxLIELSABz/Dz1oA/Zm6+IfgHTPhPoWu63pg1Ke50u3VbaSWWFnkKKScp1556Cuw+E7eK7+JP+EB1/xH4dvZeLaCG8kkjVvXYygOM9s15j/wAEhf8AgmZ+2t+31+zpc/ELS9atdR0nRb59Psv7euhGsUkX/LKMnaWI+XkEqOMsOlfrb+wB/wAErvhP+wl4Zm+PP7Y/xK0g38rbVtNfvo4NOsCRwHaaQpLIdpIHQADgnIAB+aPxc1f9tqXS7rStQ/aI1AQ2pDLaLfCF5FUnkhGXB74OcY714dbfGX9pv9uH4ueBPg58XtFv9X0fwnMkc97bRN+7sQ37xy7sUJ2g49T2r+ku0i/YZ+KPgrSfHMfgfwFrWg62f+JXf3Phe3kim/emIHEkWVUuGAYgLhSc45rs/Afwh+Bnw4urjWPhp8HPDfh2ZDJHc3Wk+GoLB/l65KRoWU8kEZUjkHBoA/N//gnN8H/jPa/DXxf+zv8ABj9nE2/gTWb+7k0nxl4ph+zW1tHKAhJUoGuiOfljyM5yAOR6L4P/AGavgJ4H/Z98e/CvT5LrVdL8OW+n29h4wvIY/t1zq0s6qkkKDPlI0u8CNePLbHXmr37d91+2n8WtZl1X4NfEq+s/CkCJCdN8NxSsLtHfbk+UwZ2z/FkqvB4xitL9jH4GeFB4m0j9mC68Qyapd+AdS/4TH4oWwmF0trrEqCLS9MmulxveJRcXDqAPmRQc80AfV+pa9408E/A+3n1u+gk1y2sltbi8Hzo0qgoZTgj5jt3EdmOK+YfD3gn41fFHXZzBpb3iNNia6lDDJJzkuR056suenPavoH4T+Lvizf8AxQ1/wP4v8Dq3heyuEfQdee1P+lFg7O2V3KSH6kkHJP0Po+u+KvC3g63EuvarbWEOxn3TOEUAYz/MUAeH/Dn4KfE/whr9skGnTW8XmAvdR6jgR4B7FDkc4wNtbP7aPwO0D4w+Abh7PTZZvFthpV3N4UMbA+bcRxmQQbScEyBWUHjvyMCvTNE8beDfiVpF3D4I8a2d0TE0bT2FwkjwEggNt5x6jI7V4k7eJvhf+0noUfjPX0uLOeBra3nku5I3lYxlmfZzvUkucDgMNoGOgB458ffFP7G/xx+HHw/+Hn7TXhGDWfDHi74bWDahaxWiu1pJJCNj7wS6SR4IBBJUjGTzjJ+N/wDwTtuvil+yBov7In7Jn7TXh65svCV8tz4T0fUWhgSx0tYmWKAx2sZEswLvm4dAT5jZxuNct+0JoHxg/Yc/aR8SfEn48fAIfEX4EapqEl1oPiTwlcPb33hK3uZ98mnzW27YUSaV/LOURhIuJEZjGmP468dfsPanf6ZqvwY/azvPC+p32oLcT+Gtfvp9Ont+DiLzJFMOQDjhsHH3jmgD4j8Vf8ELv27fg/qsniXW/wBlq68WPNOd974f162unkbs4jR/MC5x95R3rPtv+Cdn7aen3rah4z/Yz8V6XoUCGSa5fR5S0WBy/wC6U7RwMlic9eOlfth4B+L/AMSvAvwg0r4ia14ps/G2iMRAJdLIu5wghJ82S5hZ1b51APysxD889OG+Ln/BXr4VfB3xdBomvfCTxNeabHCW1nVdPVM2JAXcRDKEaVN7bQ2VJwTjFAH4Z/FDU/BHhS+k8ParosFvcIdkFveFDJnn7y7WXII6ED8K83+OX7dXgb4efA67stBgvzrFzbvbWii2kRVkGMZdy3y856Y54Hev1L/bY/Za/YB/4Kl67b/Ev9mH4vaT4a8ZcXepWmsmWydCclt6tkZzg4TIGDjtj83P+CxH/BDj9oT9kX4K6P8AtLX/AIu07xBospR9Qh0pmaO3QlQrFhHgg5HUkfN060Afl1ceJNVu9Wutcu7oS3N4zNPI4JyWO49fes9zu+YIB9K96X9jW/vrM+IFurqGIukqwLbeZ5kRAIUcRjJ6V6Fqn7GOn674elMv2+G5aPzYYJ3MaFucfJjOfcnpQB8j2l3cWU63FtKyMp4KMQf0qaS9DIZjG8M7EFXhG1WHuB/Stbxz4G1X4d+NH8M6zGkbq6svIwELYB+bGOh617d8Qvg7pFx8KZfE0FhcTSwwrl0jhUADB/gLHr9KAPVP+CKH/BZL4m/8Et/2qdN8Y61Jc6r8OvEcsGnfEXQ7eQCS5sQ+FuY1LBHubfe7xF9pIaSPzEWVzX9WHxTsvBP7bf7Llh8QvgB49ttXsNZ02PV/CHiHR7vat3E6ZASTGULKSpBAKsNrAYIH8Run6XZvqX2I6dd28sg3QmSUxpkDrzzj6E/Wv1W/4N9P+C1vjv8AYA8UL8Bfit4h/t74SarMJLvSfPZ5tAuWOHubRnIXDEZkhLbXI3Aq2WYA/pL/AGdoPHOl/DOz8N/ES7luNV0zMFxcXDhpHGSybmHDYRkGcDp0ruZI0lRopUDKwIZWGQR6GuP+Dnxf+Df7RPgyx+LnwU8d6b4k0O6cmDUtMnLL5oTaVdTgpIFbBR1DAEZA4rkfiN8afiV8LdFu/FXj/Q7HSbD93b2cwulmj+0PMNu7A3bfL3g+6jABNAHaXfwH+B2oXX26/wDgz4UnmyT503h22ZuevJTNSeJ/B3w10bwZfRXujWGladFaN5s1lbRwGFcdUIHyn0x3OO9eJy/8FIPh1Zypd39napYM1yXna9KsBHtCooK/O7ZZuOm3BAPNX/Ev7dfwf8Ta/D8PfD15/aOn63pYuINX0rUkMk0DZSRYkU70mQ5PzfLhevOKAPHPgHovxN+JH7R03iPwN4/htvD0F75drF57tMI1QsGJyVZjsG5SMc9McV4B/wAHOWq6H+zP+yb4W/amvfDdlaa4vi4eH5jpzeU+sTz2s08W4oAAP9FnJJBIXnB4Wu3X9ovw78Ffj9P488NzS2Nho9w8V5Z3h2G/mBb7mz/WLIpxtG7a4bB9Jv22vC/w+/4L/wD7Jmq/sh6NfyeDr7TPGGha5FqcsX2l7e3W5WGZ/LYJtk8medQMnBYZB5BAOd/4IxfsEfs2fGz9nbwj+0l+058M7688d6xoFj4k/wCEf1+zni0/TbC8DPZOrGNI7zzI0LklmADBSi4y333YHULK+fw58H/7GsvDmnoq2OmaRax28Abd86jZGQCXYn5cAjn1rj/2hfGXw9/Ze+BXh74P2umzf2dpGg29npzqpzb21pHHAmMYUttGOTgdx0r4xH7W/jnw9rb6t4A1aVkS7SaOaa7A8wMPnjwnAKklgQcZz1oAzf8Agtb+wD4gt9Rj/bS8B6BplhPPqLWvimK0Ukqj4EVy5IALbhtJx3Xmvxc/bpvfE9lc2Ph2bVSZLkZM63kiq6sASMDBJyD0z1r+pHwbrdh+2F+xrq3hu/j+13+r+HLjT7yG7IyLpoSY3yQOjFCHwPmU+lfzrf8ABT/wpb6Jd2WqWlrK9gqtbGYR+U0cu0DJYuM8559KAPyz8caNLoHiy/0qYnMc5Ybg2cMAw+9z0YcnrWVXbftD2Ys/ixfgYHmW1q5Xdu2k20eQTXE0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHoHwF0tdXvNStfJkdtkRAU4XG5vvdj261+l/8AwS58Yar8F/i14d1+00acNa6jFI7xRYYfMPmYjtX57fsVXdmnjzU9PllhWe403/RxcT+WnDjJz0yMjA+vvX2n8FvipJ8M9fa11QsLiaeIJMZkKRhSSfulc8igD+rTSNettb0fT9Z07bJHqFvHPFtkH+rZQ24eoAI6etZ3j34faV8RfDCeGPEwM8IuY5XZflY7W6jBwDgn29u1fGn7AX/BST4PeN/g3pnhTxt4vknubQLFFNHI0bKUQLtXGMjIPfHPevtnwrqttr2iWusadfpPbTQgxSIS28djuJJPH60AZHiHx/4L+Gmt+EvAeq3KwTeIbt9N0cyuAN0du0m0se58tVA6szDFfjP+3h8K/Evhf4peJbaK4iOu2V9M/wBnjjwuC5XMWI8nqAMYwPpX6R/8FZ9Pto/2XE8aR6s2nah4e8RW17pmoxtIrwSBZBkNHyp5Bz0yor83fGv7a3hf4669HrXxk8Pad4g1uC0SyfUbNlR7gJjmQD5S2PlLYHQnrnIB5z8C/CP7S0+s6R4U0iz1+aKS4W6uotHiUy3UakYiYt8xAwRgkYOfSv05+Dv7Aq/FjQbXxd8XtK1HR7qJPKFnqkRa4kJ2l5JELEZJGAc9OmAOfOP2Zf8Agox+xL4H8DadY63Zafp99pqhYbITgLEAxIKhEy7FuTkdefp0/wAY/wDgt18NtG0O6sPhD4Lmv9bFuXtP7RZvJJwccIMjnHLY69DQB9ReFfgx+z5+zXBq3xPuE0vRy7edqfiTW7qOJbZMBAvmybViQAhRyOuCTmvjn9sf/gvb8JvA2lah4Z/ZStE8SanEDHJ4j1FGhs4MjG+GNxvmYHJy4VMrnEgNflr/AMFCP26f20P2k/EEd78XPEctzp6M7Wvh+xYx21qpGP3aKyjOFwXIySBknFfFl/8AEzVbC/ezTxRJBBdHyrqFogBEBxjAOTznn37UAdP/AMFHP26vjJ8fPHOpeJ/iH8Q9V1G+v2xK15cK/wAoONigZVVxwqBQAMYAAxXxNd+HtQv7v7U9rKsbt88ihX2888KQOBjjvXsvxCbWvEGrTNB4khv03ZRbmFwWHADA4yPy6GsHSfhVqfji+TTrG+snvXfy0hbBOcgH/Wd/8OnagDj/AIeT3fhTXjfafrE1o5XZ++tuGz1GMNu/Aj34r2L4ofHG+1H9m648MFrV7jU5o438uJ0k8sYYkheD06HGM96wtf8A2VPiDoyPJqHhpJkiULM0O1ieOpI6HJBwMVzp8N6l8OtQsrHX/D13DavuEqywt8wyMgbGJB6Hp9cUAeY2VnBcSBZ7naD2UDJ9eWIHT3qS+0m505o7hcSRSDdFIMEHB5BxkZB6jmvpvwZ8JfDnjfyxpU9wsd1hgk8bBI2I5UuASRx7n2rX+KHw7/4V1oJ0jQNEU3KgvmYNOkUeedir82eAefUkYoA/Rn/g1g/4K++A/gDbah+yR+014sh0rQvEuqI+h6/fFYoNK1LATZcsQAkM6GIeaTiN4xuAV2dP0H/4KjfsB/tV/tb+M4de8O/EaC68OxMH0fTJdSUQAOc7o1aTH3cZIA6jHv8AzqfspfDfR/FesXjWfiiPTry3h+2TyXsEYRVVwqlcBiDlgfuDry1fot8Av+Cm37Wvwy8J23wE1/xNdXVlZwyx6Tp8txgWMSgfNbXGC6g8fIGK9eBQB+vn7AHwl+FfwP8A2frP4UfFb4gaVqutaXYM+pXLaiRBBbRk8mUsAAFI3MxA5A7Enyv9v79uj9rH4hWfh74Zf8EyPBF9d6dqOoNBf+N103y4rrYADbWqzJkRAsN0+0BiMI2Mlvyk0L48/Gjxf8Q4Nf8AFGj3Uvhuz1iCbV7e7maQXcSS7mQqz7SmcnBOCQCQMV+h/gv9uOw8Z3V54z1L4g6bpekw2yRyNdXf2VDGoxtiEahkC4xxkZwcUAevfst/8E8f257e2trn4+/tRTaXp90qzappeiyu91PnloXk+UJ6Ehm55wa9ql8C/Cr9mH4SXnwF/Za02W0vLzXheavFp+pPHqMk80qCa73lcyv+7VX2chEPGOnA/BD/AILBfsp654VvQ3jXV9cfTlfNzaWfmiUxqoMSO5Te3H3mIJzya634EfF79kD9rb4ux+MvhN8QL618TaZO13f+H9Wt5ba5kV1BzEGIVl4JYxGTG4g7cigD0X4ifHSw/Y8/ZovvjR+0jql7d2uizxi/k02ETyqtxdpBAuWZQTmWPLMyjJIz0B/FP9pn9sH9pf8Aap+LGo/EHWfFr6ZYyXz/ANmWFjC5hs7XcRHGG+bJCgAsOCSxwM1+8nxX8PfDbxn4FvvA3xc0az1Dw/rcf2PULLUYt0EqtyAx/h5AIfIKsAQQQDX4+ft2/wDBMP4n/sq/EaXxV8IfDM3ibwHrNyZdGmsoPNuLNjyLSfJA4ySsm4Bxk4BBUAHzN8Pvin8Yv2f/ABknxH+HHxhvdIu4XWR7/T9VQKxO4EOmCHHUFcHPQjHFftZ+wz8Vde/b5/ZH0X4lfHr4fLY36arJFa31upjTU1t3TF5EpGY1dg0bpypaJyNoKqv5j/syf8E3P2hP2vPiBYabeeBb3wv4Wju1fXvEV6jJHFErZeOMEnzJiDgIOhKksq5I/Y74L+KfhyFn+Efwg0RYtC8FQQ6as0JIgjZFKiGPOTIVC8vnk5JJ4LAHcX1jZanZTabqVnFcW1xE0Vxbzxh0lRhhlZTwwIJBB4INfn1/wU7/AOCMv7NHxt00fF/wvLbeDNSs5Ge7e0Xy4Ztw6KqgYJ5J5A4r1z/gpr/wUl8PfsX+B5PC3geSLUPHmow5toBB50ekwkE/aZ13KCxH3IywySGYFRtf8rtA/wCCl/x4+OFz4qsviT8ZLq7uNQtHn0sy3aokFyoLInlqxhVGOV2kpgYwMUAd/wDCT9sz4V/8Elfg/eeDdMttT1PStS/0bXtIkeQSyXOx/s+q2shDiKRThZISNki7Txg54j4T/wDBUn4CfHfV4bP4r+G9Xv57mVkMkpd1kyCPmG3Kpg/xY56GvjX4mHxP8ZPHp8ZfGGOZrO1nZZori1jSIMOSrOJQr+uMsfmGB69tZ/Dr4b+IEtdQ8JXRie0UhpbKDy1OcYDqwIYHJ549iaAP0N+Hv7KH7FmnfEWy+Nv/AAtzT/C1rJp5bUDqP7wlixLRou3MoAYZTOOD7V8Z/wDBcb/gpT4l/bU8R/D/AP4J1/s1vqVn8LtO1mJNX1J7bybvxNLFhjIYcf6NaptcxoCSc7n7IvH+MNM8Qi1t3bVZ7d7SRk0y4DCQo2wEoRgEDHY/mBXM/s8fA3xVq37QD/GXXdWa9itrCeEWigRSLLICFZVU4K43jI545zQBtW3w+8NWmmQ2C+EriJYoSoaYKFYDgfN5pUgHqCuavweBfDupwtDdym32lvKS2vBt4z94KFyMHtg98V65b6XbT3Mi3GjwWeM7JVhKSuc4OGxkjjsTjv1rK1VbW3k+0w3w+zRNukuJVPyLn+60YGeM5BOOhoA+D/2zf2V01DxzoeqaZcRZu7uOOMtM8qupcblXhvm9mHT25rufjpZ+HvDHw+s/h3qdkZJLyIKyq687V5yirgjPYgYrovGHjDw14g+Ldx8TvGF8XstCPl6RJ5IaORucskcaqCRjAIzkdRXiH7T48SeIfFVl4wt/FKSWuqKH0+wtXdZI02jPmfKUUgkA55oA8B8f+DtM0bU5G0PR5YnVcM0kzoq8DBAXbtHtyPp1o8DSammpRai99MvluUEtvqGMtnhSNxI4PTPINem6J8PtQ8Z2UaeIVWJACTLc6gXlIHU7VGCM5xhz6EVP4y+G+l2/guPVNImK3djOA5hCsJo+AJGIZSpU4ByoPPJ6UAey/smf8FBf2nf2G/FkXjX4G/Fe50F52VZoIWFzDNETu8uaByVmGckAqcHoMjNfsV+xV/wc7/s7/GvTrf4Vft5eDtM0KfU08h9f02zefSrtSAMT2su90HBJ2mTJPCAV/PlovjfWdN09dO16a8vtLeQLc2rQNyOuUZgxHXI56evWtDUtLuLOAa14M1iTUNFueWiLFZLdxn5HEQ556E/0oA/qt8f/APBPn9mn9oj4TWnjL9mbX7CXRdTX7dpEmm6iLmznJYfPDM28rgqw2ElQwIwmMV81fHL9nzX/AIOeBp/DXiGWGCNrMwSTarZx2jxO8hDOjogVkIxwB25yK/ID/gnV/wAFjP2yf+CdvipW+Gni+TWPCU04Oq+CNcAl0+cYAYoFYPDLgKPNTafkCsWXAr9XtX/4L5fsBftc+DrCT4mDxL4Jv57MrfWOoWD3lqr+sTjA6+qp24OaAOB+FvwI0/xKbrwzd/EsPBoqpLot7FeooERkIMTMgyyiQ5BK8BuDxX2j/wAE5PhLq3weKjXZYU1nx9rKSaeHtzJcxaVYq8s8zE42xSzLFCGP3i24A8GvlvRP+CnH/BOX4e+HbfTvg08HinVImYxT6jfeRaK/yffjyzMNy7/LBXriv0F/Ya+HvxC1bSLn9qD43axJfeKfGljEbKKRFRdO03IaOKNFACLJhH284Coc7i9AHzz/AMFa/HXiPWPiJb/DH+zzNpVnYw3E9x5rwxRhskxu24BmJ2nOcAHB6V8dfDi61jxJe30cEbmeW8Hk2QsmWOC3UKQIn4DErgDGSCh6k1+lP7XP7EPjT49fEOPxZZa4t/a+V8tteTrGtvjpGExhxnad2QeOc4GZfg1/wTf8MeBvGtv448YeJZ726sCrWAtpflRgBj5XU7QPmAAJ9aAO4/Ys+G8/gH4U2+rXayWkd/aRFLOScuERNxDksAckN+me9fhT/wAFPda8IzeH7Wxv7i4hmn1eZreZ440AG5gvXBI5Br9+/wBpX4s+F/gH8Cdf8ba1ciFLbTJo9Ph+Yma4ZG8tBjJ5bqR0APpiv5bf2yv2ita8ffE3TvDEEUe23lEkjqEwFDf7SKegzzz1oA+Jv2yLiKf9oXWooNuyG3so1KvkH/RISegAHJPAFeX10Xxa8VyeN/iXrnil51kW71GQwugABiU7Y8Y/2FWudoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAN/4XeMh4A8f6X4ufzTHZXQeZIcbnToy4JAPFfcF3fad480e0+JPgjZPo1xbpJG6x4YyZwQ2QdpzkEHkHI618AV13wx+N/wARPhJPIfCWtMLaZSJ9PuSzQPnvtBGD3yCOgoA+3vg78cvFvwh1i3n0e+ukiiYlG8/YWY8l8KCTyE6469K+6/2aP+Dgj9ob4JRadp+sWY1vR7Z41ms765HzRg/MAWwQ2Af0r8nfD37VPw78cXwTxTpraFcyQLG08k7SQsxJBOQhZQBt5OOneuw8OaXrV3Kt94XS01XT5IzI95p8wfa20EE455yvTnjmgD9sv2zf+C8H7P37SnwDh+FkHgG70y71NYru8F7eK4iKqcBfL5HznvyQMV8c+D/hL8N/itZSahoyKyTqSJ7eYgrz1JzxnJHQ8mvimW61fVbC3sfGOn6isi58ibyBlQc4Xnt1J6dDXffBP49ax8MdY0+0sNeUWsQBntXA5OQSWJ/E5560AfYGmfs9+HvDwe601IpJGAEYnvS245PKgAAZP6Dj0NgI/hmd1XSOVU4UWRZwcg5+ZMdeuTySK1vhv8YfD3xG0e3u9PuLXUJ2QKWtSVILdgwBPUDtiugu9Ns0n80aX5SmQiWJboSbCfXgHPbkHv0oA8b8eWuieLLaQXcUEFyI2+Se2wzNgADO75jwcYBPXAr5d+OXwRutQ+0T6f5ySqhHmb1ZSpOc4B4OMds8E+lfdWteE9L1iLbLYwBXx8skZLc7h1b5QOPXPTNcxqnwkl1O2m0+C4ubmLy2KQNaIV4HZ13YA4yMZ7cUAflb4r8HxeHbl4tchuw5Y/ZxGFCv6FkIIxn25655rO0bxWnhnFzouiRlxIT588EbH2AChjj/AHcV98fGD9jH/hJpJ57OwkibbnZNOSV455A3HuSTxxivnbxx+xX8VPD4mi8OvKvmfKnlv5e7ttyuAD9PpmgDl9B1VviXoc+p2Wv3emTWdq0l9Y2kMjeYBz8gVOc56c+9eR6trv8AasztJpUoC5WJGtg5UA5+dyFVePfg5ruItE+JPwz1uazk0i8iupmaB2CFywJwR8v06H3611nxL+BFuP2frf44ahosdpPeamIjHHc7S/IUkphSvuR3J6UAbH7FPhfTPiXKvhiXWLzSr63v1eJPPWNTEy89OpBIHXvzX0J8Xv2LvGXibTJbSwja8lKOsE5nTe+Rgbeh7dfWvjH4BeJfEPw++Idn4s8Aaolrew3CkzhJHDLkE7uecgHj+Zr9b/hv4tufH3g+x8UxyqftFijS+bAFkZyvOEKE89iR3oA/JTwRovif4MeOL+017Qry0ltmCXFrdRH96UdX2lsoGB4HLHr92v0L+C3h28+Nnww0n4laxo4ttXMMkYUzeX8rDlsENkHjGQc8Yr0XVv2bfh9qesP4ruPDaGeTJaYJuBUH5Ru2gNg9RkjHatuLwvD4bhik0q2t4YraMAW1lsj24PCgKcZ4JIwPrQBxXjO+msPC99b6b4ZS6OnCVYrdNWWJJ1QMVP7tgfwwD16V4Fosviv4037WfjXxVd2elx2xeKCKUGBuxUK2ScZOSS3Svb/jjpMp06Xxj8N7d4tQs8GexAcGZCoJGQANwyeu/Oa87+D4ttQ+G9nfeHJ42v7a4aO7Nyys2RIcB1Oem7PKjv6UAQfDjxLZ+HfDD+BrWDT7qDTNYY2z2x3O8skRBcmUjY3yDhQM54ArS8CftBfE7wr8U1jXxlNFqUVwJbC7gmdZYCuCqKuC3pkhcfTIB27r4bx+IZ0n1LTFa5mk+03D2dxH5qOAGG3BG3DqCODgjNcVN8Dtf8Z/ErxH4hvPF89s7sGit4oyonbbwzFiC559QM0Afqx+xd/wW58J6/4ksf2W/wBuSaET64q2ek+KJYTH5+VHy3kRVfLX0mBJzgsOS4+6fCtj8RPh14j0nT9J8Sx634HuyXgvJSha2hdf3ah1GGQZUhhwR6V/Ovr37Neh2ug2d9p3iW5/t2wCAXUlwnnXPCnaQAeuD0YDnGPT9HP+CBf/AAUH+IHxD+Kms/seeKb6KTwzo/h37ZozaxP5dzY3azRxPaRbv9Yshl3CME4KsV/iBAP0h+IHjbU/FukSeEfhbcwzXupwyWy3swKxQbgMvv7kJubAVicqQMA18V/8FOf235v+CdPwbt/2YP2Wre3PxG8Q6dJf6prJO5dKR8K1weCBNIQRGDjaq7jyVJ+kvgBqHifS/wBrP4geB9SiMOnLC13Y2ggRUjCyosbDb0JjlJyRkhupr8Hf2w/i/wCM/j78cfiH+0BNr99fab4y+I93aeGbiG73PHHC/lQW8TMSGRIUjGFz0xxQB5Z43+OnirXL+fxB468Wpf65qCCa4uLuYo9y54d2bc28nHXgk1zHwN8GajrXxDsJ9eupIvtErMgRufKBPBCnJz06DdgnjrXvV38EdN8ReHNOXX1glMKhLwzkBt3X5h93J75JPGeKvavLoWja3b2tgi26vEqtMgLIFTKqIwwwAOMCM8ZoA94+Gvwh+Efii20vwh8Sbk2eg3PkxawZY1Q7gqkD5slQcYzyRnp1r5v8b+AvhX4O/aG8Y+B/h340VvDFnrMaWMQt5JJGikQEBWJXaAT0xj1FdsPjBpfhe3E097bqluHfmQxyyEj722XIIzn+HmvM/hL4Jv8Axt431X4r+KLpoE1bUPNtIJLcqHjHyKTuO0/w/d49hQB30ujQXWhRSy6hHeraxhbSIXy73cZ2BkXGeQO5x+tZH7LVlPqGra/q2qq32y6ulUQQON0SKzBs5bnDfKMD157V6np3gW0lVZZISJoXWXF1bBlYBlyuxvlIPv64BrY8L+DfDnhS6mk0mztwb+Z7gpB+6JJO9kAwVIy2cDnryKAN7wL4Lt9c1pbO31WO3hhjkmkN3EQ0ioPulQBuBJzx6CvEv23f2iPCvw58MNovhXRoX1C53w2jvKE3k9WEYJbAPOeAM8V2nj7xBb6XeXDW9zpcdummzyXFpDcCR3ChiCVIYDnjJxnGM1+Y3jzxl4y+KvjyS+8Uy3F5G0wht3upjGkAGNpVMkbfofx7UAZPi/xJea3qAj1m9IZJjLHEu5VLHqf3hwT79vetDUfHd1rOm2sEttgop2lIUZgfQkMAR3wD6cV6f8LfgZ4H8c3g8IeMtbS0uGtvOtZbWUqsmcbQZGBUnJz0yMdazfi5+zv4r+Hmsy2lvohfTmiVLZzbtLIvu204wSTztI560AeXtr+tRSNHZyTMrEOquifMc9gikNnB6nPpmr9p4m8YXuky2ayG2Dyb54VVItueCCODyMcd8diKmTwJr+mQi8nvXgjmbhYgwySOgj3YGcgHC9uldh4J/Zp+MXjO4iTwd/aTKTjfJA8MfTqN7YC/TA/OgDyWXQtThulgspEVQ37uaa5yc5658vBXnjJ7YyKdcaH4+062E1trbo7oFAOxA4HOG3t6cAjJHXBr7H8O/wDBN7xxeyx2/j/xWIQ8WSLeUPvJA5IAOO2cE9OK9X8Bf8E9fhJ4Tukv7jUTqVwrYH2uww57gL5nX2PTOBQB+a1vYeK9fnkltvBzNfRgl5rVYnZj0Byqjd2/izjvkEVbtPhP8crrUoGlsdQtZbk5CNahzySQAepAHOQeh6HFfq/pf7KXgzQ5P7R0Xw5YiRgVmL2yRnacdo/XJ5OMH1zXb+EPgX4A0ySC7s9ItInWYEB/vLtHykL14OCPpjPqAYH/AAQa/wCCBGv/ABD8c6d+1v8AtiawI9A0eZLjQfAymNZtUlBDLLdquTHbhhkIeX6cAc/v1X5cfC3/AIKe/s4/sR+DdQsI9VvPGPiu5RYI9M09gIItv3fNm+bG3jgDuR15rwT9pD/gs3+1p8ePD2owaTrWn+DvD80qp5Oj3rW7xqAMqZiA7kkHPz4/2ccUAfr18Xf2vP2afgTHJ/wtH4y6Hpk0TMr2X2wS3AYfwmOPcynPHIFfI3x+/wCDhj9kf4cRzaZ8NLHU/EV/GjN5nkosSgdwquWbjPoR6dq/CD9or9tr4M6ZfNceL/inJ4o1OOYyCx0KZrjfycrLKDs3BgcgtkZ6c18yeNv2+PEGpSyx+A/h3p2mJjZBc6hO13OFySCT8q56cYIGMc0Afp7/AMFBv+C0/wAZv2ydPTwlpS28Gm2c8kltbtaeWsZ4G44IJIA79jX5x/tFfFbwt4RsNQuYfEFjq3irWbQ2zwWx3f2dGwOWc4I3YOApOcnOMV4Z4k+Pnxi8WIYtZ8fXpRjlktdtuDwRgiILkYPTpXIszOxd2JJOSSeSaAEooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArQ8PeLfFPhK4a78LeI77TpHxveyuni346BtpG4cng+tZ9FAHvPgn9vb4g20ttYfFXQLDxJZRKUkuPIWG8CnAyHA2HAHAKjJ6sK92+HfiD9nf4/lW8A/ER9M1V0wNC1jCXBb0GflfqB8pPTrXwhTopZIZFmhkZHRgyOpwVI6EHtQB+ielax8TPhR4k/s2G5ubSzUiO2uLQcMo7nYMcknoelfRXw5/bF0prCHTvFRmhkUhYyNwL9UOAxYnORzwK/MP4V/ty/Hj4Z28ejXmuR+ItKQbf7P11TLhe4WUESA+mSQMDivevhj+1B+y78apFTx/qEngbXAreVJdMxsyxXoJl6DP9/aMcUAfpRofxA8MeMtskcnnvKw2xAgEYPBPzAt+XcelaZggnJkmdIYkVRmKQnepXgcgEnI9ePyr4hsNO+Kfw808+MfD3iOLVbEqRaJab5TLkDbt2EgjrnqPauq8Lftl6z4YuLb/hLWltxPArSm5gC+Uo7YXOen0/LFAH1QtomwGBYSwxmWa2VlbOeBgdeO5zjngniHUPDWmaisjXthC/zDe/JO4dioHy49OTjvXDeDP2ovhz4ntLaCTxRazSlAR8ybvyOfTsSM8+1ejaVrlhqcIbT3iaKP5WaWb5RnPbcQeDn7vPfGKAOC8QfsufCPxHdmWbwyPtWdxlURybTk5GFOQM+vNeb/HT9j+48VeDh4GN5EtjC7FLMv5RDeuNrZPH6nmvo5tTuniaK3VHVgwOyJFjJOT2AOTg/UGq7TSs3k3NxA6yfOxaEk4+7kdV6kdeKAPzE8YfsafEP4bav9t0d7h47eYtAskhEQK+wGG5GDyDX2l+xV488Xab8LbS2+I8mnx3fmGKzuZ76PzbnYRnYsnXACjAzjpXqt14f8O+ILVZdQ0lzK5ZhKJEUbdjD5TxgcH+HrXN+L/g9Y+I2todJuDGkTSOn2PKNzg58xzzx6Z+goA66TxBqDTxPqZSOIYVEeGVf4W4ZiOTwPrnGKs2l8htY7aW2EvmnfiKfC5JDcA4OOT2+lcHeaT418N2SbLFZrvJQXrXrmZ1APLMMDnH+zkY69a82+J3xP8Ajd4esTbeFPh/JczCM7pJLoyKhBPzfKThf+BDP50AdB+1v8SbT4b/AA2v/FkrW/2pFC2apLmfzGyFO0vlQDyc547V8x/CD9q6fxV4sW1SwE2q3roLq1WHMd18uCQi5beDzu29jkV578fdQ/al+JksjeMNPdLeFgRaCNo4oT1A+Y8keobpnjNdL+wFd6T8KfiDe6l8T/DoFxdDZY3wtCzW4x8xVs85LZyAc888UAfZPgDxQ2ueRb6hbTafJEQbhbqLyNoIOBt2oZDjGc7vXvW5e674esJ5NSvtJM4uWCXTRLs8rAwGKAjnqDjJ7VDofjf4e+JboxWt1bSGLdjdLGXdxknIKluuPyHpXQap4V0LW7WWW31S3tkdSqiCNWwRySACCP4v8KAOI0/xk8viCfRrS1jitZLTNvPFbE7XbgxnGPm7/MuMHHtXuv7BGpfsz/CH4i+Bvh/4OgvbX40fEf4pWRmurGFYbWx0ZZ4vNlQRkI0h5BXnkZ4xk/Ovi34e6V4Otl1HV/H86SyXANl5DoCJCTgkFto47HP3qn+Bfi/xP4R+PPg347+HNRhvdU8B6rBcxSpahpGUzL5sbhsDBHoSeTzQB/R8vhbw+niY+MY9JhXU2szaveLGA7Q7g2wnuMqPyr8A/H3hTV/hZ8Gx+w5430SA/wDCtfjr4i1DStWg8pnmtmkkVYnLBWHzDerZJYMox8or97/hr470v4neAtJ+IGioyWurWSXESOQSmeqnHGQcj8K/Dv8A4KkXlh8O/wBu/wAea14NLyXPiDVlKyeYEEMxUJIHQHIxIPvHGaAPFT8XPDWuXkvhyWKVgjIhi2yLIrdsYAUDnoOpPtVzxTY+FvE/hKeCTW9Shf7Nuh+zIVZdjEAcDDnkA5B7cjOareAPhXcaRFdeJNV1i3lur6Vprm4XTxIWZgCFDZIHQ464rrby/stOsVhsWXyVyFyMyBSewAx65JA+nFAHy/rnhf4ieDvBmo+Mr3wPrGqi0kkuLcXEfmHAzgH532YyCVAH5Ve/Yn/assviRDqOn+Mddjs9W8wi0g2cNEMAKPlIyOhGOPWvo3VNUltdMluNV1mN7eHcR5shWTAPThNp49s9a/Ov9pPX9GtPi9c6x8KtQSHLEzG0sSHDHqSVwB2PKjqaAP0k0jxRDPLb3NzawhmG7zbZtj9Cc8/Kp6cA5PXFbUfiq3eYRSWEsoHypLqUix4yMDcI8BvvHk5z3r81vhl+1p+0t4dmh0mE3uq27QslvBcuJfM3jAJAwxwcZAzjb6V1enfFj9uPxxdRzeHnm095Sd0cqxtGckqFAOCoHPA6e9AH2Z8dvG9r4f8AhB4l1XSdJtm1BtHmS2SNwXckDABCuuRkk8jOK/Mrwt4D8YeINfs7HX7/APs6K6uAgYpEZM5HbIyMY6D3r6Ltf2XP2yviRPaap4/8WXKJGxlSJw7mANk4VTkjAI6A/pXpng//AIJ8+ErXxP8A8JV42vrrW7q2MZjildgpdRtztbjJ5J4HWgDwD4c+D/if8Q7qbwV4L8GNc20MwWPUrtCskWGPzK+0tyR0IPs1fW3h/wDYr8T+L9Mt5vjV4/kkaO2jjht4fMR0Axgbxu6gdwRzzXp/hDw9pfg/TE0jTdD+wWqL8kVvaDyywyP+WZ45xwRn0rpItatApkttWjjWVhmJr35eB6SADPGRxxnrQByvg79l/wCEngzT4BptlDdGMHaLuMsMdOoyN3fPy9K73S4tL0h0s7HTreFVBAhVgoYdeOCeuecgdx3qBtSRV33GlNdOsS4NsNuO5O5ecdff61eifRNSn3vDcOobi3dozGOvU44/KgCKZkVvslxYI8bKPMIGcjIxx5h249vfj1Wy03V52aK1ujCh2kEQl1H1yR/L6Yxiq2o6jpGg6U2puHtIFXJEzK8cZHIABI2/XHFeCfGz/goP4X8BwTaZ4I8RHVb6L5C8cbBYWII68qvOPcH2xkA9y8bX+gfDXRJNb+IPimG3t1DuqNIm+Q85CrgFxn06cHnFfOXjP9p7xJ8Sddh8EfBSzvEtrwnZ5SqZnO4A9BtQYJ5LZ4zXj81z43+M2l3Pxu+OvjCx8M+F7NjNqGv6pKpjWMkrshUPlpScKFVTuLADkgV83/tIf8FErm80m7+D37KVhL4X8NCXy7vxOmY9U1pFGM7hg2sTEk7FO8gLuYZZKAPor9ob9r/9nb9khLnR9M0uz8bfEhZmZtIiud+n6ROGxm7lQ4eRWBPkodwIw5XINfBnx2/af+OH7SGvya58V/HVzextKXt9LgPk2VqCSQsUCYRcZxuILEAbmJ5rgKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA7j4OftH/Gf4C3/wBs+GPjm6sYmcNPYORLbTc8honyvPQkYbHevorwj+3V8Dfi9Yx6D+0J8ORompvCY28Q6O7vbMcZBeLBeMbuylhzycV8e0UAfftr8KrTVNJg8XfAb4h6Xq1q2GaLTbpZnLhh8rHhg3JyGwR+GKrxfHH9oT4Z+dYLb3dk64dXud0Ymb+IDdlm6/TjJPQV8L6B4l8ReFNSTWPC+u3mnXcf3LmxuWikX/gSkGvYfB37fPxw0GEWPi+DRvFlsH3bfEGnB5FGAMK6FcY7Egnk0AfZ3w//AOCi3i23ultvGFk8kwAJMo2gHknBZtx4x0649MV6noX7ffh3VZYrDXvs0DyJiBkUAv0UncCSecdAepr4atv22f2fPGsUY+I/wY1LTJweZNFnS4RW7OPMKFccdAen8WK3dC1X9i/x/qIubD41jTrtZFdE8QwzwJGMZwHYBSdwH8XHtQB94237W3wZa7SK4uGup5VRxK8kYxk8YZhyPTAB962o/wBqD4QXMYEXi9IyuxdltO82TtP3iSULHjgkYPavh6z/AGcbTx3oUZ+G/wAX9D1cb2zNpuqxOBk8KuxidwAwTk962tI/Zn+NHgu3hsoNJhv4gTcPJ5hJhAzypHORwceuaAPrDxJ+0p4Et1itbW8fByYTJtXc2QDyCOfbJzmsTU/2nPDb3cenWN3E11L8i/ZRuw2MfMSpA75O4detfP1t8H/jB4pvjYa7pZsnh/1MuS007AjnAI28YPOfStyH9lr4w+HtOmvY9OnMxjJML4w6gkkqrcgkAjJ7+lAHS+O/iZo3iWw1DTpFJkCjy7uGOJVPIwGyzsc5Jznpk+lfPfjG08a6bqi6HpunB1lm3JO8nmKRyMrgH9c9/eui1aX4o+FNTki8QfD+V7VcKJGi9M8KX69MAA4PrVZNZvrnTGbXtB1CwSPIjhK/K7dchecn6ZoAr3niX4l2cKWjeIbmR42BMtuojAHQYba2TnPTHtV/wj4/+I0mrC2XxXqAhjy0jxzttKgEEZJPqRjC9K1fBNxomvRnGlPFcMqiN7i2LKNp6bJRzkdMD8BXT+fYp4ZubCPSnuLtnkVbSzi8wISdpcqMAHk84wMdKAIbLxT4r13Vo5dTvJ7iG1yd12i7jheMb2zzn0P0rsfBXjm48IFtUtJIWmRvMl80kbNx/u7Rnj09Oh61heDPg3cah4aOnXun3DTyOGNzKdhQlSQCCuBkY44z05rqNB/Z/wDiE2JFtbOFpVCwSwqpMbIQVyC2cEA8jHPrQB9i/Cj/AILX/H/4ReHT4T8Nvb31rdqkcAu33LaAA5Me5vlB5+6vb2GPmP41/HHU/jd4svvGviG+jGqX0jTC7uogGDk5Zy2zcQTjkjpXISfs4eObS6J1HXLGKK3ikaaa4kABckgNyMcYPJbPXpWS3wF8XWeoDb49t1ikjHlpaE7QDtyc5wGwcjnHFAGpYfEfxjo+rMbfUZLwyg7czqRkFuV5z3OeAPyrmfFXxd+KFnq0iLexxwttMkiwFTjPIIbjaex6da2IP2ffE8NxCdC1S0WYtwnm/NnHJxGufTBNZt9+z/8AHG11B54biHyJWlXyZp0fze4+ZTwefQZoAwfFnxZ+J2vvc2+mwHyCCJDPbq+QccYUcH3AOcDpmvP4PF/jvSLyW507Q7aYsxAZIY9zEDPJ++QQP9nn6V6w3wG+MzERTabp6hi7TNeHczKRkABcZAx7+la/h39lL4mazM7ya1a7QWxAYlCY5wCwUEHJPQjgmgDmvhl8TdM1CC4bxL4OhtH2ZdYUjJPIDHJ6Hjv7+te3eCv2gvhFpVuNsrW8jLtLugPI46LuP4nA+uK5w/sOapceHvt/iGSKONUDMHnLbmB7EjkHpjcce1ef+JPgRqNlNLb+FbR5gW2w3bglUOM7TtyfX+KgD6N/4aY+Gz2yol+gO8ECSRCCpPGF+6OmOcHmm3X7WXwy3rby69FbPxsRY3A4JwBhvT0BPHbpXyw/7MPxf8Rx77uwuIMyM0c6kmMAZzx9/Iznhqy5f2ddf0FimoeKrELIREIZL5PMDZw3yOzFgF+bG38aAPrWX9qz4btHmLx9HKyklfLmGNwGcEFc9/8Aa6HjFc94q/bk+Dej4+33sLs/zbdoO8kZB+UgnjsV9O9fJF38FtISJk1Dxlpk8hmdVSyv4lbZkDBG4EtnPBbvwOKzdc/Z4n1qVl07VbFrdUCQSalfAFlUZyzZ7cDtxzzQB9GeMP8Agp18P9DSSLQoJG/cBrWKKJ8nJJ+U8FecjqPoa861n/gpb8VtZsrj+w7VICQPs4kkH75jgbMZBB6ndjHFeX6p4S+FHgoT6X48+OXhuxeNPmgjukusdTkRqS4PA6c1y+vftG/snfD9xceCvDWreLr5U/dyXANtbcj5gxlBk9cDYRz1oA9Qsvil+0V8dNTj0i9t78s64IZJYAo4GQQAMjk59O5FVPEvxJ/Z7/ZWspW8e68/inxV5Ze38MaNPG6Ry/eQXU3WFckZU7mx0T0+cPih+2v8bviLpsnhjS9Xj8NaE5IOkeHt0CyDOR5j5LuccHkA+leRUAei/tCftRfFj9pPXY7/AMd6usGmWZI0jw5pwMVhp688RxZwWOTmRsuc4zgADzqiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigABIOQcEdDXR6V8YPi3oSJFofxR8R2aouEW01u4jCj0G1xiucooA9P8FftoftT/AA+1CTVPDXxx14TywiNnvrr7WAoIPAnDgHjkgc969+8Af8Fw/wBq3w7YjQ/G/hrwt4hsTEVkcWDWd3u27Q6yxNsU9DzGR1wBnNfGVFAH1Jp3/BWn9o23uJY9Y8O+GNTs5HJEF3pzCQLuBVfMR1JxgDOOea2Yf+CtniN5Fn1T9nnw1PIigK0d5LHgjPPQ4PPavkKigD6/X/grXq63xvB+zd4ZI37gj30r468fMpHf0pdY/wCCw/xVkTzPDHwZ8KWM4IxJO08qgegVGjx3PBA5r4/ooA+lvEf/AAVe/aw1+ze2t5/DemyMcrdWOiAyRn1XzXcD8q838UftnftUeMIfs+t/HPX9mQQtldfZcY9PJCY6V5jRQBpeIvGfjDxfIs3izxXqWqOn3X1G+knI+hcms2iigB0U88DboJnQ+qMRW3pXxQ+JehJ5eifETXbNR0W01eaMf+OsKwqKAOwi/aF+PsLM8Pxx8YIW+8V8TXQJ+v7z2H5Ve0P9qT9orQdWtdYtvjZ4pmktZ1lSO61+5kR8H7rAvyp6EVwNFAH3R4V/4L8/tWaRPYWvif4RfDTWNOtZE8+3k0W6imnjHVfOFycHBPJVsehrzr9pb/gpH8bPGfxc1D4lfA/xpN4Q8P8Aim2gvYvCVpJDc/2NIF8qW3aR48n97E8ingmOWMkKSVHy5RQB3vi/9qT9o3x4xPin42eJLlSpVoU1WSKMj0KRlVP5Vwkssk8jTTSM7uxZ3Y5LE9ST3ptFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFXtBuPDtpeG48SaZdXsKqdtta3awFmwcFnKP8oOMqFBYE4ZTzVGigD1/wd45/ZP+IL2vgz4ufBb/AIQNJpRGvjjwDqV/dPZZRgJbrT9QuJxeRhyrMkEts+0EqWI2N9K/8Q+n7TWr/CIftOeBP2l/gbrnwjls5b2D4lQ+PWhskt0LbvPikgE1vMu0h4XTcjgoTkV8F1bj1/XYtFk8Nxa1drp0s4nlsFuWEDygYDlM7S2OM4zQB0Pxh074N6J4o/sD4J+I9Z13TbJDFP4i1izW0/tOUE5mhtgWa3hP8KyO0hHzMEJ8teToooAKKKKACiiigAor0fTf2nPFmmrEh+Gvw4uBGBu+0/DbSm8w+rHyAfywPbpXqHg39vvwFovw11vR/EX7GPwivPE0pgGgasvw+sjBEu79958bqSzbfulSOTyBjkA+aKK9+1j9unSdUn1GaD9kD4PW4naL+y44vAtoBZAf6zdtjHnFu27AU54PSsnUf2xLO6upZLH9l74U28bsvlD/AIQ2BnVe+TgKSfUKAPQ0AeL0V7lF+2vHYWL2mkfs1/DeF/OzFLJ4dRtse0DaVXaC2QTuwBz93vWbp37a3xM0i3mh0zwJ4CheW68xZx4KtC8cX/PAfLjYfUgv/t0AeP0VreNPGetePPEN54m15bUXN7dNPKLW0SJVJwNqhQMKAAAO2PUknJoAKKKKACiiigAooooAKKKKACiinRwyyuI4omZiMhVXJNADaKt6foOuas6xaXot3cs33Vt7ZnJ+mBT7vQNR0fVBpfiezudMkCCR0u7V1kCldwIQgE7hjbnAORkgcgAo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVvRdB1zxJqC6T4d0a7v7p1JS2srdpZGAGSQqgk4HNXn+HXxBijMsngTWVULks2lygAev3aAMaiprzTdR08Ib+wng8zOzzoiu7HXGRzUNABRRRQAUUUUAFFFFABRRRQAUUVPpep6houpW+r6Vdvb3VrMstvPGcNG6nKsPcEUAQUV3Nr+0x8fbSe3nj+LOuE212biNTfvgueu7n5h/snj0FaMv7X37Rdw0T3XxMu5Xildw8sMbElsZHK8D0xjGfpQB5rRXf2/7Uv7QNqS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"
What is the shape of trachea about this patient?
Circular