Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
unknown
question
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answer
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Is/Are there abnormalities in the patient's left brain lobe?
Yes
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"
How many kinds of abnormalities are there in this image?
2
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"
How to treat the most severe disease in this image?
Medical treatment, supportive treatment, surgical treatment
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"
What modality is used to take this image?
MRI
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"
Is this a T1 weighted or T2 weighted MRI image?
T1
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"
Is this a coronal section?
No
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"
Which part of the body does this image belong to?
Head
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"
Where are the abnormalities in this image?
Upper Right Lobe
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"
Is this a study of the head?
Yes
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"
What disease is/are shown on the right of brain?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
What density is the abnormality?
Hyperdense
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"
How to prevent the occurrence of the disease on the right lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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Is this image taken via X-Ray?
No
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"
Is this a T1 weighted or T2 weighted MRI image?
T1
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"
Is this a coronal section?
No
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"
Which part of the human body is the organ located in the image?
Head
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"
Which hemisphere is abnormal,left or right?
Right
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"
What is the organ system visualized?
Head
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"
What disease is/are shown on the right of brain?
Brain Edema, Brain Non-enhancing Tumor
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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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What modality is shown in this image?
MRI
"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"
Which kind of weighting is this image generated with, t1 or t2?
T1
"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"
What is the scanning plane of this image?
Transverse Plane
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wwz7SEkkiSziaVAcEoroWAIDrnIAP0y0XxEfB9jq3iXxxrFlp2l6XDLd3t9fyJDb21vGpZ5JJGwqoqqzMxwFAJJxzX5u/8FBP+Dgu6u9F174KfsB3VxY22sWEdtf/ABP2SW9wIZEbz4bCCaJZLeTBjQXbFJEIl8tFYRXFfDP7Tv8AwUW/a+/a5S70n4v/ABbujoV1dyzDwto0S2WnKrypKsTxxAG5SNo4/LNw0rrszuLFmPiFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
Do the organs in the image exist in the head?
Yes
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wwz7SEkkiSziaVAcEoroWAIDrnIAP0y0XxEfB9jq3iXxxrFlp2l6XDLd3t9fyJDb21vGpZ5JJGwqoqqzMxwFAJJxzX5u/8FBP+Dgu6u9F174KfsB3VxY22sWEdtf/ABP2SW9wIZEbz4bCCaJZLeTBjQXbFJEIl8tFYRXFfDP7Tv8AwUW/a+/a5S70n4v/ABbujoV1dyzDwto0S2WnKrypKsTxxAG5SNo4/LNw0rrszuLFmPiFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
Where are the abnormalities in this image?
Upper Right Lobe
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Is this a study of the chest?
No
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What disease is/are shown on the right of brain?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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What density is the brain enhancing tumor in this image?
Hyperdense
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wwz7SEkkiSziaVAcEoroWAIDrnIAP0y0XxEfB9jq3iXxxrFlp2l6XDLd3t9fyJDb21vGpZ5JJGwqoqqzMxwFAJJxzX5u/8FBP+Dgu6u9F174KfsB3VxY22sWEdtf/ABP2SW9wIZEbz4bCCaJZLeTBjQXbFJEIl8tFYRXFfDP7Tv8AwUW/a+/a5S70n4v/ABbujoV1dyzDwto0S2WnKrypKsTxxAG5SNo4/LNw0rrszuLFmPiFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z"
How many kinds of abnormalities are there in this image?
3
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"
How much damage will be caused to the body taking such an image?
None
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"
Which type of modality is shown about this image, MRI, CT or X-Ray?
MRI
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"
What type of MRI is shown in this image?
T1
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/buoN4NtdKtHcCUktGueVHGM/WgCb4o/HO4ujJpfhe3kCZIa6lOMnp0HQfjXDeAIPFPjDx3Z20m8K9whllyQqqDk8fhXR23g+KSxa6uUUkEsQwyo7/jXRfCjT7SPxKWhTaIY2dgByzdB+AoA7vxC1ut4ypIdqpkgc5x0rjtU1O5udWiit7R3Xf85fKqufT1NdRfJAoDTNkujfIwwQKx7yAWUgO9VyQxBXOaANbS7gWsW8ocNgAgc4+lN1jTLnW0Jtr14sNyQxBAP8qrQalaxRM0x+UZ4J/lWdbanIl5L/AGffqVfrE/I/xFAHyt/wWD/ZKvvif+yLf+O9HNtPrPgK5/tiN5IUM8tiqMt3Essjr5aiMi4YDcXNoq7SxUr+Ntf0PfFzU/Cv/CEahofjLw/HdWl5ZSQ3FrcwLNBcRuCjI6OCrqwJBUg5BIIr+fDxV4Y1zwT4n1Lwb4nsTa6lpF/NZajbGRX8meJykiblJVsMpGQSDjgmgChRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6lf8ABB74ca54k+BHibxH4fFv50fjdlkNweCIrS2dV98tIOPYV9uxfFO88M63PoPinTpYnLbXC5ZSM4yPTHpXlH/BG7wf4f8ABP7E/hIeFb6xml1K0fVL+9sIEQ3N1NcTF1lZSd7xKi25JO7/AEcAhdu0fRXiTwf4d8UQiTVIY2fduyeGDfX60AKgt7mKK4gnMscuGX/CptV1v+y7N5EikkKLxGo689zUOg6Ba6M6JazTyIOkUpBGfatC6Kz/ADNGqEdNvFAGHBHr16kNxdTRPbztvbyzloAfX1ro9NijtQFLcqhA44HfFVpkt7S2VLcFVZhuCDH40z7em4DzBzkggc//AF6AJ/EF68Pg/U5Cp2PZsh47E9RXx18XtZibXLbTbd8E3WQF9P8A9dfVnxL1KSy+HGoXBuj5aw/NHzkkck/Svi7S5ZfF/wAREn2M6tN8u3GQM9TQB7n8PbK5TTonYcYGVINb1tcQgWsMLFv3EgK+nz5FLBZjwzoKTSqcxxDylfo2aXwdpXn6OuquhZp5ikXHGAcDA+tAGpFc2v8AYjrOjblU9eh54+lVPg1fY8Q6iHmGTCccc7QeTWqvh1pIPs00JVmY9DWJ8L9DutM8a6xGZs/6A+1SOo3dBQB3GqXMMKCUgMGHG70NR37ebAkkUxBVcZz0HpzVTX5XkRNtwVwAduMgYOKkluYvsXmO2c8Lk9eOc+lAFaKCylST7faeYG6OjYdfof6GuR1s634Ylkv9OikuYlY4dPv9eAV7Gu10TYZ2aWRdjj361dW10/zxEVBDjjAHI/GgDyfxJ4B8b/GzSYtK1q6GnWfmLJKGjLu3TA5PHFfi5+298KvH3wg/aq8ceGfiJolxZ3Vz4jvNQs5JsFby0nnkkhuEYEhldT2OVYMjYZWUf0B26LDAyRQqMqMHGMYHX9K/IP8A4L5Jj9s3RJGiZWf4fWxZifv41HUVyPQYAGPagD4iooooAKKKKACiiigAooooAKKKKACiiigD9jf2AfGOp/AX9lb4ceD7azv9Se/8Kpe2M9tbqkZe8uri8aNwX/g+0bNwOTtzgZwPpjwt488U6pBI/iTwLe6aqv8Au5LtVZZB6qwJ/XFcZ+xF4O0m/wD2S/htqk9ov+i/DjQkgY5+89hDKzL6HdJ19jXrmm63p7Ry6T4ht1DqxWKXPyt9fegBdF1LWDbl2kSRWkzGTGQ6DvjnkVq3t4l3bR+VkmQgHIGU65qLS7W1t2QWpynQZ5De/tTr/TVBM6K6+Y3zEHv/AFoAkv5HhTyVBLBAOTnHFZIkjkkKsDgfcxx9elXr8BoFG8BlGCc9s1Tu9IkaZSFQgjLR9M/40Acr+0f43uvAnwaubiODdNqDm0h3kbWVhhhjqOO9eJfsw+BLu41ZNUvLcOSOCAduM8ZPeu8/aO07xD4517TPCFmzvp+m5cQhTt81upx644ru/g54CTwlpG64tlDmLAjxyv8A+ugCv8TdEuJ9Bl06xIZo4t44xkrzn6Yq54H0y5vNH0q1tiqnyEZkK9D1OMVfutKk1zxDbaHAcTXsq2yhTg/Of8BV7wc9npOtRQMh8m3uDGxP90MV/pQB7N8K/wBnXT9X0D+39YsmY+eEWJegJ/iz9KtXX7KHhzTtN8ReL9N1VVkhs1ZMTKTy3zAgdDgcA8V7bH4Q1DV/2eV1HwT41somiAn/ALMHyNcjGAC2M5FeTPpPjDwh4D1qfxcy20V/AIYEH3pHHOfcc45oA+afFtqLNggkzsZhtx154z+FU/tBnt1ihfooHynpx781p/E2KNNZkhgYjYAHUN/s5wRWRpQ/cm5RsZXGR1+npQA6xu3WZIllwOAWHfmrGs6hJZiURsxxFlQpwf8A69Z1kJZJDbQSqsknJLoTnnoauxeHb6fVJZ9Q1lHBUKqImNo+vWgDhvDfjHx3q/j6Twj4PnT57cyXT3KF0gj5AJ9Cewr8zf8Aguh4Ru/Cn7Z1jNqxsZNQ1XwRaXuoXljZrD9qkN1eRK8mOXcRxRx7mJO2NR0UCv2L0mz0HwxYyG3gjhefmWRCAzkd2PpX44/8FzvHl347/bbic6Gbaw0vwXp9lpN8bpZP7ShEk8rXG0AGICaWaHa2SfI35w4AAPjeiiigAooooAKKKKACiiigAooooAKKKKAP3n/4JT+MNS+Jv/BP/wCHut6vHbRXEWiy6YVgDKghsbh7KJsMzHcYrdCx6FyxAUYUe6ReDNMRJGuLkzhgDzIf6V+d/wDwb+/F3wi/wx8ZfAxrhxrtt4gOuLbM8aie0mggt96DfvYRyQASHbtXzoeSXwPvjU9LnuXaS4u5VkGdxSRhj8qAN3SfDelaXcM1gu0kc4kJH4Amrt5GhQLvcL1LZwc/rXGaNcnRr9Q+ryzI7BTHK5b9TXU3GkQ3ERuPMcDHCq5xzQA64/fReR97J445pTaM4f5gTg9Wxiud0LXVl8VS6baTrLBGh3/Nko2a6XZJMwVosNnsc0AZ2o6bpCyf2xPbL564EbDucelPhmMkfmxbgzY6k9aNVs7i71q23EtDCjFvmzlj0FNnMkZKQIMdRu4H8qAKWgfY9L+Imi+I9Y1ZrSDR7/7fcSKNxlWOFyYyCOQc9ueKoWWv2VxZJqlvvYXyiaIt1O7c/f2NZfjfxBc+HNl9czp5TMYwEjwdzKQBnP8AKtnwbLZalZW7pGDsQKcjlflxigD3j9mr9pG88FhPB2vw+dYSoTB5wJMRwMqT2B7VJ8c/js+pWcmlW7xeRLkPEiAFj1XnGcCvGpGjtmUrMA24lTnqabrby3kqyPI7MQCzde1AHNa7LPdXRvGfMkzkn1OafZRJBp77mBUNjdt+8fSp9Zsmt5FjeN97LxjkVbGnWr6VHYTRrtxliQeT60AY0s8lrf24FqZJZcLGg9Ce/tXQWGjSwHKymSRz8+BwPxpNNtdC0R41eRFcrhfmG7n6mtO5uZbazNzaRrKwHyBT2oArL4euZ7iOK9uMxbsyrJg59MH/ABr8tP8Ag4P8O/DfSvit8PNU8OmyHiG40O+g1dIbvMoso5YjaF4d2EUySXgV9oLkOCW8sBf0e1fx/wCLY/EX9mTNZwRSR/u3ZCWJHX8RivxR/wCCmP7Ri/tM/tfeI/GOma4t/o2kCLRdBniWHyzb2wIkeN4iwlikuGuJkkLMWSVegwqgHgdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeqfsWftLav+yX+0h4c+MtnLdNp1rdC28SWNruZr3TJcLcR7BJGsjhf3kauwQTRRM33a/fnxJ8L/FM8zSaVrRRGPzAg9D6V/NlX7tf8Eef2p7X9on9ijQ9Bgawj1/4c2lv4a1nToiqMIIIglnchPNd9kluqqZGCB5obgKoVBQB7R4Z+BUejXUer3mozXdwH3M91JkZ9QM11/iO0uJNGktNOIEgiIUnoDTYLjxNPd4eGMRkcrvJP59Ky9Z8awWl3PoH2lFuUCM6sRlVY8HHvQBw/g1k8F3l1HeWMxkuJAzyM+SSO1eh6HrNjr9oNRs5FK7ijADBU+/vXFeP/ABn4c0zSCPIe51CddkFtDATIzevH3R71Z/Z+0PxRY6He3PiyHZJc3RmhhYn5FI4WgDstRkjg+YJw3OVPT61iXVlfXM0iyCVEYfunRvzrY13Tru7tNtmSHTke/tWFPr8Omgxa7ZzQbB8zrEXUe/y8/pQB538bPDuq2M+jajda9PLZw6gg+yNCoDSNwGyADxz1rpX8UaR4P0+ObUY9i4Bjkg6n/eXufcc1x/x58a+H47e21PSdd+2NbMHa3hdioIPUjsearaTr0HiK/sby4ImQRbo13Aqnrn3+tAHoH/CceGr67iYXyxsyAqJiYyR7BgK7DTVi1TbLCoZFAJYdCPwrK8P6T4c8W26x6laQyNgeX5gzn6V1+n6HbeH9KZLSFVwONpxgelAHN39on2hnml6tgkDoPas/+3vDsmqf2Xa3CiTacEHIz6elcP8AtOeMvFPhS0tbzRbOVrCScpeyRISyjGefQVL8J4vDHxF8ELd6RcssjgGOeM/PFIO+T3HpQBs/ELS7PVtGeK6uWhmXm2nXgo45BBrC8PePfiTpmmpFc+EZdUUHEc9q/UD14P5VJ4k8NfFDVJIfDl1ZLPCjAvdwJgHng9eD69q9C0e0tvBHh6I6gVbYg81+gFAHyD/wUG/baX9nX4JXviA+H5rbxVr4l07wrBJ5SywXJibdelZlPmRQgqzAIwLtEjbRJuH4yV90f8F7vjtY/Er9qHw/8LvDXicXml+C/CyG5sBabfsep3jmab94UBk32y2B4ZkXGBhvMFfC9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXtn/BP79sLV/2If2kdO+Mtvp0t/pU1nNpnibTIEiMl3YTbWYIZAcOkscMygFC5hCF1V2NeJ0UAf0o/s0/HD4Y/tMfD7/hcPwf+JNh4i0Ka4ltvMsopIjBcRkB4pYpVSSJwCrBXVSUdHAKurHg9B0lvGn7RvibVb6Rzb6eIIUVSdq8Y59a/B34M/tFfHf9nfWW174HfFzxB4Xnlure4u49H1OSKC9eBmaIXEIPl3KKWf5JVdCHcEEMwP1z+zF/wW48efDPWJLj40+AF1t75s6nrOkTCKaZliAWVrdsRtI0gJYq8SAP8qDbhgD9c30zwL4SuI7y9t08x32pJIB8px710FpPDLBut8bmOVAHGPr9K+V/2Y/jBD+23j4t6b43s7zQLHUWtLWysEeMpMmCTIjgMrYKnDAHDKwGGBP1UI7SHT1szMqyQoNxzjI7UAOsIxJKxaMlAScjpjtmovEVhZWtv/aS2obC8qD19zTJ9QF1och0wqxYEblPGeg6Vy3gv4lXN5rd18O/Fi+VcxwiSFnAHnR9CQO5B60AeZ/F7wZomv8AiOA6dBCJL4pFdBF+/wA7ieOAcVQ8feG/CWgWEc1nbPaSxEAT25KMPxXFenXHhjTdH10apcRKYbq6lks1LZIwAGI9Bmq/iz4b23jtE02yvRGZHAkkaPcAmeRj1oAzv2dfC1veayurWuuXV2Mj/j5mZ9hxyQD616r4g1FWuTbJgqBtD9Sx9RWT4asvAfwl0L+wPDvkpMf9ZLvBc+tWdMvbGSR7t0O3GYsHgg+mO9AHP6x4q8KSzP4c1WWN3lQiaEoGx7Ef4188W13qvwe+P8mieArh30e+cTy2TMWC55O30b0rov2t9F1fwhrFv8SfDDSxqW2agqZPP8LdemODWj8DtX8D+MrGPxGoilumAE3mYZw3oSelAHr/AIL8aab4muGsTAyThAy70wTXE/tf/HvRP2efg9rvxG+Inh+6t9C0eBZbq7s4vNaZnkWKOKNQfvvK6IN21QXBZlUFhF49/aS+AHwU0a48ffFPx1pmgW+myPHJcXs4jaWRY2k8qNB80rlUYrGgZ22napPFfjn/AMFIP+CknxF/by8epY2/2vRvh9ol0zeGvDMkg3yvgr9uu9pKvcspICglIUYohYtLLKAeD/FX4l+KfjJ8R9a+KXjS6Eup65qEl3chXdki3H5Yo/MZmWKNdsaKWO1EVc4Fc/RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHsP7FH7anxV/Yg+LkXxH+Hzre6ddbIfEnhq6mK22rWwJO0nB8uVNzGOYAmNiQQ6PJG/6F6F/wX5/Z88d+H7S28W/DvxJ4T125Eq3jskd/ptooL7cTRFZ5NyhOluMO+OVXefyTooA/d7wT/wUM/ZJ0HwTF4yn/aV8GLZNpQvLi1bX4Dd+X5e/H2Td5/m4/wCWITzN3y7d3FfNH7S//BaL9n/UfjhYxfC2w1rU/D+h6Q0sXi2w00x3F7qMjwlYUhuXhZLZIvOV3cF3lKhUCJvl/LiigD9RoP8Agup8CtR/sseJvBXjl/sNk0crW+mWeTI8m5iubscY4/pXdeEv+C7H7LevX9p4L8PeGfFuj3OoTCCLVPEdnZwWUDsCFaaWO6kMa7sAsV2rnLFVBYfj/RQB+/XgDS4vENjafEDV/GEWrjVIUvYLuyuQ9vNG6hkaN1JDxlSCCCQQQa9APi62VbWG3uv3ZkChcZx7f/Xr+dzwX8QfHvw31STW/h3431fQb2a3NvNd6LqUtrK8RZWMZeJlJUsinaTjKg9hVDVtW1TXtUudc1zUri9vb24ee8vLuZpJZ5XYs8juxJZmYkliSSSSaAP30/a3/a//AGWf2efCM0P7QPxBtobu5szJa+G7BRcalegrKYzHbqcqrtC8Ymk2QhwFaRc1+Zmsf8FZNT8BzQ3f7Ofw+NlNd28cuqnxRKZo4piGMkMaQOhkVW27Z2ZCwBzCuRj42ooA6z4v/HT4ufHvxK3i34vePL7W71mLIbhlSKIlUVjHDGFji3CNN2xRuK5OTzXJ0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
Which plane is the image scanned, transverse plane or coronal plane?
Transverse Plane
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/buoN4NtdKtHcCUktGueVHGM/WgCb4o/HO4ujJpfhe3kCZIa6lOMnp0HQfjXDeAIPFPjDx3Z20m8K9whllyQqqDk8fhXR23g+KSxa6uUUkEsQwyo7/jXRfCjT7SPxKWhTaIY2dgByzdB+AoA7vxC1ut4ypIdqpkgc5x0rjtU1O5udWiit7R3Xf85fKqufT1NdRfJAoDTNkujfIwwQKx7yAWUgO9VyQxBXOaANbS7gWsW8ocNgAgc4+lN1jTLnW0Jtr14sNyQxBAP8qrQalaxRM0x+UZ4J/lWdbanIl5L/AGffqVfrE/I/xFAHyt/wWD/ZKvvif+yLf+O9HNtPrPgK5/tiN5IUM8tiqMt3Essjr5aiMi4YDcXNoq7SxUr+Ntf0PfFzU/Cv/CEahofjLw/HdWl5ZSQ3FrcwLNBcRuCjI6OCrqwJBUg5BIIr+fDxV4Y1zwT4n1Lwb4nsTa6lpF/NZajbGRX8meJykiblJVsMpGQSDjgmgChRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6lf8ABB74ca54k+BHibxH4fFv50fjdlkNweCIrS2dV98tIOPYV9uxfFO88M63PoPinTpYnLbXC5ZSM4yPTHpXlH/BG7wf4f8ABP7E/hIeFb6xml1K0fVL+9sIEQ3N1NcTF1lZSd7xKi25JO7/AEcAhdu0fRXiTwf4d8UQiTVIY2fduyeGDfX60AKgt7mKK4gnMscuGX/CptV1v+y7N5EikkKLxGo689zUOg6Ba6M6JazTyIOkUpBGfatC6Kz/ADNGqEdNvFAGHBHr16kNxdTRPbztvbyzloAfX1ro9NijtQFLcqhA44HfFVpkt7S2VLcFVZhuCDH40z7em4DzBzkggc//AF6AJ/EF68Pg/U5Cp2PZsh47E9RXx18XtZibXLbTbd8E3WQF9P8A9dfVnxL1KSy+HGoXBuj5aw/NHzkkck/Svi7S5ZfF/wAREn2M6tN8u3GQM9TQB7n8PbK5TTonYcYGVINb1tcQgWsMLFv3EgK+nz5FLBZjwzoKTSqcxxDylfo2aXwdpXn6OuquhZp5ikXHGAcDA+tAGpFc2v8AYjrOjblU9eh54+lVPg1fY8Q6iHmGTCccc7QeTWqvh1pIPs00JVmY9DWJ8L9DutM8a6xGZs/6A+1SOo3dBQB3GqXMMKCUgMGHG70NR37ebAkkUxBVcZz0HpzVTX5XkRNtwVwAduMgYOKkluYvsXmO2c8Lk9eOc+lAFaKCylST7faeYG6OjYdfof6GuR1s634Ylkv9OikuYlY4dPv9eAV7Gu10TYZ2aWRdjj361dW10/zxEVBDjjAHI/GgDyfxJ4B8b/GzSYtK1q6GnWfmLJKGjLu3TA5PHFfi5+298KvH3wg/aq8ceGfiJolxZ3Vz4jvNQs5JsFby0nnkkhuEYEhldT2OVYMjYZWUf0B26LDAyRQqMqMHGMYHX9K/IP8A4L5Jj9s3RJGiZWf4fWxZifv41HUVyPQYAGPagD4iooooAKKKKACiiigAooooAKKKKACiiigD9jf2AfGOp/AX9lb4ceD7azv9Se/8Kpe2M9tbqkZe8uri8aNwX/g+0bNwOTtzgZwPpjwt488U6pBI/iTwLe6aqv8Au5LtVZZB6qwJ/XFcZ+xF4O0m/wD2S/htqk9ov+i/DjQkgY5+89hDKzL6HdJ19jXrmm63p7Ry6T4ht1DqxWKXPyt9fegBdF1LWDbl2kSRWkzGTGQ6DvjnkVq3t4l3bR+VkmQgHIGU65qLS7W1t2QWpynQZ5De/tTr/TVBM6K6+Y3zEHv/AFoAkv5HhTyVBLBAOTnHFZIkjkkKsDgfcxx9elXr8BoFG8BlGCc9s1Tu9IkaZSFQgjLR9M/40Acr+0f43uvAnwaubiODdNqDm0h3kbWVhhhjqOO9eJfsw+BLu41ZNUvLcOSOCAduM8ZPeu8/aO07xD4517TPCFmzvp+m5cQhTt81upx644ru/g54CTwlpG64tlDmLAjxyv8A+ugCv8TdEuJ9Bl06xIZo4t44xkrzn6Yq54H0y5vNH0q1tiqnyEZkK9D1OMVfutKk1zxDbaHAcTXsq2yhTg/Of8BV7wc9npOtRQMh8m3uDGxP90MV/pQB7N8K/wBnXT9X0D+39YsmY+eEWJegJ/iz9KtXX7KHhzTtN8ReL9N1VVkhs1ZMTKTy3zAgdDgcA8V7bH4Q1DV/2eV1HwT41somiAn/ALMHyNcjGAC2M5FeTPpPjDwh4D1qfxcy20V/AIYEH3pHHOfcc45oA+afFtqLNggkzsZhtx154z+FU/tBnt1ihfooHynpx781p/E2KNNZkhgYjYAHUN/s5wRWRpQ/cm5RsZXGR1+npQA6xu3WZIllwOAWHfmrGs6hJZiURsxxFlQpwf8A69Z1kJZJDbQSqsknJLoTnnoauxeHb6fVJZ9Q1lHBUKqImNo+vWgDhvDfjHx3q/j6Twj4PnT57cyXT3KF0gj5AJ9Cewr8zf8Aguh4Ru/Cn7Z1jNqxsZNQ1XwRaXuoXljZrD9qkN1eRK8mOXcRxRx7mJO2NR0UCv2L0mz0HwxYyG3gjhefmWRCAzkd2PpX44/8FzvHl347/bbic6Gbaw0vwXp9lpN8bpZP7ShEk8rXG0AGICaWaHa2SfI35w4AAPjeiiigAooooAKKKKACiiigAooooAKKKKAP3n/4JT+MNS+Jv/BP/wCHut6vHbRXEWiy6YVgDKghsbh7KJsMzHcYrdCx6FyxAUYUe6ReDNMRJGuLkzhgDzIf6V+d/wDwb+/F3wi/wx8ZfAxrhxrtt4gOuLbM8aie0mggt96DfvYRyQASHbtXzoeSXwPvjU9LnuXaS4u5VkGdxSRhj8qAN3SfDelaXcM1gu0kc4kJH4Amrt5GhQLvcL1LZwc/rXGaNcnRr9Q+ryzI7BTHK5b9TXU3GkQ3ERuPMcDHCq5xzQA64/fReR97J445pTaM4f5gTg9Wxiud0LXVl8VS6baTrLBGh3/Nko2a6XZJMwVosNnsc0AZ2o6bpCyf2xPbL564EbDucelPhmMkfmxbgzY6k9aNVs7i71q23EtDCjFvmzlj0FNnMkZKQIMdRu4H8qAKWgfY9L+Imi+I9Y1ZrSDR7/7fcSKNxlWOFyYyCOQc9ueKoWWv2VxZJqlvvYXyiaIt1O7c/f2NZfjfxBc+HNl9czp5TMYwEjwdzKQBnP8AKtnwbLZalZW7pGDsQKcjlflxigD3j9mr9pG88FhPB2vw+dYSoTB5wJMRwMqT2B7VJ8c/js+pWcmlW7xeRLkPEiAFj1XnGcCvGpGjtmUrMA24lTnqabrby3kqyPI7MQCzde1AHNa7LPdXRvGfMkzkn1OafZRJBp77mBUNjdt+8fSp9Zsmt5FjeN97LxjkVbGnWr6VHYTRrtxliQeT60AY0s8lrf24FqZJZcLGg9Ce/tXQWGjSwHKymSRz8+BwPxpNNtdC0R41eRFcrhfmG7n6mtO5uZbazNzaRrKwHyBT2oArL4euZ7iOK9uMxbsyrJg59MH/ABr8tP8Ag4P8O/DfSvit8PNU8OmyHiG40O+g1dIbvMoso5YjaF4d2EUySXgV9oLkOCW8sBf0e1fx/wCLY/EX9mTNZwRSR/u3ZCWJHX8RivxR/wCCmP7Ri/tM/tfeI/GOma4t/o2kCLRdBniWHyzb2wIkeN4iwlikuGuJkkLMWSVegwqgHgdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeqfsWftLav+yX+0h4c+MtnLdNp1rdC28SWNruZr3TJcLcR7BJGsjhf3kauwQTRRM33a/fnxJ8L/FM8zSaVrRRGPzAg9D6V/NlX7tf8Eef2p7X9on9ijQ9Bgawj1/4c2lv4a1nToiqMIIIglnchPNd9kluqqZGCB5obgKoVBQB7R4Z+BUejXUer3mozXdwH3M91JkZ9QM11/iO0uJNGktNOIEgiIUnoDTYLjxNPd4eGMRkcrvJP59Ky9Z8awWl3PoH2lFuUCM6sRlVY8HHvQBw/g1k8F3l1HeWMxkuJAzyM+SSO1eh6HrNjr9oNRs5FK7ijADBU+/vXFeP/ABn4c0zSCPIe51CddkFtDATIzevH3R71Z/Z+0PxRY6He3PiyHZJc3RmhhYn5FI4WgDstRkjg+YJw3OVPT61iXVlfXM0iyCVEYfunRvzrY13Tru7tNtmSHTke/tWFPr8Omgxa7ZzQbB8zrEXUe/y8/pQB538bPDuq2M+jajda9PLZw6gg+yNCoDSNwGyADxz1rpX8UaR4P0+ObUY9i4Bjkg6n/eXufcc1x/x58a+H47e21PSdd+2NbMHa3hdioIPUjsearaTr0HiK/sby4ImQRbo13Aqnrn3+tAHoH/CceGr67iYXyxsyAqJiYyR7BgK7DTVi1TbLCoZFAJYdCPwrK8P6T4c8W26x6laQyNgeX5gzn6V1+n6HbeH9KZLSFVwONpxgelAHN39on2hnml6tgkDoPas/+3vDsmqf2Xa3CiTacEHIz6elcP8AtOeMvFPhS0tbzRbOVrCScpeyRISyjGefQVL8J4vDHxF8ELd6RcssjgGOeM/PFIO+T3HpQBs/ELS7PVtGeK6uWhmXm2nXgo45BBrC8PePfiTpmmpFc+EZdUUHEc9q/UD14P5VJ4k8NfFDVJIfDl1ZLPCjAvdwJgHng9eD69q9C0e0tvBHh6I6gVbYg81+gFAHyD/wUG/baX9nX4JXviA+H5rbxVr4l07wrBJ5SywXJibdelZlPmRQgqzAIwLtEjbRJuH4yV90f8F7vjtY/Er9qHw/8LvDXicXml+C/CyG5sBabfsep3jmab94UBk32y2B4ZkXGBhvMFfC9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXtn/BP79sLV/2If2kdO+Mtvp0t/pU1nNpnibTIEiMl3YTbWYIZAcOkscMygFC5hCF1V2NeJ0UAf0o/s0/HD4Y/tMfD7/hcPwf+JNh4i0Ka4ltvMsopIjBcRkB4pYpVSSJwCrBXVSUdHAKurHg9B0lvGn7RvibVb6Rzb6eIIUVSdq8Y59a/B34M/tFfHf9nfWW174HfFzxB4Xnlure4u49H1OSKC9eBmaIXEIPl3KKWf5JVdCHcEEMwP1z+zF/wW48efDPWJLj40+AF1t75s6nrOkTCKaZliAWVrdsRtI0gJYq8SAP8qDbhgD9c30zwL4SuI7y9t08x32pJIB8px710FpPDLBut8bmOVAHGPr9K+V/2Y/jBD+23j4t6b43s7zQLHUWtLWysEeMpMmCTIjgMrYKnDAHDKwGGBP1UI7SHT1szMqyQoNxzjI7UAOsIxJKxaMlAScjpjtmovEVhZWtv/aS2obC8qD19zTJ9QF1och0wqxYEblPGeg6Vy3gv4lXN5rd18O/Fi+VcxwiSFnAHnR9CQO5B60AeZ/F7wZomv8AiOA6dBCJL4pFdBF+/wA7ieOAcVQ8feG/CWgWEc1nbPaSxEAT25KMPxXFenXHhjTdH10apcRKYbq6lks1LZIwAGI9Bmq/iz4b23jtE02yvRGZHAkkaPcAmeRj1oAzv2dfC1veayurWuuXV2Mj/j5mZ9hxyQD616r4g1FWuTbJgqBtD9Sx9RWT4asvAfwl0L+wPDvkpMf9ZLvBc+tWdMvbGSR7t0O3GYsHgg+mO9AHP6x4q8KSzP4c1WWN3lQiaEoGx7Ef4188W13qvwe+P8mieArh30e+cTy2TMWC55O30b0rov2t9F1fwhrFv8SfDDSxqW2agqZPP8LdemODWj8DtX8D+MrGPxGoilumAE3mYZw3oSelAHr/AIL8aab4muGsTAyThAy70wTXE/tf/HvRP2efg9rvxG+Inh+6t9C0eBZbq7s4vNaZnkWKOKNQfvvK6IN21QXBZlUFhF49/aS+AHwU0a48ffFPx1pmgW+myPHJcXs4jaWRY2k8qNB80rlUYrGgZ22napPFfjn/AMFIP+CknxF/by8epY2/2vRvh9ol0zeGvDMkg3yvgr9uu9pKvcspICglIUYohYtLLKAeD/FX4l+KfjJ8R9a+KXjS6Eup65qEl3chXdki3H5Yo/MZmWKNdsaKWO1EVc4Fc/RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHsP7FH7anxV/Yg+LkXxH+Hzre6ddbIfEnhq6mK22rWwJO0nB8uVNzGOYAmNiQQ6PJG/6F6F/wX5/Z88d+H7S28W/DvxJ4T125Eq3jskd/ptooL7cTRFZ5NyhOluMO+OVXefyTooA/d7wT/wUM/ZJ0HwTF4yn/aV8GLZNpQvLi1bX4Dd+X5e/H2Td5/m4/wCWITzN3y7d3FfNH7S//BaL9n/UfjhYxfC2w1rU/D+h6Q0sXi2w00x3F7qMjwlYUhuXhZLZIvOV3cF3lKhUCJvl/LiigD9RoP8Agup8CtR/sseJvBXjl/sNk0crW+mWeTI8m5iubscY4/pXdeEv+C7H7LevX9p4L8PeGfFuj3OoTCCLVPEdnZwWUDsCFaaWO6kMa7sAsV2rnLFVBYfj/RQB+/XgDS4vENjafEDV/GEWrjVIUvYLuyuQ9vNG6hkaN1JDxlSCCCQQQa9APi62VbWG3uv3ZkChcZx7f/Xr+dzwX8QfHvw31STW/h3431fQb2a3NvNd6LqUtrK8RZWMZeJlJUsinaTjKg9hVDVtW1TXtUudc1zUri9vb24ee8vLuZpJZ5XYs8juxJZmYkliSSSSaAP30/a3/a//AGWf2efCM0P7QPxBtobu5szJa+G7BRcalegrKYzHbqcqrtC8Ymk2QhwFaRc1+Zmsf8FZNT8BzQ3f7Ofw+NlNd28cuqnxRKZo4piGMkMaQOhkVW27Z2ZCwBzCuRj42ooA6z4v/HT4ufHvxK3i34vePL7W71mLIbhlSKIlUVjHDGFji3CNN2xRuK5OTzXJ0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
Which part of the body does this image belong to?
Head
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"
Which hemisphere is normal?
Right
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"
Is this a study of the pelvic cavity?
No
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"
Is the brain abnormal?
Yes
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/buoN4NtdKtHcCUktGueVHGM/WgCb4o/HO4ujJpfhe3kCZIa6lOMnp0HQfjXDeAIPFPjDx3Z20m8K9whllyQqqDk8fhXR23g+KSxa6uUUkEsQwyo7/jXRfCjT7SPxKWhTaIY2dgByzdB+AoA7vxC1ut4ypIdqpkgc5x0rjtU1O5udWiit7R3Xf85fKqufT1NdRfJAoDTNkujfIwwQKx7yAWUgO9VyQxBXOaANbS7gWsW8ocNgAgc4+lN1jTLnW0Jtr14sNyQxBAP8qrQalaxRM0x+UZ4J/lWdbanIl5L/AGffqVfrE/I/xFAHyt/wWD/ZKvvif+yLf+O9HNtPrPgK5/tiN5IUM8tiqMt3Essjr5aiMi4YDcXNoq7SxUr+Ntf0PfFzU/Cv/CEahofjLw/HdWl5ZSQ3FrcwLNBcRuCjI6OCrqwJBUg5BIIr+fDxV4Y1zwT4n1Lwb4nsTa6lpF/NZajbGRX8meJykiblJVsMpGQSDjgmgChRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6lf8ABB74ca54k+BHibxH4fFv50fjdlkNweCIrS2dV98tIOPYV9uxfFO88M63PoPinTpYnLbXC5ZSM4yPTHpXlH/BG7wf4f8ABP7E/hIeFb6xml1K0fVL+9sIEQ3N1NcTF1lZSd7xKi25JO7/AEcAhdu0fRXiTwf4d8UQiTVIY2fduyeGDfX60AKgt7mKK4gnMscuGX/CptV1v+y7N5EikkKLxGo689zUOg6Ba6M6JazTyIOkUpBGfatC6Kz/ADNGqEdNvFAGHBHr16kNxdTRPbztvbyzloAfX1ro9NijtQFLcqhA44HfFVpkt7S2VLcFVZhuCDH40z7em4DzBzkggc//AF6AJ/EF68Pg/U5Cp2PZsh47E9RXx18XtZibXLbTbd8E3WQF9P8A9dfVnxL1KSy+HGoXBuj5aw/NHzkkck/Svi7S5ZfF/wAREn2M6tN8u3GQM9TQB7n8PbK5TTonYcYGVINb1tcQgWsMLFv3EgK+nz5FLBZjwzoKTSqcxxDylfo2aXwdpXn6OuquhZp5ikXHGAcDA+tAGpFc2v8AYjrOjblU9eh54+lVPg1fY8Q6iHmGTCccc7QeTWqvh1pIPs00JVmY9DWJ8L9DutM8a6xGZs/6A+1SOo3dBQB3GqXMMKCUgMGHG70NR37ebAkkUxBVcZz0HpzVTX5XkRNtwVwAduMgYOKkluYvsXmO2c8Lk9eOc+lAFaKCylST7faeYG6OjYdfof6GuR1s634Ylkv9OikuYlY4dPv9eAV7Gu10TYZ2aWRdjj361dW10/zxEVBDjjAHI/GgDyfxJ4B8b/GzSYtK1q6GnWfmLJKGjLu3TA5PHFfi5+298KvH3wg/aq8ceGfiJolxZ3Vz4jvNQs5JsFby0nnkkhuEYEhldT2OVYMjYZWUf0B26LDAyRQqMqMHGMYHX9K/IP8A4L5Jj9s3RJGiZWf4fWxZifv41HUVyPQYAGPagD4iooooAKKKKACiiigAooooAKKKKACiiigD9jf2AfGOp/AX9lb4ceD7azv9Se/8Kpe2M9tbqkZe8uri8aNwX/g+0bNwOTtzgZwPpjwt488U6pBI/iTwLe6aqv8Au5LtVZZB6qwJ/XFcZ+xF4O0m/wD2S/htqk9ov+i/DjQkgY5+89hDKzL6HdJ19jXrmm63p7Ry6T4ht1DqxWKXPyt9fegBdF1LWDbl2kSRWkzGTGQ6DvjnkVq3t4l3bR+VkmQgHIGU65qLS7W1t2QWpynQZ5De/tTr/TVBM6K6+Y3zEHv/AFoAkv5HhTyVBLBAOTnHFZIkjkkKsDgfcxx9elXr8BoFG8BlGCc9s1Tu9IkaZSFQgjLR9M/40Acr+0f43uvAnwaubiODdNqDm0h3kbWVhhhjqOO9eJfsw+BLu41ZNUvLcOSOCAduM8ZPeu8/aO07xD4517TPCFmzvp+m5cQhTt81upx644ru/g54CTwlpG64tlDmLAjxyv8A+ugCv8TdEuJ9Bl06xIZo4t44xkrzn6Yq54H0y5vNH0q1tiqnyEZkK9D1OMVfutKk1zxDbaHAcTXsq2yhTg/Of8BV7wc9npOtRQMh8m3uDGxP90MV/pQB7N8K/wBnXT9X0D+39YsmY+eEWJegJ/iz9KtXX7KHhzTtN8ReL9N1VVkhs1ZMTKTy3zAgdDgcA8V7bH4Q1DV/2eV1HwT41somiAn/ALMHyNcjGAC2M5FeTPpPjDwh4D1qfxcy20V/AIYEH3pHHOfcc45oA+afFtqLNggkzsZhtx154z+FU/tBnt1ihfooHynpx781p/E2KNNZkhgYjYAHUN/s5wRWRpQ/cm5RsZXGR1+npQA6xu3WZIllwOAWHfmrGs6hJZiURsxxFlQpwf8A69Z1kJZJDbQSqsknJLoTnnoauxeHb6fVJZ9Q1lHBUKqImNo+vWgDhvDfjHx3q/j6Twj4PnT57cyXT3KF0gj5AJ9Cewr8zf8Aguh4Ru/Cn7Z1jNqxsZNQ1XwRaXuoXljZrD9qkN1eRK8mOXcRxRx7mJO2NR0UCv2L0mz0HwxYyG3gjhefmWRCAzkd2PpX44/8FzvHl347/bbic6Gbaw0vwXp9lpN8bpZP7ShEk8rXG0AGICaWaHa2SfI35w4AAPjeiiigAooooAKKKKACiiigAooooAKKKKAP3n/4JT+MNS+Jv/BP/wCHut6vHbRXEWiy6YVgDKghsbh7KJsMzHcYrdCx6FyxAUYUe6ReDNMRJGuLkzhgDzIf6V+d/wDwb+/F3wi/wx8ZfAxrhxrtt4gOuLbM8aie0mggt96DfvYRyQASHbtXzoeSXwPvjU9LnuXaS4u5VkGdxSRhj8qAN3SfDelaXcM1gu0kc4kJH4Amrt5GhQLvcL1LZwc/rXGaNcnRr9Q+ryzI7BTHK5b9TXU3GkQ3ERuPMcDHCq5xzQA64/fReR97J445pTaM4f5gTg9Wxiud0LXVl8VS6baTrLBGh3/Nko2a6XZJMwVosNnsc0AZ2o6bpCyf2xPbL564EbDucelPhmMkfmxbgzY6k9aNVs7i71q23EtDCjFvmzlj0FNnMkZKQIMdRu4H8qAKWgfY9L+Imi+I9Y1ZrSDR7/7fcSKNxlWOFyYyCOQc9ueKoWWv2VxZJqlvvYXyiaIt1O7c/f2NZfjfxBc+HNl9czp5TMYwEjwdzKQBnP8AKtnwbLZalZW7pGDsQKcjlflxigD3j9mr9pG88FhPB2vw+dYSoTB5wJMRwMqT2B7VJ8c/js+pWcmlW7xeRLkPEiAFj1XnGcCvGpGjtmUrMA24lTnqabrby3kqyPI7MQCzde1AHNa7LPdXRvGfMkzkn1OafZRJBp77mBUNjdt+8fSp9Zsmt5FjeN97LxjkVbGnWr6VHYTRrtxliQeT60AY0s8lrf24FqZJZcLGg9Ce/tXQWGjSwHKymSRz8+BwPxpNNtdC0R41eRFcrhfmG7n6mtO5uZbazNzaRrKwHyBT2oArL4euZ7iOK9uMxbsyrJg59MH/ABr8tP8Ag4P8O/DfSvit8PNU8OmyHiG40O+g1dIbvMoso5YjaF4d2EUySXgV9oLkOCW8sBf0e1fx/wCLY/EX9mTNZwRSR/u3ZCWJHX8RivxR/wCCmP7Ri/tM/tfeI/GOma4t/o2kCLRdBniWHyzb2wIkeN4iwlikuGuJkkLMWSVegwqgHgdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeqfsWftLav+yX+0h4c+MtnLdNp1rdC28SWNruZr3TJcLcR7BJGsjhf3kauwQTRRM33a/fnxJ8L/FM8zSaVrRRGPzAg9D6V/NlX7tf8Eef2p7X9on9ijQ9Bgawj1/4c2lv4a1nToiqMIIIglnchPNd9kluqqZGCB5obgKoVBQB7R4Z+BUejXUer3mozXdwH3M91JkZ9QM11/iO0uJNGktNOIEgiIUnoDTYLjxNPd4eGMRkcrvJP59Ky9Z8awWl3PoH2lFuUCM6sRlVY8HHvQBw/g1k8F3l1HeWMxkuJAzyM+SSO1eh6HrNjr9oNRs5FK7ijADBU+/vXFeP/ABn4c0zSCPIe51CddkFtDATIzevH3R71Z/Z+0PxRY6He3PiyHZJc3RmhhYn5FI4WgDstRkjg+YJw3OVPT61iXVlfXM0iyCVEYfunRvzrY13Tru7tNtmSHTke/tWFPr8Omgxa7ZzQbB8zrEXUe/y8/pQB538bPDuq2M+jajda9PLZw6gg+yNCoDSNwGyADxz1rpX8UaR4P0+ObUY9i4Bjkg6n/eXufcc1x/x58a+H47e21PSdd+2NbMHa3hdioIPUjsearaTr0HiK/sby4ImQRbo13Aqnrn3+tAHoH/CceGr67iYXyxsyAqJiYyR7BgK7DTVi1TbLCoZFAJYdCPwrK8P6T4c8W26x6laQyNgeX5gzn6V1+n6HbeH9KZLSFVwONpxgelAHN39on2hnml6tgkDoPas/+3vDsmqf2Xa3CiTacEHIz6elcP8AtOeMvFPhS0tbzRbOVrCScpeyRISyjGefQVL8J4vDHxF8ELd6RcssjgGOeM/PFIO+T3HpQBs/ELS7PVtGeK6uWhmXm2nXgo45BBrC8PePfiTpmmpFc+EZdUUHEc9q/UD14P5VJ4k8NfFDVJIfDl1ZLPCjAvdwJgHng9eD69q9C0e0tvBHh6I6gVbYg81+gFAHyD/wUG/baX9nX4JXviA+H5rbxVr4l07wrBJ5SywXJibdelZlPmRQgqzAIwLtEjbRJuH4yV90f8F7vjtY/Er9qHw/8LvDXicXml+C/CyG5sBabfsep3jmab94UBk32y2B4ZkXGBhvMFfC9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXtn/BP79sLV/2If2kdO+Mtvp0t/pU1nNpnibTIEiMl3YTbWYIZAcOkscMygFC5hCF1V2NeJ0UAf0o/s0/HD4Y/tMfD7/hcPwf+JNh4i0Ka4ltvMsopIjBcRkB4pY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What is the main cause of the disease on the left lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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"
Which type of modality is shown about this image, MRI, CT or X-Ray?
MRI
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"
What type of MRI is shown in this image?
T1
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"
What is the scanning plane of this image?
Transverse Plane
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"
Do the organs in the image exist in the head?
Yes
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"
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?
3
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"
How much damage will be caused to the body taking such an image?
None
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"
What imaging modality was used?
MRI
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"
Is this an MRI image with T2 weighted?
No
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3hlx7YH+NZ2oW0JLMkeUC/MQaAPzW/b48BDwN+0hqc8FvZw22uWdvqVtFZjGNy+XIXGAA7TRSucZzuBJySB4xX1n/AMFTvDzf234S8YWst+0Mlrc2UsLZNrAyMjoy4GBJIHcE5+ZYV4+U18mUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoL/wSW1P7b8CdZ8O6k0jWVp4ynuFjVyBvmsrdGOPXEKflX59V+hn/AASXtEf9nLXp40JkPjScNxkbRZ2uPyLH86APou30prNnhSdwuSURgBk9z+P4Vf0mwubllWxhZ3VuURhknHYHn8qeXtp7J7a4hYMGykynBB9MdxUiW01vAkgkJ2nhh60Aa2kay8IktLiWWGRlw6SKQfyNaFhp1zpjt/YZiVbj/X2s0QkhkPXdtzlW9wRnvmude9v7uILPdPKGXARz0OfWpLC+v9OCu0uQhOxSxIUZoA9H024u5lF1f27LNnB+zqTGwxgDBPb37V9S/sd/tleMfht4SPgk32lte6bIG0OHV/lgkRid8Zk6oRwQOhr5C0LxvJFEqSR4IwG3Dgf4V0trqcWouJImjO8c5NAFr9qnw/8AtJ/GXxL4i+IHiM3O+W7N5cxacx+zRJuwCjd+Md/evmyHQtUvtcMmvb5pAf3jyksSffPNfUOlanqukRy6kdYlgihtyXzLiLb3VgxwQemMVwniXx9+zpJdyX+r6xbaddEgyRwzDYSPY9PpzQBf+E/hewsfh/evAP3tzcRRSLsxhRkn69qu6ra21tZhba1DOx2oq/3vUVwfiD9q34SaUF0fwrq5uEUFlS1QsM45LNwBx6muF0f9p3W/ih4vTwX4W0b7DZSOftF7JIWneMDlU6BM+v3selAHZi2PiHXf7XkkzbWIcQMvO6ToxHsBxTJYtysZFzgD8q1Z4rfSdJWxsgiKIwq4GMe1Z87pZWaK5K4BLkdPqaAMc2jRTEBtwx0Ht+lVLuO1EQkyDltuO3PrWtMsQbzVORk5x6Y4qhLaxMjzzShR1wRy34UAfOX7e/geLxD+z9rN22nJcy6aBdWxmY7bdkbLSALzu8rzAO2SM8Zr856/Tz9sTXrHwx+zb4y1PUrV5I20h7NfJQEiS4IgQ8kfKHkUnuADgE8V+YdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6k/wDBOPwBp3ww/Zb0S5tbuS8bxJPJrV55wUCKSVI49iADIUJEg5Jy248AhR+W1fr1+yXe+b+y38Oo54gBH4PtFjZBg4AJ5HfnPPegD0G78PpsN7YSo0bnOA43D6ioyWt/Mt2iDHurHrU7WLRRRywyqqMTtw+0k+h6/WmXVoU4jcvz26/Xj+dADIoGVwvAyo25PJp1xaTyDgLjjayLxj3q1aWjxYMluwAHyvnkHHHtU9wGSNVkDIc859aAKsVpJCgGckcs3rV+wlns5lIkZuOTxVWIQzzbftIHpnP5cVPE0zO438gfKCME/lQBr32v3erWYsb67eWJUIEbNkc/56V87ftD6TpCX0UdnbxiViSFQchR3x6V7Jq2oHTLQoyMXJwq55//AFVi694O8OarpsuteLNOU6/fxRJbG0QRx28Cn5ty/wAbsOre1AHjH/CvtYh8FafZaXpUsupa7M8kYzhRbxDO3PqTya6f9mjwK0Wrahr987Le6UuJrUqCAj/xAjOcHt71an8W6Rp3jWez1G7mtmFqYLCWKPcIc8HjIxleMil8BvN4Y8TXn2GdoxId25MoSDyBjPFAHq7XM8lopljK8nClcY9RUcxIgSJyqjHTA4+tSa3qt5fTR3VxK8zmEb2lbJJx+tULO7WWMs6bt3C9uO9AEF7KykwF/vEfe/xrK1QS7yYjwRzg1rXy7Zcpgg42gjmqtzPaQBZXlDsMAoV6mgDxf9snwlN4w/Zj8Z6R9sFv5OkG/DGPdkWrrclcZH3vK25zxuzg4wfy/r9Z/jNrvhaL4c+JrvxnZyzaGnh+8OqWVsMSS24ibzI05XDFcgfMOT1HWvyYoAKKKKACiiigAooooAKKKKACiiigAooooAK/Tf8A4Js/FS8+Jv7M9hpWqacLd/C93JoyzxSlhPFGkUsbFTyp2zbSMkfJkYztH5kV96/8Emdf01vhF4i8NJfKLqLxMbieAOCyxyW8So2OoBaJxnvtPoaAPsVULtsLBweQAetXrFtKe3eDUI5/MyPJkhkAx6ggjkVk6dOjETiQrGDgtszg+9XLOd5JThWdydxxyAKAJXjtSwMYMio2QGTBU/TpV2/t94j+XmRN2G4P+NFlbxpK6NHw/AB6A9jVr7LKY0UZZVHOTnnvQBiNDtJ3buTxkDAP4Vp6O72SG5ljEhY7QWYgEY9ByasRWcCuqXKAANjdgZx1qrGwuL+RoHJtlc7FP8Qz60AW5rHRNRlN1f6SImdQEAmYhB7Kf8aq61bJNbtBawRFQCFbycMOwGc5rRiFy+Ll1yDLyxIxj0xWh4u0y4s7TSrpotoudKWZdygeYrMcEflQB8oeLtMn0f4v2em66/lwS30JeVjhRFvBY/kKtaZ8RZvEXxQ1PWjO10Jb9nRnOQ0Qbao+m0DFem/GXwFpniWKDUZkYTwttjkQDv1BPoK8k0HwVc6FczSXCfOCQO30oA951d8SqltJuQRApg8AEd/zpNNtWW3XzAu4HHHJHvS6Y7Xmi2d9Ixcm1QHcuSeKsxwlU8wjBIzjFAFC9jkcsruv3fu5xWZdwIIFBDElshm9K1pYyGLOnyMOCepNZ88MzfuEhyT0AGSaAPLf2kbWGH4C+OFSMqo8HakF9OLaQ9O/1r8rK/VL9qT4h3Hwu+BPibxvayTJPZ6Y0dnNbxo7R3MzLDC5V/lKrJIhYHPyg8HofytoAKKKKACiiigAooooAKKKKACiiigAooooAK9T/Y4+NT/A346ab4gnjtvsOq7dL1Wa6m8sW1vLNEWmD9F2MiucjBVWHGdw8sooA/Z7TbyaUFre42ox3CRX4x/X2rd04xxqFZ13YwzY5Oa+ZP8AgnZ8bk+J/wAC7Xw3qkdvFf8AhMppciQXALyWyRr5EzIeUyuY88hjCxBH3V+jLDM8hiiWRnI43j7v+fWgDo7O5zJGyTKVBw+ec1pxNExkUgYBG33FYWmhUTDsAyDdgLzu9PyrQhvhHnLHfgHJ5AHrigC84L8SQZUkYqN40MYRlChc7UWmtdmNC0rfKo65/M0trrcgG+ydFZkwd6AnB6jnigAlu4xaNFGrKdprU8Uazcapqlvb3eprNBYadbW1sCc+XCq5CDHoSc1zeo3kJJmltFhZz+8ETfIe3C9jS31/aSX0sgaVckDkAnAAHNAC69pFvqSyWIlDJIMxORjH+Bri7zwHex3qi8hJ+bBPByK6+G9jZNkbuwYdDjg565FXpiJEHAJTgOFGfxoAzNL09LHT47NI9uFxkcYqWRAg/eNnI4wvT60s8m+6KkkdjjtUc90kC7Hl5Dc4HX2oAoTESyE7sYPLZGBis3UPNtQzJPkjhWVuMmrd20cYZAB87HGP8ay9TuYlikkYHGMkthgAKAPlb/gqF4/Oh/BnT/BMGreVd+INZUTW4h3faLS3UySfMVIXbMbU9Qx7ZG6vgqvYf23fjt/wvH43Xk2j6iZtB0PdYaMEkzHIFP72cYdkPmPnDrjdGkWRkV49QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd7+zd8ddY/Z6+KNr480y1SeB0FrqsDRlmktGkjaVU+ZcPhBtJOAQM1+pvwq+JHh34p+BtK+IPhe986x1SzSeHLpvjBHzRybCwDo2UZQTtZSO1fjrXvP7D37Wtv+zn4g1DQPGMt2/hzWWid/IVpPsVyGC+eE3ABTGT5m1WdvLjxnbggH6eNqC29qJFYlGYZbjP5+tSR6tDG7oieXEjZYNy7cdz/SuQ8M+LdJ8RaVFrGmXqXVneIktpNE++OVWAYMpHDKRggjg54q7Pq832uabA3SDJB4DD2+lAHaXF55cT/a4jGQAWSVTn5hkH6Ec1Shu2t0S2ceYVjAheID5ueM+uO1c/pWtzgrMZSGQ7VbdycdP8KvQXolCETmItnBBPHNAG9pF+0WuWkvlLuF0peOaENgg5PBHtVW4u1udQnuo41zLK7Fj0wWJ4H0rQ8JX19Pqcb3QmuriKGSWyTaCzsqn7xOMLjPPPSuY/tNoVLlPMKgsyhup9D60AdLbQj7IJwi+XuIQmQAtj09aRbsK2FG/nGD0zWTZXsr2qSSXALsNxYjAFJNqQWMESY3EjaRQBfMrSF1kjHyqWYBsYrNuJDNM2Q2C3c8j0zTLvVA8P2cggiM5+XGfeqguiSNj4+UdRj2oAtDUIIbe4WdELFP3YkhDfgPSvkT/goZ+13ffDazHwc+F+uQx63qMBOt3ltL++0yBgNqJtGElkBJBzvRBuCgujj0H9sD9rvQP2cPDi2FkYL/xRfQs2k6UXJVFyR9onxyIgQQACC7AquAHZPzb8W+LfEnjvxLe+MPF+ry3+pahOZbu6mI3Ox9hgKAAAFAAUAAAAAUAZ1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAen/AL9rL4p/AK+ih0i+OqaMpUNoeozyGGNfMLsYMH9w53PyAVJfLKxAx92/BD9qf4Z/tB6U7+Etcls9Rt90kmkXskaXMaKQrNs3HK/MuGUkfMAcHIH5h1Z0fWdY8PalFrGgatc2N3ASYbqznaKSMkEHaykEcEjjsaAP19sb+IobeKYbgOUKnLDPHQVrxapF9lEEmAYgxBKjAHUHPrntXwR4D/wCCmviLStEsNF8d/D4ajcRKkV/rFnqPlPIoODIISm0vt5K71UtnGwEAeu6L/wAFJv2bT4Svdd1CfxGl/bw7LbRJ9NBmupCUAZGV2iVBuJO6RWIRsAnaGAPqfw38UPDej6nP4ZfxLpbeKNR03y9F0WTUUW/mgcSCSaCDcJXVVjl+ZVKjY2TwayVtprbS2TTyH2x4CnpwOM1+YPhr9qTxPb/tb2H7UWvTXUF1Fr0VzOukTNBNBaKoh8qJoXiLMluAg3MBJtxLvDOG/Rzwb+0Z8FvimGvPht8S9N1t7mCWeSGOYrdJGknltJJbuFmjG4jl0GQykZDAkA6fRbqT7DF9qYq+0CRR8pBp2pO0UW20vRLnOw+UQT7c8fjXC+N/j58KvA+uf2b4s8d6Npk0sKypFe6lFDK0ZJAkUOwLKSrDPsfSuJ+Kv7eXwK8DeHoLiLxrYatMVbyLXw7Kt3PMdyg7yrbI8Bs/Oy7grbdxGKAPYrPXJRZL59wSVRyVOPlfoc/5xXi/7Un7cnw7+BemXXhzw48eq+Lls4Vt9IZW8u3d1J824deAowG8sN5jBk4VW3j5Z+Ln/BQ74u+PrV9L8E2kfha2mi2XEttcefdNkOrBZSqiMEMpBVQ6smQ4zivAKANLxj4x8T/EDxPe+M/GWszahqeoTGW7u5yNzt0AAGAqgAKqgBVUAAAACs2iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
Is this a transverse section?
Yes
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Where does the picture show?
Head
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"
Which lobe is abnormal,left or right?
Right
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3hlx7YH+NZ2oW0JLMkeUC/MQaAPzW/b48BDwN+0hqc8FvZw22uWdvqVtFZjGNy+XIXGAA7TRSucZzuBJySB4xX1n/AMFTvDzf234S8YWst+0Mlrc2UsLZNrAyMjoy4GBJIHcE5+ZYV4+U18mUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoL/wSW1P7b8CdZ8O6k0jWVp4ynuFjVyBvmsrdGOPXEKflX59V+hn/AASXtEf9nLXp40JkPjScNxkbRZ2uPyLH86APou30prNnhSdwuSURgBk9z+P4Vf0mwubllWxhZ3VuURhknHYHn8qeXtp7J7a4hYMGykynBB9MdxUiW01vAkgkJ2nhh60Aa2kay8IktLiWWGRlw6SKQfyNaFhp1zpjt/YZiVbj/X2s0QkhkPXdtzlW9wRnvmude9v7uILPdPKGXARz0OfWpLC+v9OCu0uQhOxSxIUZoA9H024u5lF1f27LNnB+zqTGwxgDBPb37V9S/sd/tleMfht4SPgk32lte6bIG0OHV/lgkRid8Zk6oRwQOhr5C0LxvJFEqSR4IwG3Dgf4V0trqcWouJImjO8c5NAFr9qnw/8AtJ/GXxL4i+IHiM3O+W7N5cxacx+zRJuwCjd+Md/evmyHQtUvtcMmvb5pAf3jyksSffPNfUOlanqukRy6kdYlgihtyXzLiLb3VgxwQemMVwniXx9+zpJdyX+r6xbaddEgyRwzDYSPY9PpzQBf+E/hewsfh/evAP3tzcRRSLsxhRkn69qu6ra21tZhba1DOx2oq/3vUVwfiD9q34SaUF0fwrq5uEUFlS1QsM45LNwBx6muF0f9p3W/ih4vTwX4W0b7DZSOftF7JIWneMDlU6BM+v3selAHZi2PiHXf7XkkzbWIcQMvO6ToxHsBxTJYtysZFzgD8q1Z4rfSdJWxsgiKIwq4GMe1Z87pZWaK5K4BLkdPqaAMc2jRTEBtwx0Ht+lVLuO1EQkyDltuO3PrWtMsQbzVORk5x6Y4qhLaxMjzzShR1wRy34UAfOX7e/geLxD+z9rN22nJcy6aBdWxmY7bdkbLSALzu8rzAO2SM8Zr856/Tz9sTXrHwx+zb4y1PUrV5I20h7NfJQEiS4IgQ8kfKHkUnuADgE8V+YdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6k/wDBOPwBp3ww/Zb0S5tbuS8bxJPJrV55wUCKSVI49iADIUJEg5Jy248AhR+W1fr1+yXe+b+y38Oo54gBH4PtFjZBg4AJ5HfnPPegD0G78PpsN7YSo0bnOA43D6ioyWt/Mt2iDHurHrU7WLRRRywyqqMTtw+0k+h6/WmXVoU4jcvz26/Xj+dADIoGVwvAyo25PJp1xaTyDgLjjayLxj3q1aWjxYMluwAHyvnkHHHtU9wGSNVkDIc859aAKsVpJCgGckcs3rV+wlns5lIkZuOTxVWIQzzbftIHpnP5cVPE0zO438gfKCME/lQBr32v3erWYsb67eWJUIEbNkc/56V87ftD6TpCX0UdnbxiViSFQchR3x6V7Jq2oHTLQoyMXJwq55//AFVi694O8OarpsuteLNOU6/fxRJbG0QRx28Cn5ty/wAbsOre1AHjH/CvtYh8FafZaXpUsupa7M8kYzhRbxDO3PqTya6f9mjwK0Wrahr987Le6UuJrUqCAj/xAjOcHt71an8W6Rp3jWez1G7mtmFqYLCWKPcIc8HjIxleMil8BvN4Y8TXn2GdoxId25MoSDyBjPFAHq7XM8lopljK8nClcY9RUcxIgSJyqjHTA4+tSa3qt5fTR3VxK8zmEb2lbJJx+tULO7WWMs6bt3C9uO9AEF7KykwF/vEfe/xrK1QS7yYjwRzg1rXy7Zcpgg42gjmqtzPaQBZXlDsMAoV6mgDxf9snwlN4w/Zj8Z6R9sFv5OkG/DGPdkWrrclcZH3vK25zxuzg4wfy/r9Z/jNrvhaL4c+JrvxnZyzaGnh+8OqWVsMSS24ibzI05XDFcgfMOT1HWvyYoAKKKKACiiigAooooAKKKKACiiigAooooAK/Tf8A4Js/FS8+Jv7M9hpWqacLd/C93JoyzxSlhPFGkUsbFTyp2zbSMkfJkYztH5kV96/8Emdf01vhF4i8NJfKLqLxMbieAOCyxyW8So2OoBaJxnvtPoaAPsVULtsLBweQAetXrFtKe3eDUI5/MyPJkhkAx6ggjkVk6dOjETiQrGDgtszg+9XLOd5JThWdydxxyAKAJXjtSwMYMio2QGTBU/TpV2/t94j+XmRN2G4P+NFlbxpK6NHw/AB6A9jVr7LKY0UZZVHOTnnvQBiNDtJ3buTxkDAP4Vp6O72SG5ljEhY7QWYgEY9ByasRWcCuqXKAANjdgZx1qrGwuL+RoHJtlc7FP8Qz60AW5rHRNRlN1f6SImdQEAmYhB7Kf8aq61bJNbtBawRFQCFbycMOwGc5rRiFy+Ll1yDLyxIxj0xWh4u0y4s7TSrpotoudKWZdygeYrMcEflQB8oeLtMn0f4v2em66/lwS30JeVjhRFvBY/kKtaZ8RZvEXxQ1PWjO10Jb9nRnOQ0Qbao+m0DFem/GXwFpniWKDUZkYTwttjkQDv1BPoK8k0HwVc6FczSXCfOCQO30oA951d8SqltJuQRApg8AEd/zpNNtWW3XzAu4HHHJHvS6Y7Xmi2d9Ixcm1QHcuSeKsxwlU8wjBIzjFAFC9jkcsruv3fu5xWZdwIIFBDElshm9K1pYyGLOnyMOCepNZ88MzfuEhyT0AGSaAPLf2kbWGH4C+OFSMqo8HakF9OLaQ9O/1r8rK/VL9qT4h3Hwu+BPibxvayTJPZ6Y0dnNbxo7R3MzLDC5V/lKrJIhYHPyg8HofytoAKKKKACiiigAooooAKKKKACiiigAooooAK9T/Y4+NT/A346ab4gnjtvsOq7dL1Wa6m8sW1vLNEWmD9F2MiucjBVWHGdw8sooA/Z7TbyaUFre42ox3CRX4x/X2rd04xxqFZ13YwzY5Oa+ZP8AgnZ8bk+J/wAC7Xw3qkdvFf8AhMppciQXALyWyRr5EzIeUyuY88hjCxBH3V+jLDM8hiiWRnI43j7v+fWgDo7O5zJGyTKVBw+ec1pxNExkUgYBG33FYWmhUTDsAyDdgLzu9PyrQhvhHnLHfgHJ5AHrigC84L8SQZUkYqN40MYRlChc7UWmtdmNC0rfKo65/M0trrcgG+ydFZkwd6AnB6jnigAlu4xaNFGrKdprU8Uazcapqlvb3eprNBYadbW1sCc+XCq5CDHoSc1zeo3kJJmltFhZz+8ETfIe3C9jS31/aSX0sgaVckDkAnAAHNAC69pFvqSyWIlDJIMxORjH+Bri7zwHex3qi8hJ+bBPByK6+G9jZNkbuwYdDjg565FXpiJEHAJTgOFGfxoAzNL09LHT47NI9uFxkcYqWRAg/eNnI4wvT60s8m+6KkkdjjtUc90kC7Hl5Dc4HX2oAoTESyE7sYPLZGBis3UPNtQzJPkjhWVuMmrd20cYZAB87HGP8ay9TuYlikkYHGMkthgAKAPlb/gqF4/Oh/BnT/BMGreVd+INZUTW4h3faLS3UySfMVIXbMbU9Qx7ZG6vgqvYf23fjt/wvH43Xk2j6iZtB0PdYaMEkzHIFP72cYdkPmPnDrjdGkWRkV49QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd7+zd8ddY/Z6+KNr480y1SeB0FrqsDRlmktGkjaVU+ZcPhBtJOAQM1+pvwq+JHh34p+BtK+IPhe986x1SzSeHLpvjBHzRybCwDo2UZQTtZSO1fjrXvP7D37Wtv+zn4g1DQPGMt2/hzWWid/IVpPsVyGC+eE3ABTGT5m1WdvLjxnbggH6eNqC29qJFYlGYZbjP5+tSR6tDG7oieXEjZYNy7cdz/SuQ8M+LdJ8RaVFrGmXqXVneIktpNE++OVWAYMpHDKRggjg54q7Pq832uabA3SDJB4DD2+lAHaXF55cT/a4jGQAWSVTn5hkH6Ec1Shu2t0S2ceYVjAheID5ueM+uO1c/pWtzgrMZSGQ7VbdycdP8KvQXolCETmItnBBPHNAG9pF+0WuWkvlLuF0peOaENgg5PBHtVW4u1udQnuo41zLK7Fj0wWJ4H0rQ8JX19Pqcb3QmuriKGSWyTaCzsqn7xOMLjPPPSuY/tNoVLlPMKgsyhup9D60AdLbQj7IJwi+XuIQmQAtj09aRbsK2FG/nGD0zWTZXsr2qSSXALsNxYjAFJNqQWMESY3EjaRQBfMrSF1kjHyqWYBsYrNuJDNM2Q2C3c8j0zTLvVA8P2cggiM5+XGfeqguiSNj4+UdRj2oAtDUIIbe4WdELFP3YkhDfgPSvkT/goZ+13ffDazHwc+F+uQx63qMBOt3ltL++0yBgNqJtGElkBJBzvRBuCgujj0H9sD9rvQP2cPDi2FkYL/xRfQs2k6UXJVFyR9onxyIgQQACC7AquAHZPzb8W+LfEnjvxLe+MPF+ry3+pahOZbu6mI3Ox9hgKAAAFAAUAAAAAUAZ1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAen/AL9rL4p/AK+ih0i+OqaMpUNoeozyGGNfMLsYMH9w53PyAVJfLKxAx92/BD9qf4Z/tB6U7+Etcls9Rt90kmkXskaXMaKQrNs3HK/MuGUkfMAcHIH5h1Z0fWdY8PalFrGgatc2N3ASYbqznaKSMkEHaykEcEjjsaAP19sb+IobeKYbgOUKnLDPHQVrxapF9lEEmAYgxBKjAHUHPrntXwR4D/wCCmviLStEsNF8d/D4ajcRKkV/rFnqPlPIoODIISm0vt5K71UtnGwEAeu6L/wAFJv2bT4Svdd1CfxGl/bw7LbRJ9NBmupCUAZGV2iVBuJO6RWIRsAnaGAPqfw38UPDej6nP4ZfxLpbeKNR03y9F0WTUUW/mgcSCSaCDcJXVVjl+ZVKjY2TwayVtprbS2TTyH2x4CnpwOM1+YPhr9qTxPb/tb2H7UWvTXUF1Fr0VzOukTNBNBaKoh8qJoXiLMluAg3MBJtxLvDOG/Rzwb+0Z8FvimGvPht8S9N1t7mCWeSGOYrdJGknltJJbuFmjG4jl0GQykZDAkA6fRbqT7DF9qYq+0CRR8pBp2pO0UW20vRLnOw+UQT7c8fjXC+N/j58KvA+uf2b4s8d6Npk0sKypFe6lFDK0ZJAkUOwLKSrDPsfSuJ+Kv7eXwK8DeHoLiLxrYatMVbyLXw7Kt3PMdyg7yrbI8Bs/Oy7grbdxGKAPYrPXJRZL59wSVRyVOPlfoc/5xXi/7Un7cnw7+BemXXhzw48eq+Lls4Vt9IZW8u3d1J824deAowG8sN5jBk4VW3j5Z+Ln/BQ74u+PrV9L8E2kfha2mi2XEttcefdNkOrBZSqiMEMpBVQ6smQ4zivAKANLxj4x8T/EDxPe+M/GWszahqeoTGW7u5yNzt0AAGAqgAKqgBVUAAAACs2iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
Is this a study of the head?
Yes
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"
Is/Are there abnormalities in the patient's right brain lobe?
Yes
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"
How many kinds of abnormalities are there in this image?
3
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"
How to treat the most severe disease in this image?
Medical treatment, supportive treatment, surgical treatment
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"
Which type of modality is shown about this image, MRI, CT or X-Ray?
MRI
"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"
Is this an MRI image with T1 weighted?
Yes
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"
Is this a transverse plane?
Yes
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"
Which part do the organs in this image locate from the aspect of the whole body?
Head
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"
What organ system is primarily present in this image?
Head
"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"
Is the brain healthy?
Yes
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"
How many kinds of abnormalities are there in this image?
0
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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?
T1
"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"
Is this a transverse section?
Yes
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Do the organs in the image exist in the head?
Yes
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Tzx17e1Z0d5NcMWvG8sRuNoVCwz7gdfbNbVxaxTJtdVILEkKgAziqQSOOAlQCo4JJ4/8ArUALYyMiiW8s3lJOQ+/yx7ZwCT+lc78XI9NHhWS/0tJbPUYOU8y48xJGwcFQRkH8TWtPrAjyk+oxxRxrukZjn5R1AUdTjoKzLLwtYeIr19V8QJcXVssm6wtLlTsA/hZxkjd6DoKAPz2/a6+E/iLwB8QV8V6hqJvtP8SL51jePdeYwlSOLz4CCAyrG0ihBgr5ZQBiVYDyevt3/govYrpP7P0dtHfxlbn4hW8y2quoK4srtd2wDKD07GviKgAooooAKKKKACiiigAooooAKKKKACiiigAr7y/4J76fbXfwj8L3Gk31t9qXUtSFyVcO0W052Mo+6211bB5w4PcV8G1+g/8AwTR+FereEPgvN4v8TRRA6rftdabEku5kt5I4l3NjgFhGCBzwR3yAAfSY0Gz1WBxDqEBkgg3tBcKUdu2F9T7Vzms6fJptrI8Mhkjz8o6bfrVnWLnVEuvtOmQyMpyJFKnH4DH60XWrw6lpyJdIwZRt2ugA9xxQBl6drMczBIlBAGdzZyvtW7ay/a4d0gdwOARJyT7HtXNCw8y83hB8oPlEnjPpWpZyyxMYZGKxofukA7cjtgYFAHQaeivcBUjDFj8q53bvx9a5r442Oo6f4W0LULR1xdSSL5iHqoOCvsf1rcsZbcKZFmBKKQpU42n1A/wqnr1sdX8vT/7R/wBDhl85IiQSJCOSP8mgDyTwz4FuZ5DNFYKAzltxHv69qk+NGhzxaTDPGg2xQBPm7Ee4r1K10U28ey0gRPmyVAxwevXis7xz4dg1/RZNId+UjLIDjj9aAPnT9nuG81T4vaPocUctxJc6sFWGONmYkc5GK+trqB7a5uUuN+EunGxuSOcdDXyroDeMPg/8V7LXvB2t3Wm3Bm8p7qyJSRYnOHXOcjI4OMGvqQBNQsheRSFy7btx6n1Jz3+tADXiSaQII9hx1dQBj6HtWVrHh9rkMkDKkjzBhNGOmPXn9elagiUptNy8hJIwzHA+nPNNiCwgyJIS8v3i8eeB2waAMWDwZZCVbmQGWZuskpyRz2GcD8BWojwpF9lmhVdqkgB+30pbiUNC5U5yMYKnn3xngVV1HwouuWSzXckgZIwoaM7Vz7AEE+/NAHyN/wAFT4tWgTQH0ghNGuZ998ilSGuljIhbJ+YnYbjpx687a+Oq+3P+Cl3hmLQvgnohjupH2+KUQJKc7c29wflPYcdK+I6ACiiigAooooAKKKKACiiigAooooAKKKKACv1n/Z2sZNO/Zn+Gd9b+KtOv4LzwhaNJbWcbiSxkWFB5MwZRuc/eDKWXFflV4N8Pf8Jd4w0rwp9sFv8A2pqUFp9oKbvK8yRU3YyM43ZxkZx1Ffrl4LsdN8N+Hbnwdaxx21lFbwfYEtYAiW5TgIFUYVAAAAoAwOKALczwyXBEcSysRwZWb5WJ+9gEc/XI9qxvEumX1rcG+lhID9iDn3z6VvafbwRyNNNJHxyJUbO4+gzUHiC+k1GH7PGjLySXkIYketAHM/2paFlhK7wAByvH0OasmdFO7Yyhk3Ns4P4j1rEv4LnT3HmybSCW+Rev40o1ZW+4VBxhwV5Yds0AXE1BIJxGZ5FKNnb5nQe4xV7Rr+fVtZVZEYx5G1iNpB+prnY3jnvDM0ewrGd+G5/lxWl4b1FoboMxOevzdKAOsvXuBbMoVt4YKqnpncBjHerfxS0W40f4m3Wn2sIihW1t1ZIvuiTywWz/AFqpPHrWqtbzm2MguJEIkj+bbhurbfu9O+KfqGqy6x4hvL6WQEtOclVzyBj8aAPK/ih4Kik12C+W3G8yqwKKSOCDz/ga9dmbT1tI4dMURxsiOAWP3tvOc8kZ9azNb0Gxvl8i4fa6IGDhskknpV6KA/YYo4jlFAXbt5496AGh5HYPhUPJAAAz9aiu7nykCswjUfxNzmpC0glEMa4CnCc8D8O9QXOi2U919vv0ZucYMrKv5c0AGlFZ0YsgeNTkuRzn2qvrOpXiljDeDyooWCo0vyqfXP8AhWkYUtUEaQKEU/JCykBQRwcdTWHeWa6jbndcwMocrJGyKSffBAyKAPkH/gpP431PW/CXhjTJBdW1rNq924haGN4rp4I41MglzuUp55AUDa3msSQUAPyNX0t/wU+8QXF18YtD8K2UkUekaf4cSewsYUGIJJZZFlJJG4lvJjyCSBjjqc/NNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAF7wzr954U8Saf4o06OJ7jTb6K6gSZSUZ43DqGAIJGQM4I+tfsPDq9r4i8N6H490nT7mKw8SeHtP1TTFnjVZGS5gSZUfaxClVcAgFhnIzX41V+pn7Jn7Vvw9/aT+B/hvwToVkmm+IfAfhSDTdU8PTXDMRb2ypFFdW7t80kDLtBBO6JzsfcGjklAPRyn+kNbKcBwW3EYBA7E9qq3ttKzq0ciOjLuDqwII/Dn8D+VTW0kbWkjXMYEEeXClTuA9M96z9b1rTtKtFa/XzmeFWigG5BDk8k4+8cdCePagDP8QRC4t5PNC8LxkdfzrhINQJuTDaxsy7sLjnNb3inxjBcQNY6fGY0dvkXJbaD7mp/gBoHhLxb8ZvD/AIb8Y6rJZ2F3qcaXd5tyYVJ5b2x+IoA+lPh9/wAE9LG8+GegfEXx74xNhHrMBmtbZz88ig8gAc4968t+OPwitfhR8Q7jwvp1tIIgitaRyKcspGcg96/Rf9tb4OT+ED4G8K+Grqxn0R9Ht4/DeorPvJkGCZNqDknvg/hXyn/wUUaHTvjBoUery263dn4filuktV/jxhScjPPrQB88+CWmXWoJ21B0YCQvIGIKqFPHXp/Os1dYsLa4iktnkVnYgpLk7ixPOfT2xx60Xlw8EErJIiO5J+Xj7x55qfS5ba5gBaOOWSz/AHiLIm9VPTP+1j0PFAG5YSR6gyuGUPswe2Mfzq24FvBs3EbTlWYYzn+dcp4Wk1Q380F7iQwS/LIp2kqx+6QOnsBxXU3hYHyt+FD9zgmgCCEgbppAw6naEOOO3pWbaatDe3UkVxIUCnDASZJz0IAI49qn12+ubeCWQyDbAm9ImZt0pzgjI9BzzXMXGnW+u6iNQW4njljwFa3mCJjvzgnHvQB0Gopr1tbi306MXe7iMyzEDb2O7kgD0/Kn6Npa6Zp7T6hPE85VjcTDIBY9lzztH4ZqfSPOjstrRmJ1xujaXccdmHA/lUHi/UrCSGaPStLeKBl/eu15umZsdd+3GAeSAo+tAHxL/wAFRPBFlp/iPwp8SUuZTc61Hf2EsDMNkcdo0DowGM5JunyckEKuAMHPyrXq/wC2B8br34w/E86fa6wbrRPDUbado5SbdHNhyZrkbXZGMj9JFxujjhyMrXlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABW38OPiB4l+FfjrSviJ4QvDDqOkXiXFufMdVkx96N9jKxjdSyOoI3IzL0NYlFAH6r/BT9or4PftH6I158NNbS3vPLkN5oWotHFfQBGUGRolZiYzvTEilk+cKWDBlGt4g0i/1Tz0ich0k/ejbjAxx1r8kq/Vz9lP9on4f/tD/Ajw5BBcSy6p4d0mzsPFMt1dGS8F4kCo9zKrMzyCZkZxIMggnPzK6qAY19oTw/vONwb5ty55+tZirqOh30eo2mEkjbKyk8g5zwe1en+JfCQtXmltn81EUyK2NuR2P0NczHZ/2ttt2hGCMsQoH50Afqx+zP8AGu0/ar/Zc8Ma1peqWl34g8HxR291pk0g82FV4LhRyw+lfFP/AAUHuzfftReIm1rVkS7+z2xi8zKIY1XlVxnFeE/Dfx38Q/hl4hk174aeI7vTL2IEO8MxAf8A2SOh+lZXi7xr46+K/jSbxF4r1KW4vZ3w0xPLY6j/AOtQBtXHxA1a0hW6tTBtjX7NH59tGyqrnBb7uS3ox5FX9IgiaGWQp99NrZOCo9ffNc8ysIVUqCwkUfMmQP6VefU5IIRBZbsqcykDI5P6UAdHpNha2+biFV5OeH5JrN8Wa7JA4trVsvIdsYAJ/GjRLm7hTz5sqDknOOT+Fcz431PytTtWhjDO7gBv7gPUgd/rQBsw+IS9t9ivbmNbhOVjLDcMdwM5xWfodxd2mpSwvbx+W0haNowQQDyQTkg/lUlxoOma5AIZgwYMCpJIKt2IbqDSyeG9S061gi05vNlFx+8hnO0yL2IYfdbP1B9KAOg1HU57SRZI3X7OWCmQsFAJ6DJ45rwL/got+0Ve/BfwbpPw8+FurQQ6v4mgmk1S+julN1p8CFACiryhkZnCy8Y8p9o3YZPWfi78a/g3+zh4I+1fFPX47HVLi2M+neHo5hc3t0SJNj+WBkIzROglIWMMNpYGvzQ+Nnxc1/44fEe/+IfiCLyWumCWtkkzOlpAowkSlu3UnAALMzADOKAOTooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACtrwF8RfHXwu8Qx+K/h54svtH1CMAfabG4KF0Dq/luBxIhZFJRgVbaMg1i0UAfb37NH/BWO302e38P/tI+EVnUIsS+I9JgznPlpuuIM5A/wBbI8kJz0VIa9bl/bf/AGN9d1SzPgf4iWiarf6g8QivrOe2t7KJYZJDPJLdpHFglBGBuZt8iYUgkj8xqKAP1d17xF4E8D6ZPqvivxpYaRG12sEl3qt9FDE8rKzqqsW2kkI5A6kK2Bway5Nd0zU7S38W+EtUstS0+4U+RfadOs0M2GKttdMqSGVlJHdSD0r8tqv+H/FPibwlePqHhXxFf6ZcSRGKSfT7x4XaMkEoWQglcqpx0yB6UAfpF4o/at+D37PmqaPrfxl0zWLvTdVlniNl4etEkupURAWcGWSONQGeME7s/NwpAOOq8Oa9oviiytNd0y+ll0+/hW6sJjC0fm20gEkTlWAI3RsjcgHB5A6V+V2s63rXiPUpNZ8Q6vdX95MF826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Which hemisphere is abnormal,left or right?
Right
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Is this a study of the head?
Yes
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"
Can brain edema be observed in the picture?
Yes
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How much damage will be caused to the body taking such an image?
None
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Is this an MRI?
Yes
"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"
Is this an MRI image with T1 weighted?
Yes
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"
What scanning plane does this image belong to?
Transverse Plane
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"
Which part of the human body is the organ located in the image?
Head
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"
Where is the brain edema located?
Lower Right Lobe
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"
Which organ system is imaged?
Head
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"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
How many kinds of abnormalities are there in this image?
3
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"
What is the main cause of the disease on the right lobe of brain in this picture?
Brain embryonic tissue dysplasia, genetic factors, chemical factors
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Is this a CT?
No
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"
Is this an MRI image with T2 weighted?
No
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What is the scanning plane of this image?
Transverse Plane
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Do the organs in the image exist in the head?
Yes
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"
Which hemisphere is abnormal,left or right?
Right
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Is this a study of the chest?
No
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Does the patient have brain tumor?
Yes
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"
Is brain tumor white or gray relative to other tissues?
White
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What kind of symptoms will the disease on the upper right lobe of brain in the picture bring to the patient?
Visual impairment, vomiting, tinnitus, increased intracranial pressure
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Which part of the human body is the organ located in the image?
Abdomen
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Which is the kidney in this image?
Symmetrical to the bottom spine
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What organ system is pictured?
Abdomen
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Are/Is there kidneys in the picture?
Yes
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Does the temporal lobe appear in this image?
No
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Which is the biggest in this image,spleen,left kidney or liver?
Liver
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How many lungs have existed in this image?
0
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What is the effect of the organ on the left of this picture?
Biotransformation, detoxification
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Which organs/organ is part of the digestive system in this image?
Colon, Small Bowel
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Which organs/organ in the picture belong to the digestive system?
Colon, Small Bowel
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Does the picture contain the organ that could be used for discharging waste?
Yes