Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
unknown
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"
Do the organs in the image exist in the pelvic cavity?
No
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"
Where are the abnormalities in this image?
Upper Right Lobe
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"
Which organ system is imaged?
Head
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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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"
How many kinds of abnormalities are there in this image?
3
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How to prevent the occurrence of the disease on the upper right lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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"
What modality is shown in this image?
MRI
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"
What type of MRI is shown in this image?
T2
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"
In what plane is this image scanned?
Transverse Plane
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"
Which part of the body does this image belong to?
Head
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"
Which lobe is normal?
Right
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"
Is this a study of the head?
Yes
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"
Is/Are there abnormalities in the patient's left brain lobe?
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 a X-Ray?
No
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"
What is the mr weighting in this image?
T2
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"
In what plane is this image scanned?
Transverse Plane
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"
Do the organs in the image exist in the head?
Yes
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"
Which lobe is abnormal,left or right?
Left
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"
What is the organ system visualized?
Head
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"
Does the brain look abnormal?
Yes
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"
How many kinds of abnormalities are there in this image?
1
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P7MVjaweArefVGU24BYj7jOSThSc8glT6cZoA7C/8RyQaHY2KSAM18rNzk/MyoBn8fyFcX8UZYdS8EarqEKKMxuMFencj/PpWq8kN7aQz2cXmrFrMbSYOeNwBA9vvY/CvKPH/AIr1hZNb8NafI8lq146lVb7o9MdjQB59cWUbeW5iw7DIjXBB+Yc98V3fw78I3urax9ksrUgZ+b8eRk/56VyuxbeSzhDYcIpePIPcDYTjOcV9H/s+WJtYWu7zwyxU4xIuCTnA6cUAcF4k+G154f1iG7itwhfIZCOPrkj61Nb2V6kmy0gJDqSSgbLdMY7HvX0R4w8A6b4rs8zxeXKyglSACMnOcfrXk/jr4eeIvA1y5g1JEi2nAxjB6dj/AIUAVPDegm3X+0NbuBaxxRqzrnMj4P3VBP8A+qvmz/guv8bLr4rfCb4ceHLPSGTTdBkkjhllkYuJirM5POCME8Y7mvVfF/jrXLK3WyhkQttKs7A9DwCPzryz9ujwjB4w/Y61a5SPzL6wW3vLeZWZsYlVHUr6srYB7ECgD8yaKCCDgiigAooooAKKKKACiiigAooooAKKKKACiiigAr0/9jTSv7b/AGlvCWmtYJcodUWaWKVcqViBlwfYlAPxrzCvU/2Lb9dK/aU8M6nLfJBHBcuz+ZKEEmY2UJyRnLFeO9AH64+CPEU2h+NraLSLiSGTYFMUchIJ2gYx7iuZ+NfhjVpNVl1FY5QzjdibOVB7knr65r6C+DPwh+D2rx2vjOD4jw6dq4tzJp1tdwHynmCfIC4zgFsc4GK8m+I3xh+ImhfEe+vPifocd80xIjlltVOG6ZXHA6YzzxQB4nbWHiLRZ0l3bizHjZuIGO3b8ql1PUrnVTGtwcOn+sHA57njvXttp8RdEv40u/i14E0eGzlIks7WysFt3KEnksmGyR3Jryj4gtoer+KJr3wnZ/Z9OeQmKHeXZBngbjyeOMmgDkNatftFsgKrkLjH93n88V33w88fTaJ4Ut9Ehu8PE6qv3unqec9+K47Vjbgj5sncPXgE8HFepfD74KeFb7TYLuLVI7hpEViJZ1B9eB+NAHc+AvBmp6t4Pv8AWIjE1rp4jupWJwc71AwPXODXkXxY05NP8WalHZKrpOqvNJsyqOQc5PQGvd/h7o39gaTqOkWIE4ngZXtQ4ZnwwbaMZ5wDWDqN94Ot/tf2jSDObjeolllIA544HXjtnvQB86wxNIUksr3ccjeAucgck9MA8V9J/s5teJpUpW6jdDgpubO39eD7V823SR2XiK6giiEaLcMYAx/hycfhivSfBvxZutAsggsxHIMb2TIGPoOOwoA+ntS8SPpkrSXiq0r48vZJn3xXkvx5+KrXlmtjFB/pbL8q5HPtk/z5ri9f+MuvTET2kLtEUP7xM4yf681y03iTXfE+rPqN2xLj5Y1C/KPQ/wCc0AY+raJ4ovzJqVzKnRRCgJ4Gee3OOK6Px54f0a5/Zo8TaFr1tFP9s0jyoYZ03Irr+8LHJ5AdE/EV2GgQ6bDpkGp+O7C4NpG6yK8MwXzkHXg9OhANQ/EjWNP8YeG9T1rRPDEtjodragfvBu2RZAIyeNxGee5NAH4kuFDkI2Rng4xkUlb3xRv9L1T4k6/f6HHsspdYuTZLgAiHzG2Zx324rBoAKKKKACiiigAooooAKKKKACiiigAooooAK1/AGr2/h/x1o2u3SI0dnqkEziTO3CyKcnHOBjNZFFAH7K/Cb4oSfET4N6X4l8N3ly81tHGZ7eWxlgKo5LRuA3DKyjhgcECsvx54j8VfEvX7LQ9PlZmxiWQk9Rwo9ue1cD/wT4+Nr6t8BtPsbfUherpiLb3tqVIBQKCyAHkhTwPxr658JeG/2fb7Qz8a4NfubFtOuLeCXRPsqSmeRwzh4n3D5AyYO4AjI554APCb7QviGlmmkeL9Ce68lAsb7SrYGMDBwT3rC1p9R0iQW15oc9pvYAvtOCO/evWJPiP4/wDi98Sb2Tw/4gnuZLuaR7m7dvmJJZscMR0HYkDAFVNA1e3+I9xqHgnxDcRPcxRFbeWcKrB9pK4YgYyOvPpQB47eNatb/KCNx4CjO8++DxmvaPgn4Um/sSPU9YmkWxEWCCxwOMke9eHarpNzpevSaCLlpHSTaMt8zdwR74Ir6Q/ZN0P4xfEJY/Bvh3Q5dRgD75rMIGHlqBucZHHT1oAt6Hq1u3ip38LmZVF5HHbShgjKznbn5fc9e1Zs1rpFzfXWla08sLBjmVACHI5OQffqRzXqnij4I2MviS/bw/MumTQRCSWyknyVkDLwG/P86wPEfw60fw5qGpQ614nsp5o3IhjSUSOeeSQv3RjuT1NAHzN8UtK0zS/E7m3ug6kZZQOB3zkj/Gsq1u7eSLzDIAgUkZXoPcdv/r13Xx18MaZYWieI7QDcZBmLqWGSMkZ9O1ee2t1CrYWNXURlSgjGW4HagDe0rxfPGptLpfMhVsLDkHaMc49Poa3J/iJ8N7SJE0rQ5zdKD8skoZR9QFyf0riofEi2yiDS1DSY/wBaT8y84r1PT/hZbaH8P7fUYokL6hIRJeSRghTnJUtjOeQdoPQg4oA5p/jFp+s3UdneaVcXMUJytpDHhQ2MDGASfrzVi5/aE1f4ffDfxrrHiawMXh0eHLpb7RbqANFPEF3KChH3g4VlPUFc9a7T4a+HfAPw4vx4o8Tanp+pR284eXS5lZmu0/uLgDC88nNed/8ABTr4zfBvT/2MvFGt+Afg22jaxrGoWtnZ37axJJBGkkgMiLA8WCTGJMMZOMfd7gA/IOYoZWMbMV3HaW6ke9NoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPpX/AIJq/HsfDT4tHwN4guFOka5E0ZjfoJjgKQSePy7198afoE2p+Jv+EXn8XrpOjXkhlQ4YjB4KcAnAOeB61+Pej6re6FqtvrOmy+XcWsyywv6MpyK/SL9gT9pWL9r3XtM+EPiWO2tfEgCRiSR9scn8AYFj0xjI6jPegD7o+F/7Itv4QlPjfTfiToaadDCZJpzclcrt6lDkg596+ePj8/gLTfH08fwu167utsgDS+SFMpI+cqoJOAeBkgkelfbPx3/Z01/4P/CWw8H2aS6tcXloBLdWCs0MLkglAQcMxOOfTpXxr4j+C2v+EZ7nWtYWCCcuPJtuGcnPXnPPPfNAHGeAdR8OQ/EG11PxzBI9uj4lYr8wGOvPf3r7M+A/7V3wT+DtrLrvwx8O3CX0wMWZ54Z1YY5Bzjjk5Br5/wBG8CfD/wCJvw0l8R+IdSg02fSroRtIAC0+4EjH4A/XFcDoy+BvB/ipzZ3ktzaE8O77ep7fMQO9AH114j1rWvibY6n4h8P2iW7ayfKEdvmMM0kixhRzgAMR7d68S8SnVtE8aj+2rsJE8jCdGwATnkZ7/nXReBvHd/r3wy1nStNluZBEkItooY8rHmZcsXyCBgMBgE5xXBa74E1zxTqdxq+p6vJDaWzbIw7lMH+efegDofjRY/DzU/B9xf8A9pCBordTDZxS7nVh1bd0Oc8jp0Ar5/0mcx6TI8yK6suXdRlo2B4GfpmtbxQb6O+fTJr9poomBLO+QylgD9cHFbXwos9D1S3v/CGrSw208sZe0mlcBTj3/GgCz8Ifh/4c8VXR0zVr+K3Mykx3MiFlU4yM4wfxr0fwR4YufCmur4b17xTHfaBNcqZGLk7McMwAOc46cZ4xUvw58FXOk+DrrXDp6TSWETpIbaYH5AuPMYcnHv0rjtF8ZaPps9zqPiTSL553ncqrBhGozgYxnHA9B70Add8cPhV8NdHtIbr4e63ca3cSXQ3b7QwqD1HBJOMHuOo7V+fP/BVTx1b3N7pPw/bxXe3l3BeGe4sUYJZ2qrEFAVB1c7+WP93Ar701T9pLw74U0abxD/wh9h9gtYDLcy3KME2KCzYy3TA6c8V+QX7Tfxgu/jt8d/FPxPmjiig1XW7mawtrddscFuZD5SKD0AQKPwoA4OiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK1/AnjTWfh94qsvFug3MkdxZTrIuyQrux2yP8g1kUUAftr/wTx/4LUeLfH3wNvvgZ42160ufETacn/CNatduhntiud9vJ2YkfccjPGKt+I/jz4ru7XUNL8beHINXF5CVt9QZD58DDkFWVl79iD1r8UvB3i7XPA3iO08T+Hb+W3urOdZY3hkKnIPrX3P8DP8AgsB4bNtY+Gv2gfAQvwIYrefXfszSSxqpbL4jlQMx3ckq3CigD3CO+1ZETw9ezyw20t6ZpIgMHABA+vDkenWvQ/CWifBa/lPhbXbKeN5EaOC6ESFFlwduR1AJGPxzXDW/xT+Avxmkt/Efw68dWU8cpEsDCD7N+7HYoWJDA5Bzg8dK9P8A2fYvhjF4wtZfiHeW0ekXVywuZIQJJYgAcShCRlc/jyKAK3hbUPC/wadbfx9dNZWxvjGiSMVaQK3m4xjkDjn/AGq6PTPEPw38XW9x4e8R602k7ZDKktxG0plUA4X5VJBOOpAHrXwd+2h+2z4m+Lf7Vk9joBEnhvQbhLDTbdyH8+OPgyv0C7scj8PevsHQ9E8G/tDfCeH4n/DOMv8AYdNhk1exDb5LaZl/eIhPLorA8j+8KAOc1DwfF8UfiVa+EPAVgZYEfYZIlJ8wn8OcV23jP9mCCJpI7WJrB7ONg0ztzlcdCPXmvQP2DfhZ8T7sajL4D8GNdXFjGCdQVMtEspxtDdQxxjb1x04NdB8Vfh7+054rup/DCfC3VnZ4S80sdszAx8Au5HCryOSRigD5x+GF7478IeO7UWurCa3jnCtLcH5WAJyGzwR04Ne0fH74KeN4fD1p8QLzw5DYeHpbH7VcGygUoxAJbIU9CQcfUV5l8TPF3wR/ZJ0I+MPjb43sZp4JR/xKrW68397u+4fLDMeeCF9D6V8J/tvf8Fcvjh+0lqZ8PfD7xDeeHPDVuzR29nYyGPzItu3aR6dSOnagA/4KJftZW3iK0tfgz8OtTC2SSNPqM1vGmHUq8QiLAls/eJXgcjrXx9TpppbiZ7ieRnd2LO7HJYnkk02gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAs6frWsaQ/maVqtzbN6287If0NdZ4e/aI+M3hlmOl+Pb3DkbxK4ctjpknnHtmuKooA6e7+K/iO7lu74RQRXl6MT3cO4MenIyTg9enrXY/C39tv9o74KWqW3ws8eyaMUiKb7WMHdlWXJVsqT82c46gV5PRQB9PW//BZn/gptp9taWOh/tZ65pdvZ7THa6PYWVnC7gkiSSKGBUkk5OXYFiMAk4qb4uf8ABYf9uL4zWEdn4p+JjxukRQ3FoDG2f7wwcA9e3evluigDT8VeNfFvjnVJNa8YeI7zUrqXG+a7nLk46denU/mazKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
What kind of symptoms will the disease on the left lobe of brain in the picture bring to the patient?
Encephalomalacia, local edema, confusion, increased intracranial pressure
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Is this image taken via X-Ray?
No
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Is this an MRI image with T1 weighted?
No
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What is the scanning plane of this image?
Transverse Plane
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Do the organs in the image exist in the head?
Yes
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Where is the brain edema?
Upper Left Lobe
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What is the organ system visualized?
Head
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What diseases are included in the picture?
Brain Edema, Brain Non-enhancing Tumor
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Is brain tumor white or gray relative to other tissues?
White
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How many kinds of abnormalities are there in this image?
2
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How much damage will be caused to the body taking such an image?
None
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"
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 T2 weighted?
Yes
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"
Is this a coronal section?
No
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Where does the image represent in the body?
Head
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"
Where is the brain tumor located?
Left Lobe
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"
What is the organ system visualized?
Head
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"
What disease is/are shown on the left of brain?
Brain Edema, 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 left lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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"
Is this a CT?
No
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"
What is the mr weighting in this image?
T2
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"
In what plane is this image scanned?
Transverse Plane
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"
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"
Where is/are the abnormality located?
Left Lobe
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"
What is the organ system visualized?
Head
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"
What disease is/are shown on the left of brain?
Brain Edema, Brain Non-enhancing Tumor
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"
What is the color of abnormality in this image?
White
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"
How to prevent the occurrence of the disease on the left lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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What imaging modality was used?
MRI
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"
Is this an MRI image with T1 weighted?
No
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"
Is this sagittal plane?
No
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Where does the picture show?
Head
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Where is the brain non-enhancing tumor?
Upper Right Lobe
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AV6B+yz4Df4j/ALQHhfwz5QeE6mlxchoPMQxxfvCrDoFbaEyePnHXpXn9fQf/AATLksIv2obY6jbNLH/Y11hVPIIKHP5A0AfqT8LPFGv/AAasITpOpSwRHBVkfDAn6Hp7e9e7+C/23Pihp4H2TxB5kbcSW8zFo3weuD0P0r51u9DtPEVuZNB1lmQJk2xk5HtjGaZ4P0wzaj/Y9xqMlnID8pb7rf4UAfW15+1Ne+IZRFc6c1vIAGkK/Mh9/YV9wfsBeIbrxF4AEzoskTznYzE8DvxX5reFPhzrRMUkevo0UgUPle3pX31+yB8TPCHwl8B2vh2fUoy0SlncsANxoA+jfipMovUgitodhwOG6DB/pXx1+3f8WbHwv4WudHtbuPznUqyhsnPYfh/Wui/af/bv8KeE1lj0zUo5LmQYWONsnivgD4v/ABl8S/GPXptV1O4ba0p8uME4HP60Aef+KbqfW9ThsYBIyPcCWeUngsD+gxnj1r0jX7Dy/hg0xO2QQbfm6YJLH9Aork4tAu7a7tYTbb2ZgSckE5PU49K6b4s3UGl+BrXSracs8kOJFAxk+30oAT9ifUbHS/E19cXhUNKgCSEjkAH9c/zr2P8AaA1+HUvB95aGQJGsDLnGM+hx3/wFeT/sieDjLctdPHljuI55Irr/AI6Xd3pvh24svLD+YSvzEAetAHy1NHLETDCeA5JJQANg9/8APet3RvG+pRaQ9jaWUZdR8746+mT3+lV9T0ZgBNMeG5wD+lHh3TdPNwUuTKqsQCB0HPWgB39qa1qIQXF1JvYbSI0zkemcew4r57/4KefA+21/9m0fEWWSfd4fvPNAy20h8x8nBBOWUgZ6bq+vdHsPBGnObqe2e7EC52hQAfqa8T/4K8+PZ/Ev7El7DpN6ljp9vf2weCzt1w2+QKIyOwJ25brwKAPx9ooooAKKKKACiiigAooooAKKKKACiiigAooooAK9c/YU+I2p/DH9qzwbrunSWwW61eKwvBdwLIjQTsI3BBBxweo5HavI6t6DrN74d1yz8QacwW4sbqOeAns6MGH6igD9s/E97arKz3Xhi60/Uom3Q3NvEMMQehI7VPY6xb+IRDHqdnsuVHJcFJPqD3/Gm+B/jfFrPhLSvFLGLU9I1W0jm0/UVj+WSN1BViGAIOD3wa6HVdN0/wAa26XkF6m/BwI1AKemO/rQBqQ+Pda8K6XHaNfl0JCx5HzL9T7UN8bPHJtpU0zVJVyORu+6PaubuLPxLpsAgeNLhEXJZiGNJYwQTypdTSRxKiYdTHnJ5P3fXnqTQA/Vb7WdanN1rE8krscvM79Tj+VO0aCe+1OGzs32mNgxGOvsak1DVoDZBWTG6IBSPY/Tr/jW58MNMin0m68TTJGJGlITf3Uf5NAGjo9mbu9ge8uXG0NJJheQACeT26dKk+M1tamw0+zurNYmS3G5ozlQNo4B75JNah0fVptPu9Qh05YmmsCkb9fmc7R+AD5/Cn/GrQpEgTyFLtDtHkLzgDr0+goAr/A3xNYeA9LM320o4kzlv7pHv+VS/FjxmdfuBZ2jjyCN7EnHXv8Ayri9Zlu7vw4sj2ojOTsI4I5HH+feqazKYjbTMwkwoPPcDH+FAFa4Oni6Y6hAZEVcCMOQGPqDT9ObwvbxSajdM4LDAtVTJP41HLpaXModQF+c/NuG3PTmoNOs5LjxA8FnZ+d5EZKAHILevFAEv/CcyX1vNoGg6AtvbTApNI0XzSc/xOxz/KvmD/grRrup+D/2SLXQ7T7MYvEXii1tbxHG5lREkuFZCDwd8Kg5zwxHvX1ZYeO28NWcmk654OimUvkb4zzz6jkfyr4I/wCC0Hxnl13UvCnwgtYLa1jtTNq17awSKzb5AI4fM4JUqokIGeRLkjoaAPhSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/Rz/glF8YdU+K3wrl+BN+k13d+GrgSQyTSB8WTnCqM8gKflA5AAGMdK+q9c8Ia54E8SpZ6HL5gnGUiz/qz6Yr8f/2Uv2jvFv7K/wAbtH+L3hMq5s5fL1C0dUIurV+JYsuj7crnDAbh1GDX7SfCe5074w2WkfGa21cTaLrNsl1p06qytJG3qrAEHgjkdqAI7J/EcECR65ZeW0hyrKfX+lR+KtE+wWjapaXca3Dc+TGM766X4i69p9pezpKIVjdcRpHJkqAOOfWvNL7Wrm8vUgaT5Ix1b0/CgCS7n+0W6mSRnc8cnj/Ir0fw9p1rFosNgb3y42QNnOMcdK4FdJjaz84MQ+7mMdx1Jz0GTgAVraLrltdXa2+rJPHaRHbmJSQQPX0oA9Xtb2Ky0SS3kuBNCs0CfIck/OOPxwKu69440W1muYb+ygbc23H8XT1rH8LXHhbUZLHTbCOcQXWp20bzDoGLZ/L5a2PFfhDRdWje8sL+I3Yc7y0gPGP88mgDzXxtqenRQefZAEzthIA2cZPX2rn1m8lmurpWVw33ex/xrT8Y6bp9lrA0oSAvbxhmZDncc469hmsuzv4E8TRDAk2OSV6kjv2oAfbeGdf8R7rqxJigbpHk8e55rpfhhouo+BROmsaWsonbKyk5K89RXcf2HYw+H4/FHhaCORZEaK9iAB8tuoxxxkHgf7Jrk9Y8Z2V5Emm6chF4qlSh9R2/WgDub7w18N/H+ibr/WLbSdUgYYM4JjmTaTliPumvwM/bR+LuufGn9pTxV4r1kKiW+qS2FhBGyssNvAxiRQwRdwwuckZ55Jr9Ff8Agpb+0AP2fvgfe6X/AMJOieLPFMZttLsI5B5qW7cS3BUqwKDlecZJ4PBr8l6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+qv+Cc//AAUN8QfswavB8IvHJ+1+A9Y1UPcMWCy6TLJsRrhGPWPCqXQ9MFl5yG+VaKAP380Ox+G3xB8rWPD99FdQzIklvP54ZJEODuB6HIo17wVomi27Xd0Yg33YUTqSDjJ/WvyN/Yv/AOChnj79le+j0LXrKXxF4WGcaVJcbZLYkdYnOdoz/CeK/Qr4WftdfB/9qGCxvvA/xJsI9RcqW0G8m8q6iYjcylWxvxzyuR79qAO41SKbTL+OznmcW8s6khD/AA+ntXpPg8acu6P9zIj4ARlGSDWHrfhtNR0w2Oox4uoThZO/TpxWb4b0AWzTy634hNjJpyGUzTTCNBGOcsTxj3NAHq9joqaXq+k/2XOqrcauXdRjgJBK20D6kemMVl+PYobG3+y6dBPNfzFtkUT9BnjpXx3+1n/wV7+F3wROmeF/g+0XjHxBYXjS3k0U5WxjUjYymRTl2wGGAMDIOT0P0t+zZ+158KvjF8Drf45+ELn7RNf7oWtrxCJLO5XG+JgwG8qSMMODnPsADF1jRde0PVGt/EtiYrl49+C3IQ/5NWk8G3ZntPE9rbELOAksZ52HpnPv1/GnXcviL4k69c6rNbSFVjLlg2eleg+G9Q8IWngot4z8RWelW8Cfv9QvZ1iijUcncWOKAN7U0Hw18DW+tWskVw+p2OJ7do8qCGIXr1PQ59a+evjL8aPhv+zl4X1D4v8AxZ8QW0DyK7adpnnBXvJlQssKdeW2gZxgZ5rzj9tH/gtZ+zH4D0tPhl8AbW/8cX9lausmqYENhHcbhjDkkyoV53L06YBzX5c/Hv8AaK+Jv7Rviw+KviLrBl8vcLOyiZhDbKTnCqSefU98UAXP2pf2n/iV+1p8Vbj4o/Eq+UuIvs2lafDxDp1orMyQRjsAWYk9WZmJ5NecUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFOjlkibfFIyn1U4NNooA9B8L/tXftK+C9KOh+Gfjl4mtbPKlbcatI6JgYG0MTsGMDAx0HpVDxZ+0N8dPHcE1r4w+LXiDUIrhds8dzqchWQehGcEe1cbRQAV0fww+LfxF+DPiQeLfhp4qudKvvLMbyQEFZEPVXVgVYfUcHkYNc5RQB9Mw/wDBXD9tWyLtpPjbTbIyKQxttIQcH6k15L8Wv2o/j98cbmeb4m/FHVdSiuCu+ze5K242nIAjXCjB56da4CigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
Which organ system is imaged?
Head
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"
Does the patient have brain tumor?
Yes
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"
How many kinds of abnormalities are there in this image?
3
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"
How to prevent the occurrence of the disease on the upper 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 a X-Ray?
No
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
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"
Is this sagittal plane?
No
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"
Do the organs in the image exist in the head?
Yes
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"
Which lobe 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 many kinds of abnormalities are there in this image?
3
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XPxjulieTWbq5s7YiTDwqhVSSO6k7h/wEUAfZVvDN471B9dttZMWoh/45OoJwq5zn0HXoBWbe+G9f0/VXvobe9srkfenh5jc+p7U/4RfDfWfFuotbaPrDQXUbfLEw++evevrL9lj4Pams+qaF8VLeGWGaJTbmQZwed35jH5UAfOnh7X/E9myx3Gp3UkucrKjlenUg5ru9F/ah+J/haxOnWusAIAQDMu5h+fWvSPjj+zT4L8J3z6roNqUin5xFKQAf6V4rF4B1a41f+znVbkFgIQfvAZ/n6UAfRn7LUPjT4q213qfihZJjI4ERkiAGwn72PrxX0HpXwk8PWFgzSWwdiBvOM5/yKX9mL4dSeHPhvYC+09IZo7ONZFQYJwDx9easfGL4paT4CtDZW1wDdSqRgN07fy70AUrmx8MeELGa8siAYY9zDGeO3H6V5637SOp+F/GVhpmnX2YJplaSINuDRnkfzrlfiv8AGi10Tw0b2e+aVJoStwpHzE8YPqcV4J8OfFmqfFP4w2lpo482aeVEBQ/KMnrjse9AH6UeMvEhj0jS9D3YuNelMUIHVIxGZJZPosY/Nl9a/IP/AIKcwXng39qLxRoRj2J9uPkHd91GRHGe+AGx+Ffe/hD9ovSPGX7ROuyX17/xJ/COiNpmmyBuGl+UzSenPl4/Kvzj/b18aSfEj45a3r094bpvtRHnE/ewMduOgAoA8q8PSxf2St1vzK7MsrgZHt/hXovwQuL25insFDG3jmMgO7BB7HI/zxXlnhuVRpstpFG2Y5gMnOVr0j4MX80Rl0+KTGJCZJRngf8A6s0ALdXEfjH4lyi+uGjsbDfK6sck57YPU9cD1Iq/4l8S6R8SPAWvfA640q2Oj63pstoyyRhmilKnypt+M7lfa3GBkGqXjrwPqreJbq90iSWOGb/WHO35Tz82elP8KeC59M1WBZLW6K7gzEwEA9+M4NAH5M+N9MvdO1dW1CQtJNDlgSSUKM0RU594z+BFY9emftd+HG8H/HvXvCxtjElneyeUrLg7HdpBx2+9XmdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6S/sc6LN4C+A/hfSZoZYWksmupoLhs4eVy5/A5yPrX5tV+qPwg0zTrr4OeENc0zUWnZ/DGnvNEVwyFrZCfqMnqKAPYvg54stvBviy31yJeGcNJGr/Kwz1HOM19iXfxCsdS8Kw+MPDN+rwlVWXZw0bAdD6V8GaPqGixyr5lwYG/hldvut26cnPTGM/lXpXgb4z69otrcaHKpNvcsPMTGdxwMEevWgD6K8RfGOHxDoq2d9OCCCrMRWn+yz4O07xb8Uo3WISQQws8jsownoa+erHxaJY1N0wMM5bBHbk/4Y/GvqP9gDxFo76hqGjRALLDIkxldOSoJGD+hx+lAH0p8avH3h34NfDgaj/y0hgxGuQuCB+tfmZ8bv2pNY17xBP4hudSkiO59gV88emK90/4KTftAS2s/wDwjAumKKDkL1GMZFfnz4r1TUNXv/tU0TCPzTtCtx26mgDuvEv7Qvjj4jrFpFzIBEwEa7CQSPUmvqD9j7w14P8Ahx8O9W+IPiV2/tS6g8jSdq4Zflyzg/w9ua+TPg74Nu9b1yFfsZ+ZwXKjG0deMdOBX05qM8ll4Dv5xL5NppOlOR6bjwPqxYrQB5zqHjPVrHQLxdN1A20t3fNIZojywJPH1wM14H8SLe5utXu55LqSVmcM0rtkknrX0Frfwv1LRPBGiXNxE7G9QylG6gsBjP4DP1NeQ/ELQJNP1Ay3ELRo/XORnFAHnljZ3FgJZ1GBLHu5U59O/wDOvQPgvdCwDWkNurzzvy55xWJf2dqtukiKFEcJbAPA5HH9K7j4f6bF4Y8KHXZLISX06s0Cg5CHux+mQPfmgDpxZ2HhjxKt6unpPdfZ1Yyv8+1iSTjPC/07Vx/iLxxqr6w13LYgb5PvKTn16k5zV2HxE6+fPfTMZZbM7CerybscD6N0rMn8I+OSTONGnZXAbbwe3seDQB8Cf8FR54b/APaf/tpLby5L/wAN2c1zxjfJmRC34hBXzlX01/wVL8Matovxs0LVNThKfbPC0aqCp6pcTg8+uCOO1fMtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6W/s6apdy/A7wZqGk3QY/8I3YQvsYcGOBUYc+m2vzSr7+/wCCcmu6R4g/Z+j0GbUlludL1GdLiMvloFdt0ec9ARnH0oA9vtr+z1ICSSwjhnjVg8nnHLc9gQAv4HFa9lrepaLemeG7LIeSyt8yAjoQf8+9c/q2kta3JktriOeJTnKN6+lJp2urayeZBdHlcEMcD6UAdrpfjCDU4FsAHt4I1AjkcEEfQd/XNdn8JP2ivEfwB8QSa5Yu1xa3aFZWJyCByMf5zXlB1iBwXzGMr2bJzWdcajfamv2Z/MEC/OpUZG76f0oA7j4xfFzU/jB4wm8SXocwtJlEboB61zWieFbvxXq8Gl6ZbMxLEbVGce59q9f/AGTP2FPih+0Lerq9xcjSfDpbN3qlyDkjvsXuf85r0P41eJf2Xf2QrefwF8LLdfEOvqCl1qDSBirj1YcDnsKAM/4N/CG00W7t7QDF5cFVwEy3OOFA5PevePGHwF0eXwTp3wt06YS6rqN9FcaxGrB2hTP7uNsZC5YnCnng18A6x+0N8UfEOqzX9hr89jvb/lxcxhR7Ec17T+xh+2t4l+Gnimz8NeMlF1ptxqEMrzyffWRW4PvwSMnPWgD7v+Kn7I8aeFtLv00wMEQpIiryp4K/TjP5V8vftZfsX6/pnhi81zTdMeeO2g81JLZd3A5II+lfrB4dXRviN4EtNc0lo5LW9hSa3kAGCMAgfrisW5+DWgXGpyyXCeYkin9w6ArgjmgD+eS7si9yLZY2wZfnyegB6H0rrW8UTJexRaVbDyY4FhkjY8P15Hock19Ef8FV/wBlvw7+z/8AGgax4LHk2GuqZltBjMMnVgMdu9fMPh3xR/Z5+yNbwM0jcyTD09PSgDsNN8JadqTrqd28lsQoAmc/6k/3l7E/Wp73x8nhWQwaE0l3cKw83UBMxIPQHDZwOnI/KsiSdL0RrqutqIu6I3GKktdS8E6FZXcMdjNcStEQspbKqe3B60AfKH/BWXW9C8U/DXwvrfiC2Y6/Hq00VlcxnAeAopkDjucqmD9a+D6+k/8Agpt46tde+MuneC7GSJk0HSVFw0U24+dMd5V16KwXb+DCvmygAooooAKKKKACiiigAooooAKKKKACiiigAr6h/wCCY3xD0bS/HusfDDxBNFFFrVoLqzck75J4esa9v9W0jn/rnXy9W/8ACzx5f/DD4i6N4+015Q+l36TSJC+1pYs4kjyegdCyH2Y0Afq3/wAIv4WvmKpqmxVXkBjwf5Vl3/g/wpZpIU8SAOucbiSfaovD13oHiTwzYeMtKlS5sdUtkmspkY4aNhkH1/lUGoWdtceYlopLNwyr/DQBU0y1i80O1zk4yOe2P0rc0aye5v49z4RXBDE8YHP41kWllNbXZiuk8oAYAPc8EVuRRbdMEpUqckEg4/AUAe0fEL9ur4gaZ8L4vhP8N1h0XTFg2Xc9km2e4Puw6Dtgfia+bb67vtSke4md5ZCd7OxJPPOSa3ZrGS6Ic2Mj8fKzLjJH8x71FceHdTkiSwklSMOwKxKPU9c9xQBn6jZ614e8OWt+2iyXf22/ggeO2kG+NHkALsM/dABJ/Ct6+s5/DfigWUkLRtHMrsCuGUHGO5HGR0rfvvhPq058JpaXiSI2vb71Q/zCJYJHOfQZ2j6mqniTwtPZeI7y31i6VQIme1kZSckH7mR046cYoA/aP/gkN8cNN+Ln7OqeEL3UxJf+H3KMGfJMTqCv1wwI/GvpTX4LaykDpGdwQkMTjgj/AOt+tfhj/wAE+f2xNd/ZI+NFnq13NI2hX+LbVbbdwYyeHHuDg1+uGpftU+APFfhlfE2h6tHOklt5gyw4UjPNAHwX/wAFnNbGu6tZ38ke8reNFEzdlCYx/Wvz70vQdR16/lS0jykYzI2OQcEgD8q+lv8AgpX8fk+LPxQOk6fcA2mnliNh4L//AKhXz94I1/8AsyOWGFdhmky7kZA7fyoAsjQZNFmiF1qQIZFYknPBwcfXmun0DSvAOrEafNqN0s7K5RpYMqzYGOAf948+lSzaRoes2q6fJcqXl+5KD8mev4Vy3iDxX4Y+EHg7VPiR4zEi2egQtcTtDGZGdVOAoH94kgD074GTQB+TPxJ8eeJvid461Px54xnSTUtSuTJcmKPYikAKEUdlVQFGcnAGSTzWHVjV7m3vdWury0RliluHeJX6hSxIBx3xVegAooooAKKKKACiiigAooooAKKKKACiiigAooooA+uf+CcHxn0u+nl+CPjXxCIMMZfDyzzbRKxPzQLxyx6gE+wFfZi2um6Zb4Wyw3UFjX5B6NrGqeHtVt9c0S/ltby0mWW2uIXKvG6nIYEdDmv0Q/ZD/agtP2i/AUml+JNWtU8WaXERqNhGvltdRcAXSL0KnIVgudrdlDoCAdzrGuLea8z4LcbVB/vA9K1tN1OSMqL2ErGxAZT2FZnhPSUbW5L2aIlI5SCp7e/5Vu+MtITTI7TVLOV3S4OWiP8ACM/5P40Addd6vo2nXVlamxZracKFlGCV45NQ6h4MX+1H1qO5MsDHKFOQh+lYHhrVINV0GTRJ3w/mD7M7dQe4yex/wrW8LeKLvTLg6bcyYjYMrq3IOASOPrQBraHJfCawdL4yFIrmQp3GE6/0/Gn2vgLxl4rtf7UntXMUrkGUoAAoPTc3T9KsaVrWkadr0oFpvRdOb5uMR+ZOgyPqsbcfWtPxHc6FqGkWWn+GtdlluppM3MBUqqDAYEc9sHk9B9cUAcr46+H1zoapNbxu8QQGR9pwv09emK6zRfjv4s8OfDNPDtprMyPEpQHefu+hrN8UeKtRtNLGhNep9kdP3MRAJ25yC3ofb3rzbWNSuzHKsIJQjPA7UAWbGxuvGOsTX18DIFcl5ZDkEk8jrkmuwh0220WFYLuwj+z8BWAyw9zWX8JtT0v7Cn9oxKWC5gOMZOc5z64OK7KG+jnP2C9shPbs+CY2BYD29KAM+LSraYI9iY9gIYsGGR9BXwp/wVQ/aZ0zxB4gT9nf4e65aXunadKtx4kubZd4a8H3bcP0/d5Jbb/EcZyrCvo/9vT426T+yL8Kotb8Ha1DN4m8SSGHw/YTP+8toyr+ZetGQcqjBVAPBdu4VgPyv1TVNR1vU7jWdYvpbm7u53nurmdyzyyOxZnYnkkkkk9yaAIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAq/4X8U+IfBXiC08VeFNXnsNRsZRJa3du+GRun4ggkEHIIJBBBIqhRQB90fsk/t5eDvGutx+FfjCbfRdQuCkcN6pxbXDYwSSf8AVHPY8cjmvprX9b0c6hEsLRy2yqAoJyNp71+PterfBv8AbD+Lnwftl0aC9i1bS/M3PYaoC+O2FfO5R7A4z2oA/RrWvDk9hcnVvD8ouLNiGPltyn19Km0OdNXuTf6gkgkjPLIeOtfJ/hn/AIKeeGLFop9U+HWqQFpCLmC1u45Ywvqu7YSfY8e9UfF//BUa+nhuF8CfDgWsrZFvJfXAZVOeGKKOfpnHvQB9x6fqENsuq21rCkgluLeIvLglfLj5A9BlyapaTcWdrq91qWry/wCrz5cSHAf2+lfnB4H/AG/fj/4R8eXHjC81qG/t7+dJNR0mWICCTH9wf8s2xxkV9rfBL9p/4EfHS3hXwv4gii1m5j33Wg3zbLiI4JYJuwJAACSUzgcnHSgDvNQk1XxPdS3dqg2LhWfHA54ArptV8DxS+DbPTraNVuZoS7PkAnk8VSu7jSvDOnxWM08FtBI4lEs0wRWx2JNeYfGX/goP+zv8J7v+z9R1qXWtStbZgmm6MBIglBYBXkzheRg9celAHXaDDD4alGk+IbaVcg+UAOD/AI1w/wAZP25/gh8A9PvbKDxENY1uJXjh0Syk3ukw6LM2f3QBxnPOOlfIXx3/AOCkPx6+MM8lpoVzb+GLDDRxJpS/6T5Z6AzHLKw/vR7DXz9PPPdTvdXUzySyOWkkkYlmYnJJJ6knvQBv/FP4oeL/AIxeOdQ8f+NdSe4vdQupJmXeTHCHcv5cYJOxAWOFHHNc7RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSqzKwZWIIOQQelJRQBva98U/iZ4p0mHQfE3xB1rULK3z5Fte6nLKiZAGAGY8YGAOg5x1NYNFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
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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"
Is this an MRI scan?
Yes
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"
Is this an MRI image with T2 weighted?
Yes
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"
Is this a transverse section?
Yes
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Ez8SM+pxQSnG6DBKA+mcrXCftX3rzfBjRPG2gweTp2q6rcRzIP4JI8YQn8T+Veh3njT48/ErR/hL8c/hb8KLnxJc6Lbz2M0FouRDGgU5ZVOQMbuR6V5l488baLL/wTimt9W0+RZ7vxXJe6Q864aJlGyTGfZ5Bj1+lAHyJr/iBdV1QafaTZAkxIO2eePrxWkrxwfuJEGDjeM8V5Dp+t32kXp1JS0hM5dwTw3J+U/nXfW/ie21e3GoWrspbDFVOSCOTQB6P8ONQSXVv7NuLOWUhgMqpIA65wMZNfSP7PWh+D/F/iHUNE1vw2ba90zS5ru31TTo/LkRI13MJB0Ixnn1r5O8G61f2l9HqWnFxIECu6Ej2/rivoDR/idqNh4KuvD/hHTodIu9Uszb6tqsM7SXV3Aww8SFv9WG/ix6cUAbv2y/ufF13pPgzRJJI4ZC8p2h3wMdSenJHOQBXtnhA/CXxD8E/Enws+KGt28mt+IdPltprCwuPMijjKnIkkUldwAyNhPTrXz7r9xr3h/w7PN4YgnQaxbxI0oUswj4Lc/VME9eorN8GaRqejW6z6neN/aU95HGLVywxGflkLsAQDtJAHXI5x0IB+R/7S3wM1r4IfF7xH4FntHaPR9UlgeRQSAA3ytn0IZSPrXnNfoR/wV/+Gnh/wX8d9W1jxLcRWya/8ObHU7Rwm/fqMNwITHgfxPEY9390vntX570AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdN8HdT1nSfiXpNz4dtHnv5JzbWUMY+ZpZkaFAPfc4r9aPjb8D/FX7NNj4d+Ems6Tc2Vho3h+1h04yKdko2AswPQtuLbu4YEHkV+f3/BMLwNY+J/2lbDxRqMBeHwur6tJuwULQxyPCCuOT9oFuR/u+9ff8Px98b6Te3EGpCHWNIvLtpr/AEvVh58M7HGT83KvjOGB3An1oA57TvFQszBPbXZ8+Fg2x+px7mvsL4/fEBL39lzwbqng/UIrnTbt5zMYHD/vPLiLqw/hZWbBB/lXxX4tk0bxHd3XiLwdpZsUGXm00OW8hcDO09xknHsOa7L9nn4koBP8MPEGosdG1a7iliV5PltLj7nmgHgBkZgwGMlUPO0UAVPGWqST6UYdxBUcgnnpkgV4Z4huJl8Q3hkcMHOFXg57Yr6E8eaLDpd7PbRsHTzZQqsudrKxVl98EEfke9eMy+F7i/8AFQuZY1MTSI7j1IPzdORkA/nQBkeFvhto2sWreIvFeptp9jG2BGqb5pTjoq9ue9SaZBaW+oILa3Kx7vlY9Qvv74rqdT0VtQu13LsiRRuCrwOOB9elZUelmW+kWPACn5AT9P8AOKAPvT/giD+0Nc/Cz9qGy8Gtqcsmi+II2tLmwllLxRysQqyKp+6xztOOua5T/gsh8XfDviT4y6x8CfhzpNpa6T4e1GZJvskQVGn3ZkAA4ADHFeSfsH67P4U/aq8GXcA8vy9dtnkUdx5gJ/X/ADxmvO/2ifEWo+Lfiv4i8QyXpZ7vVbqVyzcuWlJ3e/rQB494g8N2r2LC3j2zIu/Kp3zWb4alNipRtQX5+ChONv1rrleS5lRFm2vHkFT/ABr61neNfCcUca+KdPt0UO+Zoo12qvQ8AdulAHR/DDVYpL77OqeeFnHmICVEnGdpIPf1r2vw1aalql1bfZIkjnurgLFDAPujPAHt0H4V4J8JYYodQmVZcOFRywHIySDx34/Pdj3P0B4Mub4fEbRNO8OXAtTc30ccUkvzi2jZvmZv7xVMufcUAfR3xz+Mfir4YeDYvhh4etYNmm+H7W3lvLO1Tzpr6RfMkBlA3BVDDIBGc18uWuv+IBratqGrNFM0ysC7Y2/4Cvpj9rT4h/BP4Z/CSCw0HSb+XxRp+o3FnaaXq8flyXBVgkmpTg8tG+1hEpwCuCQc4HxRB4g17XbwT6hAXeaXlwxO0nt16Z6UAQ/8Fh/h/rPx503wFrnhKP7Ze289zYPJGyqJlNqtyWOcc/usDJ5K4FfmO6PE5jkQqynDKwwQfSv17+Kui+LfCv7FJ/ac0XUdMnl+GPxT0HUr3TZb4JeXlpGZI5kgQ/6z/Xx7sH5VXPPOPy4/aTufAN5+0N46ufhVEqeGX8XaifD4SWRwbP7TJ5JDSEuQU2nLEnnmgDiqKKKACiiigAooooAKKKKACiiigAooooA+gP8Agm1cajH+0Q0NrezpC2g3RuYYpSFlHyABgOGwWBGe9fcniDTXs7KNruzWISAspFwWcD3XPH4ivnH/AIIV/Bzwv8Zv2o/F2j+L9UWytLD4Z3t2l08gVEcXtiDuJ7eWZeRyDg9jX2H458PeC4rmCy0Px8uteXA0U9y2m/ZgJY2aM7fnbKkoSMkZUqe9AHmWj6vc6VqI1jTUieaHPm28q/JOnRgfYika3tbS7k1XQFdLKYl1t2bLQEnlCepx2PfitHUPB2oWiC/jjPlyRlUkTt/nisq2e5s702pkGx3VXUgcgHr9cUAdrZ/ECxvfh2nhu9kjFzpk7zWE7j5pUk5eNj3ORkZrkU1drqVUhhAZ2AIAyTk+tU7azi/tKaCYblQndk8D0PvxXa/Bnwhp+ueLYDfgCBpAFDDGcHt27fl9KAJIfAOr6pY2q6ZpbEPHl5SCSzHqTVXWPhhdaLMlw8DNtB3nBH6Yr6ztPBmh2ttG1pAgVYwIzEvHbH6VzHxI8JadBopumZBnKuzAdApOPrwP8mgDhf2Afg/rXj79qLS5bG1klGkQveyYHAIGIwfTLsMeteIfEjwpqug+N9Z03V7R1ntL+eKRZQeCHI4H4V+gH7GGjeH/AAHF8MY9O+y2ms+N/EOpajeiWZUkuLGwikEatu+6nmxnHQE+4yfHP28vh58N/ibpqftl/BbU3bwr4j1VrHVIZRg2WoAy5UY/hfyJDnoCPegD4603ToGl+1SRozbtq8Dkd+nf61oXH9nx2U9hqkReOaMiFgMbT2J+lbNlpOjXS+SzbXLj05zVTx/oSaXoyNbu7tn5t3BHp/P9KAMz4ZeE4NJ1S6vHAkBwQN2d46AZzxXqtzqt58DdasPHusaYkl+qmbS7WTGCxGBIV/ugE9eDXlngfxhb6Tq0Goapbm4gWdWlhZiFkx2OOoOKteOfHmr/ABC8QTeIPEU5mnnxtI4VF6BVHYAdqALniAeM/if4tu/HOtanNffbZvOn1G6nLlm/2ievtXOSXx0y9+zwz/ufM6q/p24ps+n63Z20lhYXcgSc5liST5eDxhRznn2rV8E+CJ9UuIkniDozgFjJtUcZJLH8fyoA7D4eeOLi5ez8PlBPps14n26wnhEkVypIDI6sCGUjgg8HuCOK/PH9u74RWHwJ/aY8QfCzRrO2j0/TJz/ZkltGF822kd5Yy2OWZVcR7jyfLFfpd4s0v4U/Dbw3HoPgjWxrGvzgPfXFu4+z2Sj+BW/jYnqewHvX5sft/wCqXmp/tO6x9un8yWCwsY2bOettG/8A7NQB4vRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHsP7BfjTxF4J/al8M3XhvUJLaS/kmsLloyPmt5oXSVTkHgoSOx9COtfoj9nVLuSESEo8ec7ujYAz9SAPyr8tPgt40b4dfFrw741+3m1j0/V4JLmcQCUpBvAl+Ug7v3ZYdM88c4r9S9esdb8Mau0mq6eYZCQfKuYyNvHofpQA+01zUNFiaCBllidMPDIocEeuD0PuK5rxbcRXd4lxbW2weYMoHzj2yau3vjmPPk3OjWGWBG8IQx9+tZQvIL24/fxKxUZJycA57YNACWtrA2oL5z43OAQOQV54r1b4eW19Z/am8PabbXd0lov2RZ3dRE+eWO09O3I615tDZpJPC8UoKOCUXHKnJGD+Wa+pPh94Vg+Hn7Oo8UavosNzqOteU2lJGygshOC8qldxySiptPVsd6AMB/i34s03QlPii4sLZ4E3bLaUk8cdCBXnHiz41+IfFxk0/QFlld1yBkbnXplQeB3GeTVH9pCPW/B3jGTwPqkbQXkVukt/A33omkUMqEdiFIP41z/AITsNbi1TS08P61BDcSXA+0NJbxySLbnAZ41kIR2BIO08kA4B5wAdJD8SfE2qfFDTfFN3rd1Zp4d8MC2tFQ4Nsj71MYAzjORk9/xrn/h54v8QzfCzU/Bkl9J/ZkniGSeC3MnyfLvABU8EfMfzPrX1Vqv/BP747/DP9paLxPLpkfjfwz8QdA+z+HZNO0tVP26K0Mih0HyxKxwDnA3EY61498Yf2TPiZ+y5o+meH/iR4fltZZ9Qk/tO4nt2ijF1JLujtoCR++yjrkjhdv+0KAPNPDfw+1rx14qj8O+GbYteXAxFbjKlnx0GTg81veKfgP8W4IZ9M1zQZIJoIWa6hnYbo0HAbrzz2rndQ1DV9Pu1vdPupLaVZDzE+0qM+oOeP0xX0V+y3pXiL4w6Sq65bT6w0kckNyzKZJSw4UAdSOQaAPj3XvD0uiXBgRjgHhn4+px6/5zVjRrCW6gBBYy7PkjUd+n/wBevRP2gfBb+GviVqGgixjtltbkobdXJCEdVJIzuHcZripdJeLC+c0aDBIBzj6+tAFq10jRvDcTXN1M+oakcMtraKWjh5yfMYDnnsvpyRVPzfEOr3BSabai5IjHyqo9MdqhuL+SMGKNRvc4UsfUkcD8D2/Guo8C+DLgaU3iS7vLe1tGJHmzkszj1Vew9z1oAl+Hvw38UeLLv7BoFqtxeTsBDa7gGkPH3c45r4L/AOCjOg6r4U/a18R+FfEULQ6ppqW8Gp2z/egmEKnYT0JClTwSOfqK/SfwP4zTw9qdtfaTJHc3UEq/ZruOQxsh7HAHb2INflN+1T8VPE/xt/aL8Y/FPxlYyW2qaxrk0t5by7t0bg7MHcAc4UZzzQB5/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6afsm+P5fi7+zb4X1q/sGRtLtF0iVxHtTNsqxoVyzEjYEyTjLbuAMV+ZdfVP8AwS5+LEmj/Eu6+D2oX6xW+tobnThIBj7TGuWXpk5jBPUAbD3NAH1rrmgwJKtulospfGz+8TnsPy/Ksq+0BtJm8xm2MPvx/wB3PXiu78VX/h4bZ9OvSt7HmOaYJuQkd1wO9efalqqSO62read+MyDHNAGnoqLJLA0sg2+ZgFhjrwfpX65fDvxZ+z5+z/8AsOaL8bviN4b0jU77wzoJ/smWWJXmErYYJG2eCWA569K/HEXswj3rKQQ2SoNdr47+NfxB8X/D6y+Hut+KbiXRNNVTa2JwELdcnAyx+tAHIeOfiJ4q+K/xM1n4j+KrkzX+varLe3m0ZAd2ztHoqj5QOwAFaR1eWWK1mtEMdzbt8rocFcMGBHvwKxNNUWqBrNAsmOZCOR/hUxub8btQhGXRwr449uaAP36/4J4/GnQvHnwN8I+LvEV9b3E8FoYIrhnDNu24b3DEAZHXj6V8L/8ABcn9oyfXPjhZ/DrQpYXt9GikbdLGsoieYDOAwIB+UYP3lzlSDg181fsz/t4fEn9mjwppXgqDS7y5svEHimGHTFVCQJ8/MB74IzXO/tF+NvFXj34l6n4s8bK8d7e3LF45WwU56Hv3oA8+1ye7S5F1ePgSrvUqwIIPp7dPyr7/AP8AgkH4Q0u/+HOpePbibJs/ETpGm77uIosH88/lX5562ly9rErR5TOUdc4IPTGetfY//BKD40WvhnSfFfwzv7nZ9pEV5BuOMnBU/wCfegDyH/goFNLcftK+ItSaYyI2oOyKScAk5x7DOT+deIahfy3QEZLID02AcZzXpf7aXiA6n8d9VdJw6vPkgHuDXnehxaXqUptdUm8ojJDjt6cUAQaP4O1jVp/tiKwjL4aaVgFB78n+XvWt4jstetBaadeQSxQpYxxrHghdwUKcevIPPfFRJoupWGrWxsrsLHOQYbmOQ7SM8jj09+Peun1XxT8QJLNtF1G6eaCInySVD7lPIKnnnr0oAreC7/wd4Qvl1vxzN5OnaejXV/dyXSxpBGiscuW4C565I4Br8mvFHiC98V+JdQ8T6if9I1G9luZuc/M7Fj+pr72/bf8AiYvwp/Z71Dw8XjXVfFzNZQW80bMTbH/XPwRg4IAJ456HFfn3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVc8P6/rPhXXLTxJ4e1KazvrKdZrW5gfa8bqcgg1TooA/Urwh4s0/xj8OtG8dwy20ses6ZFcM9pOZIopmQGSMHGco+5DnnimaR4QutY1NotLs7i6kb53xEflA7kgkAcV8zf8EqPiJDrnxy0r9lzxjqv2TQPGOoHy9QY7v7PuEid9wUkDa4TaQOS23rX238ede1Twbqsnw18JaJJpeiWUm2GBIys12QcGWZ+rMfyHQCgDzvx1odv4fv2trPUHu7mFFW4l4C7ioJA9cHjPrWfAUu9FLDJaLAwp9P/AK39aNY1eS5/0eCDySRhjnLfWp9AubNW/s+dwUkJO4jjOP1oA3/h43wwHhzVdU8ea3dwTQ26iytbe33tcSlgNuf4QBkk1f0vUfCkF1CbfweGEigxw3d9JIs/v8mwc5PHUA9c1yD6VYSysssjeWh5SNc5P9K3rTxD4e8BpHNeaNJPIyAwwSPtUE92GDQB69o/jbw54i8O6Zql34StbK98D682raZYWjP5OF0y9QnDsxDmdrVic8+WK8a8R+MNT13UptT1W0+23M0pklkkLE5J55BGa734C+LdA1vxTqWreNYkNjc6dcq8Yk8tdxiCoCfQFhWzaaB4Tubp49T+GdpZ2TEhdWj1jAI9QeQfpgmgDyFNWmuIltb632AA+X8vI5wceg4rf+Enj3VPh94w/wCEj0vcNsLRyoDjepPT+tW/i7ovhXS9Ua38HX8c1tboqrtuPMJHqTtX17j0rlFuUtbYNCcM3AoAZ421+58ReM7vX75y6zzs5Ynpk5xWVdXMsRM8CBlzyCakurm5jjKqyMZOSH6EE/41LpmlrehlukRAVO1lAAB7Z9BQA7RdeubOZbuC6kidTlomUlZPz4PbrXqPgP40qbqHQvEfhWwisy+68uBAFcLg5b2x1rze1s7eAeXNOWjUgnYqt+pNcv8At0ftOeDvhL+zrZ/DbwjbRp4r1+OQG6UfvIrRsqzFh0OelAHyN+3n8ddO+P37SmveKfDOpG48P2UwsfD+FAUW0YxuXHVWfe4J5w1eN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2n+xt+1p4t+J+kT/AAw+Jnime91OwhEtje312zy3sQyCHLElpEGPmzkryRkMx+LKt6Hrmq+G9Xt9e0O+ktru1lElvPE2GRh0NAH6YtoD2+mt4i1RdxuJDHZQ5/1hGMsf9kfr+FVPsEVrD9tlURqxAiVT15GT/WvCfhd/wUT0vxNp1h4V+N1gmnG0tvIXW7C3Z0ZcsSzxoCwbkD5Qele03Xivwn8QLiyj+HmvwalpJdI4by2kDK5ONxOPukZ5U8jHOKANW+05ooYrq3kIM0Ifa38Qzjj8qpjT9Y8Vata2NsjTyjZGVZuRlhj6feFXPHsOtaf4km0NYtkNsI4omA4bCgZB75PP41ja/pureFdRVLu6mhkltleKUNjcjdM0AeleL/hvd/DTwVEk2q21ydSE0sX2W5WT5BJCik7ScEkPwcHCmuWhmnn0tZre8kBHyhVON3Tv2/SpprK48N+DbVZNTNyk8cEwfJKoWWQlee44z9ap6dbQXdlJKLoKWGAgB5+lAEit9rItrfcCo/etu4J9BUGoz+TIgVuEUED15p3nTWMTxwISw4A6ml0rw/q2uz/YN7H5SwUKOw6+1AFKW2nt71W+z+fEQG8vac4xnt7VuaNeCJv7R0y3VkB3PBKu5WB4K/T/ABq74MSy85tJ1lEMmMW8jjoc52n+noa6P4val8Kf2VPhVdfE/wCLO2KbU7bPh/RlmHmTvuByFHO3gjNAHG/tBfEP4EfA74ORfFfW/FS2+tXrtFpfgpIma4vZB950bOFhU43O3TIAySAfza+KPxQ8V/FvxXP4s8WXpklkJEMQ+5AmeEUdgK1fj/8AHbxV8f8Ax5L4v8RSGOBAY9NsFY+XaxZzgDpk9Se/HoK4egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArrPhT8Z/G3wf1b+0PDF+WgkJ+06fMxMM3GMkA8HpyMHiuTooA+r/Cn7fvhzV7aHT/ABxp15ZtCo23C/vlB78Absen1r2vx3+2J+xD8RvhVo2rw/GS40vxXpdg8Wo6TceGrx1vFj5Xy5RHtEjDgBiFz1ZRzX5y0UAfVelf8FKL19PuPh7qvgW3j8PTaqbiC9QlryFCqIqkngqAC2AMkmvYvBfxm+Cfi7wPpcng74g2V14h1GeaRtPkuRHcQRxsyiPySQxYhGkzj7rD61+eVFAH6Zy/FH4cfDGZZviv4v0nTZLkQssUt2rTRpKm9S0akumVweQOCPUVl6r/AMFI/wBj74Y3NwdD0/W/Et0iTRIumWipEZAMKxklZQUY8blDEDnB6V+cUkkkrb5ZGY4AyxzxTaAPrHxP/wAFQpb3V11nwf8AAy0sH37pYNQ1p7pGPGMbI4ivfjmvAfjj8fPiZ+0L4xfxp8S/EEl3PtEdtAGIitox0jjXooFcZRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
Which part of the human body is the organ located in the image?
Head
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"
Where are the abnormalities in this image?
Right Lobe
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"
What organ system is pictured?
Head
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"
What disease is/are shown on the right of brain?
Brain Edema
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Ez8SM+pxQSnG6DBKA+mcrXCftX3rzfBjRPG2gweTp2q6rcRzIP4JI8YQn8T+Veh3njT48/ErR/hL8c/hb8KLnxJc6Lbz2M0FouRDGgU5ZVOQMbuR6V5l488baLL/wTimt9W0+RZ7vxXJe6Q864aJlGyTGfZ5Bj1+lAHyJr/iBdV1QafaTZAkxIO2eePrxWkrxwfuJEGDjeM8V5Dp+t32kXp1JS0hM5dwTw3J+U/nXfW/ie21e3GoWrspbDFVOSCOTQB6P8ONQSXVv7NuLOWUhgMqpIA65wMZNfSP7PWh+D/F/iHUNE1vw2ba90zS5ru31TTo/LkRI13MJB0Ixnn1r5O8G61f2l9HqWnFxIECu6Ej2/rivoDR/idqNh4KuvD/hHTodIu9Uszb6tqsM7SXV3Aww8SFv9WG/ix6cUAbv2y/ufF13pPgzRJJI4ZC8p2h3wMdSenJHOQBXtnhA/CXxD8E/Enws+KGt28mt+IdPltprCwuPMijjKnIkkUldwAyNhPTrXz7r9xr3h/w7PN4YgnQaxbxI0oUswj4Lc/VME9eorN8GaRqejW6z6neN/aU95HGLVywxGflkLsAQDtJAHXI5x0IB+R/7S3wM1r4IfF7xH4FntHaPR9UlgeRQSAA3ytn0IZSPrXnNfoR/wV/+Gnh/wX8d9W1jxLcRWya/8ObHU7Rwm/fqMNwITHgfxPEY9390vntX570AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAdN8HdT1nSfiXpNz4dtHnv5JzbWUMY+ZpZkaFAPfc4r9aPjb8D/FX7NNj4d+Ems6Tc2Vho3h+1h04yKdko2AswPQtuLbu4YEHkV+f3/BMLwNY+J/2lbDxRqMBeHwur6tJuwULQxyPCCuOT9oFuR/u+9ff8Px98b6Te3EGpCHWNIvLtpr/AEvVh58M7HGT83KvjOGB3An1oA57TvFQszBPbXZ8+Fg2x+px7mvsL4/fEBL39lzwbqng/UIrnTbt5zMYHD/vPLiLqw/hZWbBB/lXxX4tk0bxHd3XiLwdpZsUGXm00OW8hcDO09xknHsOa7L9nn4koBP8MPEGosdG1a7iliV5PltLj7nmgHgBkZgwGMlUPO0UAVPGWqST6UYdxBUcgnnpkgV4Z4huJl8Q3hkcMHOFXg57Yr6E8eaLDpd7PbRsHTzZQqsudrKxVl98EEfke9eMy+F7i/8AFQuZY1MTSI7j1IPzdORkA/nQBkeFvhto2sWreIvFeptp9jG2BGqb5pTjoq9ue9SaZBaW+oILa3Kx7vlY9Qvv74rqdT0VtQu13LsiRRuCrwOOB9elZUelmW+kWPACn5AT9P8AOKAPvT/giD+0Nc/Cz9qGy8Gtqcsmi+II2tLmwllLxRysQqyKp+6xztOOua5T/gsh8XfDviT4y6x8CfhzpNpa6T4e1GZJvskQVGn3ZkAA4ADHFeSfsH67P4U/aq8GXcA8vy9dtnkUdx5gJ/X/ADxmvO/2ifEWo+Lfiv4i8QyXpZ7vVbqVyzcuWlJ3e/rQB494g8N2r2LC3j2zIu/Kp3zWb4alNipRtQX5+ChONv1rrleS5lRFm2vHkFT/ABr61neNfCcUca+KdPt0UO+Zoo12qvQ8AdulAHR/DDVYpL77OqeeFnHmICVEnGdpIPf1r2vw1aalql1bfZIkjnurgLFDAPujPAHt0H4V4J8JYYodQmVZcOFRywHIySDx34/Pdj3P0B4Mub4fEbRNO8OXAtTc30ccUkvzi2jZvmZv7xVMufcUAfR3xz+Mfir4YeDYvhh4etYNmm+H7W3lvLO1Tzpr6RfMkBlA3BVDDIBGc18uWuv+IBratqGrNFM0ysC7Y2/4Cvpj9rT4h/BP4Z/CSCw0HSb+XxRp+o3FnaaXq8flyXBVgkmpTg8tG+1hEpwCuCQc4HxRB4g17XbwT6hAXeaXlwxO0nt16Z6UAQ/8Fh/h/rPx503wFrnhKP7Ze289zYPJGyqJlNqtyWOcc/usDJ5K4FfmO6PE5jkQqynDKwwQfSv17+Kui+LfCv7FJ/ac0XUdMnl+GPxT0HUr3TZb4JeXlpGZI5kgQ/6z/Xx7sH5VXPPOPy4/aTufAN5+0N46ufhVEqeGX8XaifD4SWRwbP7TJ5JDSEuQU2nLEnnmgDiqKKKACiiigAooooAKKKKACiiigAooooA+gP8Agm1cajH+0Q0NrezpC2g3RuYYpSFlHyABgOGwWBGe9fcniDTXs7KNruzWISAspFwWcD3XPH4ivnH/AIIV/Bzwv8Zv2o/F2j+L9UWytLD4Z3t2l08gVEcXtiDuJ7eWZeRyDg9jX2H458PeC4rmCy0Px8uteXA0U9y2m/ZgJY2aM7fnbKkoSMkZUqe9AHmWj6vc6VqI1jTUieaHPm28q/JOnRgfYika3tbS7k1XQFdLKYl1t2bLQEnlCepx2PfitHUPB2oWiC/jjPlyRlUkTt/nisq2e5s702pkGx3VXUgcgHr9cUAdrZ/ECxvfh2nhu9kjFzpk7zWE7j5pUk5eNj3ORkZrkU1drqVUhhAZ2AIAyTk+tU7azi/tKaCYblQndk8D0PvxXa/Bnwhp+ueLYDfgCBpAFDDGcHt27fl9KAJIfAOr6pY2q6ZpbEPHl5SCSzHqTVXWPhhdaLMlw8DNtB3nBH6Yr6ztPBmh2ttG1pAgVYwIzEvHbH6VzHxI8JadBopumZBnKuzAdApOPrwP8mgDhf2Afg/rXj79qLS5bG1klGkQveyYHAIGIwfTLsMeteIfEjwpqug+N9Z03V7R1ntL+eKRZQeCHI4H4V+gH7GGjeH/AAHF8MY9O+y2ms+N/EOpajeiWZUkuLGwikEatu+6nmxnHQE+4yfHP28vh58N/ibpqftl/BbU3bwr4j1VrHVIZRg2WoAy5UY/hfyJDnoCPegD4603ToGl+1SRozbtq8Dkd+nf61oXH9nx2U9hqkReOaMiFgMbT2J+lbNlpOjXS+SzbXLj05zVTx/oSaXoyNbu7tn5t3BHp/P9KAMz4ZeE4NJ1S6vHAkBwQN2d46AZzxXqtzqt58DdasPHusaYkl+qmbS7WTGCxGBIV/ugE9eDXlngfxhb6Tq0Goapbm4gWdWlhZiFkx2OOoOKteOfHmr/ABC8QTeIPEU5mnnxtI4VF6BVHYAdqALniAeM/if4tu/HOtanNffbZvOn1G6nLlm/2ievtXOSXx0y9+zwz/ufM6q/p24ps+n63Z20lhYXcgSc5liST5eDxhRznn2rV8E+CJ9UuIkniDozgFjJtUcZJLH8fyoA7D4eeOLi5ez8PlBPps14n26wnhEkVypIDI6sCGUjgg8HuCOK/PH9u74RWHwJ/aY8QfCzRrO2j0/TJz/ZkltGF822kd5Yy2OWZVcR7jyfLFfpd4s0v4U/Dbw3HoPgjWxrGvzgPfXFu4+z2Sj+BW/jYnqewHvX5sft/wCqXmp/tO6x9un8yWCwsY2bOettG/8A7NQB4vRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHsP7BfjTxF4J/al8M3XhvUJLaS/kmsLloyPmt5oXSVTkHgoSOx9COtfoj9nVLuSESEo8ec7ujYAz9SAPyr8tPgt40b4dfFrw741+3m1j0/V4JLmcQCUpBvAl+Ug7v3ZYdM88c4r9S9esdb8Mau0mq6eYZCQfKuYyNvHofpQA+01zUNFiaCBllidMPDIocEeuD0PuK5rxbcRXd4lxbW2weYMoHzj2yau3vjmPPk3OjWGWBG8IQx9+tZQvIL24/fxKxUZJycA57YNACWtrA2oL5z43OAQOQV54r1b4eW19Z/am8PabbXd0lov2RZ3dRE+eWO09O3I615tDZpJPC8UoKOCUXHKnJGD+Wa+pPh94Vg+Hn7Oo8UavosNzqOteU2lJGygshOC8qldxySiptPVsd6AMB/i34s03QlPii4sLZ4E3bLaUk8cdCBXnHiz41+IfFxk0/QFlld1yBkbnXplQeB3GeTVH9pCPW/B3jGTwPqkbQXkVukt/A33omkUMqEdiFIP41z/AITsNbi1TS08P61BDcSXA+0NJbxySLbnAZ41kIR2BIO08kA4B5wAdJD8SfE2qfFDTfFN3rd1Zp4d8MC2tFQ4Nsj71MYAzjORk9/xrn/h54v8QzfCzU/Bkl9J/ZkniGSeC3MnyfLvABU8EfMfzPrX1Vqv/BP747/DP9paLxPLpkfjfwz8QdA+z+HZNO0tVP26K0Mih0HyxKxwDnA3EY61498Yf2TPiZ+y5o+meH/iR4fltZZ9Qk/tO4nt2ijF1JLujtoCR++yjrkjhdv+0KAPNPDfw+1rx14qj8O+GbYteXAxFbjKlnx0GTg81veKfgP8W4IZ9M1zQZIJoIWa6hnYbo0HAbrzz2rndQ1DV9Pu1vdPupLaVZDzE+0qM+oOeP0xX0V+y3pXiL4w6Sq65bT6w0kckNyzKZJSw4UAdSOQaAPj3XvD0uiXBgRjgHhn4+px6/5zVjRrCW6gBBYy7PkjUd+n/wBevRP2gfBb+GviVqGgixjtltbkobdXJCEdVJIzuHcZripdJeLC+c0aDBIBzj6+tAFq10jRvDcTXN1M+oakcMtraKWjh5yfMYDnnsvpyRVPzfEOr3BSabai5IjHyqo9MdqhuL+SMGKNRvc4UsfUkcD8D2/Guo8C+DLgaU3iS7vLe1tGJHmzkszj1Vew9z1oAl+Hvw38UeLLv7BoFqtxeTsBDa7gGkPH3c45r4L/AOCjOg6r4U/a18R+FfEULQ6ppqW8Gp2z/egmEKnYT0JClTwSOfqK/SfwP4zTw9qdtfaTJHc3UEq/ZruOQxsh7HAHb2INflN+1T8VPE/xt/aL8Y/FPxlYyW2qaxrk0t5by7t0bg7MHcAc4UZzzQB5/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX6afsm+P5fi7+zb4X1q/sGRtLtF0iVxHtTNsqxoVyzEjYEyTjLbuAMV+ZdfVP8AwS5+LEmj/Eu6+D2oX6xW+tobnThIBj7TGuWXpk5jBPUAbD3NAH1rrmgwJKtulospfGz+8TnsPy/Ksq+0BtJm8xm2MPvx/wB3PXiu78VX/h4bZ9OvSt7HmOaYJuQkd1wO9efalqqSO62read+MyDHNAGnoqLJLA0sg2+ZgFhjrwfpX65fDvxZ+z5+z/8AsOaL8bviN4b0jU77wzoJ/smWWJXmErYYJG2eCWA569K/HEXswj3rKQQ2SoNdr47+NfxB8X/D6y+Hut+KbiXRNNVTa2JwELdcnAyx+tAHIeOfiJ4q+K/xM1n4j+KrkzX+varLe3m0ZAd2ztHoqj5QOwAFaR1eWWK1mtEMdzbt8rocFcMGBHvwKxNNUWqBrNAsmOZCOR/hUxub8btQhGXRwr449uaAP36/4J4/GnQvHnwN8I+LvEV9b3E8FoYIrhnDNu24b3DEAZHXj6V8L/8ABcn9oyfXPjhZ/DrQpYXt9GikbdLGsoieYDOAwIB+UYP3lzlSDg181fsz/t4fEn9mjwppXgqDS7y5svEHimGHTFVCQJ8/MB74IzXO/tF+NvFXj34l6n4s8bK8d7e3LF45WwU56Hv3oA8+1ye7S5F1ePgSrvUqwIIPp7dPyr7/AP8AgkH4Q0u/+HOpePbibJs/ETpGm77uIosH88/lX5562ly9rErR5TOUdc4IPTGetfY//BKD40WvhnSfFfwzv7nZ9pEV5BuOMnBU/wCfegDyH/goFNLcftK+ItSaYyI2oOyKScAk5x7DOT+deIahfy3QEZLID02AcZzXpf7aXiA6n8d9VdJw6vPkgHuDXnehxaXqUptdUm8ojJDjt6cUAQaP4O1jVp/tiKwjL4aaVgFB78n+XvWt4jstetBaadeQSxQpYxxrHghdwUKcevIPPfFRJoupWGrWxsrsLHOQYbmOQ7SM8jj09+Peun1XxT8QJLNtF1G6eaCInySVD7lPIKnnnr0oAreC7/wd4Qvl1vxzN5OnaejXV/dyXSxpBGiscuW4C565I4Br8mvFHiC98V+JdQ8T6if9I1G9luZuc/M7Fj+pr72/bf8AiYvwp/Z71Dw8XjXVfFzNZQW80bMTbH/XPwRg4IAJ456HFfn3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVc8P6/rPhXXLTxJ4e1KazvrKdZrW5gfa8bqcgg1TooA/Urwh4s0/xj8OtG8dwy20ses6ZFcM9pOZIopmQGSMHGco+5DnnimaR4QutY1NotLs7i6kb53xEflA7kgkAcV8zf8EqPiJDrnxy0r9lzxjqv2TQPGOoHy9QY7v7PuEid9wUkDa4TaQOS23rX238ede1Twbqsnw18JaJJpeiWUm2GBIys12QcGWZ+rMfyHQCgDzvx1odv4fv2trPUHu7mFFW4l4C7ioJA9cHjPrWfAUu9FLDJaLAwp9P/AK39aNY1eS5/0eCDySRhjnLfWp9AubNW/s+dwUkJO4jjOP1oA3/h43wwHhzVdU8ea3dwTQ26iytbe33tcSlgNuf4QBkk1f0vUfCkF1CbfweGEigxw3d9JIs/v8mwc5PHUA9c1yD6VYSysssjeWh5SNc5P9K3rTxD4e8BpHNeaNJPIyAwwSPtUE92GDQB69o/jbw54i8O6Zql34StbK98D682raZYWjP5OF0y9QnDsxDmdrVic8+WK8a8R+MNT13UptT1W0+23M0pklkkLE5J55BGa734C+LdA1vxTqWreNYkNjc6dcq8Yk8tdxiCoCfQFhWzaaB4Tubp49T+GdpZ2TEhdWj1jAI9QeQfpgmgDyFNWmuIltb632AA+X8vI5wceg4rf+Enj3VPh94w/wCEj0vcNsLRyoDjepPT+tW/i7ovhXS9Ua38HX8c1tboqrtuPMJHqTtX17j0rlFuUtbYNCcM3AoAZ421+58ReM7vX75y6zzs5Ynpk5xWVdXMsRM8CBlzyCakurm5jjKqyMZOSH6EE/41LpmlrehlukRAVO1lAAB7Z9BQA7RdeubOZbuC6kidTlomUlZPz4PbrXqPgP40qbqHQvEfhWwisy+68uBAFcLg5b2x1rze1s7eAeXNOWjUgnYqt+pNcv8At0ftOeDvhL+zrZ/DbwjbRp4r1+OQG6UfvIrRsqzFh0OelAHyN+3n8ddO+P37SmveKfDOpG48P2UwsfD+FAUW0YxuXHVWfe4J5w1eN0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2n+xt+1p4t+J+kT/AAw+Jnime91OwhEtje312zy3sQyCHLElpEGPmzkryRkMx+LKt6Hrmq+G9Xt9e0O+ktru1lElvPE2GRh0NAH6YtoD2+mt4i1RdxuJDHZQ5/1hGMsf9kfr+FVPsEVrD9tlURqxAiVT15GT/WvCfhd/wUT0vxNp1h4V+N1gmnG0tvIXW7C3Z0ZcsSzxoCwbkD5Qele03Xivwn8QLiyj+HmvwalpJdI4by2kDK5ONxOPukZ5U8jHOKANW+05ooYrq3kIM0Ifa38Qzjj8qpjT9Y8Vata2NsjTyjZGVZuRlhj6feFXPHsOtaf4km0NYtkNsI4omA4bCgZB75PP41ja/pureFdRVLu6mhkltleKUNjcjdM0AeleL/hvd/DTwVEk2q21ydSE0sX2W5WT5BJCik7ScEkPwcHCmuWhmnn0tZre8kBHyhVON3Tv2/SpprK48N+DbVZNTNyk8cEwfJKoWWQlee44z9ap6dbQXdlJKLoKWGAgB5+lAEit9rItrfcCo/etu4J9BUGoz+TIgVuEUED15p3nTWMTxwISw4A6ml0rw/q2uz/YN7H5SwUKOw6+1AFKW2nt71W+z+fEQG8vac4xnt7VuaNeCJv7R0y3VkB3PBKu5WB4K/T/ABq74MSy85tJ1lEMmMW8jjoc52n+noa6P4val8Kf2VPhVdfE/wCLO2KbU7bPh/RlmHmTvuByFHO3gjNAHG/tBfEP4EfA74ORfFfW/FS2+tXrtFpfgpIma4vZB950bOFhU43O3TIAySAfza+KPxQ8V/FvxXP4s8WXpklkJEMQ+5AmeEUdgK1fj/8AHbxV8f8Ax5L4v8RSGOBAY9NsFY+XaxZzgDpk9Se/HoK4egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArrPhT8Z/G3wf1b+0PDF+WgkJ+06fMxMM3GMkA8HpyMHiuTooA+r/Cn7fvhzV7aHT/ABxp15ZtCo23C/vlB78Absen1r2vx3+2J+xD8RvhVo2rw/GS40vxXpdg8Wo6TceGrx1vFj5Xy5RHtEjDgBiFz1ZRzX5y0UAfVelf8FKL19PuPh7qvgW3j8PTaqbiC9QlryFCqIqkngqAC2AMkmvYvBfxm+Cfi7wPpcng74g2V14h1GeaRtPkuRHcQRxsyiPySQxYhGkzj7rD61+eVFAH6Zy/FH4cfDGZZviv4v0nTZLkQssUt2rTRpKm9S0akumVweQOCPUVl6r/AMFI/wBj74Y3NwdD0/W/Et0iTRIumWipEZAMKxklZQUY8blDEDnB6V+cUkkkrb5ZGY4AyxzxTaAPrHxP/wAFQpb3V11nwf8AAy0sH37pYNQ1p7pGPGMbI4ivfjmvAfjj8fPiZ+0L4xfxp8S/EEl3PtEdtAGIitox0jjXooFcZRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
How to prevent the occurrence of the disease on the right lobe of brain in this image?
Treat brain diseases promptly, keep healthy
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"
Is this an MRI scan?
Yes
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"
Which kind of weighting is this image generated with, t1 or t2?
T2
"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"
Is this a transverse plane?
Yes
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"
Which part of the body does this image belong to?
Head
"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"
Where is the brain edema?
Left Lobe
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"
What organ system is pictured?
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 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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q5Mk07DO4jOF2cD2oA7j4/wDgG2PiafXtGCzWDyZiSNiXt/8ApkQewxgH0qP4dfCXTPEFk+s6T4kgkuIYdzWF8yxyvzjaoDMG7+lWp/C2v6zo5udH1+Ke6skxLEjhvPi6YI74z/nFSfDnQte0ewvNQaxLTRtI0kUkeCVZeoVs5A64/GgDnfiqNNh0aS3iKwyx/LNAkwcbh6Y6fTnH414xpEoW++0KdgjBOSeSfTFd98S7W8sleW5GzcSVCLgYx6fWvPILC41NimAolYgSDOBjnj1oAuaYJ9QkMrDBZ9v4YwPx4H1Nfef7GPx68OfDX9iH4q+Brdl/trXZ7P7HHjEhVD8zD6DJ+tfDNpbmxnK244VjjP6HrXa+F/Et5ZaRFbQyhJlmDGWRuSN33W9RigD9X/2dv2nPDXxq8BWOja68EOr2lsLecSyqCQFyD69AR+XvXyj+1j4XTR/iRqOuaPLstLqdpY4o2JCnJJXjgdua8Z8CfE3xD4Uv217T75o1NzHOoTghWAGD6/ewfp9K7PUviTP4s0+4TVLlG8x1kII4U8DI57jrQB514q18N4avtJ+04kimiG126ZywJ/ELX0F+y/MI/CDpcSq7m5LIVU7eQD368k/lXgutaXp95LmHSVuGndGm3SYA+cdR3wK91+CGriy8L2sUUUcZZTKVlIBwe2KAPRfF8OkT2jzoqFo8BiOT16V8+fFvxBp+nzSCcKBGxG0YOfbH517f438VWNh4f+13EyB2jJ2g/wCfzr5H+NnidNUvp3W6UJI2MZ9eaAPPPFWsQX3iGSS0hUbiQox78fzq1p507RbWN2INzvy2DnA64P8AntWKIL27vRLYnoTls8EACtC10iaN2kYmVt+0KeT9KAPnT/goBa3eifFWfxb9kZYvFGhRbfMHAdGVHx7/ACg/R/avmuvsX9vXw3cap8ENN8X3UTGTT9cWAtjO1ZUcgcdvkP6V8dUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaPg/SG1/xZpmhquftd/DDjGeGcA/zr9b/Fsen+HPBfhD4c65aXmnS6JoCxRyNp8iAq7ZG4OAAR0zmvyq+BWoXWlfGrwlqFkYBLH4ksjGblA0YPnoMsDxgdea/Ub4wftR+Pviv4sWx+MetR6zayRr5iy2cStEMnhGVQQBgcUAVYfDUKSi+0HXrd3YbfJZzH5i45O77o/E+9R+EvHWtaCH8OXGpGW0lA8iYjoSOoI6HsaztK1zwgssmjX+oXMNpgraXACkRDscEYf6Er9RXQXY8K+Abp7bxIk9+DAJLRreAL5xwMNxkKBnOVZhQBzHxk8MeMLKBLfXTOLeWJZbP7SWBdHDMpQN6hH6ddp9K898OaJFJ5yrGGaNBt3DpnOT+le1eKPjbcfFn4bSeGtQijSbSSv2MXD7pRACyhVYgbQC7HYOm4n1rx2zk2b5gzElQFyMCgCm80doZYi3zebtP51reGbabVL+GziwxlmjiCDnlmAH15NZljpN3reoiO3jJMj84HGa+iP2Wv2Xr/xd4ot7/wARWz21lEGnlnclAixgMW3ZGMYH40AcvN8OfE2n6TqP2O+Ml3ZRwyi0l5jkhlhDphf4TkEZHda5HS/GmsWdtdWk1oy3MFuX8rkg8A4I+hB969u/aOvNA0jVF134davbSf8AEvhsVsklDNsiJwWOcnjv7mvC7m5a9vre8N6beVAIy0Z4kiycxnI5xkj6GgDotOeW6vzd3yzXDC1LCTIwpGCCo/rXo/w/8evp0FtDdW+FRN+W6sM9OMVx/iC90XwzZNPZhxDLZBIwRkfdAxmsPTvFavhy5ULHtQEYOCaAPVfir8WBq9j9is4lRQp+6P514Z4hltNYlInu8FRu4UEH8au+I/EyT/N5jBUPI9e3Nc1c38kioiYWLy+SB945/wD10APvNQSztBBY7vlzvb14qz4O0a/v1ScXDSs5yIl5PP1rHvruzWIIZQ5B5CjJNW/DWr6xaRC3sYT90DcRg96AI/2wPCurSfsr+Jr3UNN2RrLaKpKEjcLhWByARxj264r865kWOZ40bIViAfUV+kHxWmutU+A/jDwXd3JP9o6O5lJOQrIfMU/UOqnPXAx3Nfm7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBY0i6gsdWtb26RmihuEeRUOGKhgSB74r9Wbr9nzxL4k0cfECPUdJTT7i0iuYWfVI/NKOgYYjGWP3uuMcZFfk9X6wfD/AEPxfonwm8HadoWvLd21j4W0yGKW0uB5S7LSIMo5wTkHOOSc5oA8517TrzRZ2trja0ZyuWOCOe3pWnL8RpbjRF8Oar/pVvCT9kErjdD64Pp14rrNbuLLXNNez1zwy4uY2AF7G+cDqSwxg81574u0bS3uBPo6tCrMVdn6Hk84Az6UASWzFSHtyuCR909f8eveui+D/wAHPiT8dPHNn8OPhf4dn1DUrndtjjj3eWg5Z24wqjqSeM474rF06wS2tirTxyD+F4847+oBr9Lf+CFFj4f8MaD48m1DTEj1DWLOG0sdZWP99BH0k2t24JPHoKAPPvgF/wAEhJ18IxfE3x/rtxBp0aXEl67oURI4ly78jPIU/hXzf+0f+0rBfarqPw8+Dd/cad4Vt5FtoHhJje7RepOMEKzDO32r9Iv+C0P/AAUW8OfBv4EWX7LXwVh+z6p4n09otTvEUA2tkpjEm092k+ZOOgY89K/F7Vp7vWbmO30+Ali5KqoJ24xjPr3oA3Ly5kh0+KVZHxnh93PXg/Ss601i5s9QEkkySDzAGDdDg5wfrW1df8IvpfwU8VyXcV1eeI7TT4ptI+zTJ5ERjmR5d5wd26MOoxwDjrVDxXptjZ3MosXVJF++hUAscHn8xQB7p8F/D3g746+HL3wVBqq2mpJbGXT45jkNIo5TJ42nHqCM+1eSazpWoeGNVuvD+qQPFNbTMhDY4wSMZ71hfD7xbq3h3XrfUtJuTFLBJvRlPp2PtXonjbxND4+lOvXNkonkxvK464oA4a+llWN2RmYbSSB29qxZrm4uJVs0TaEIAZmyMEfp6fhW/qSfZYjGTgbcjtzXM3N2kdwZCp3AHmgDY0nSrW3H2mdlcEnBJGB+ua2rfWNOWILLYR5Qj51ZlIGM9VIriorrUJpMQKcnICqnB75+tX4vt52xXKMkeBk4PegDjf2qfi1q3gH4VXt9oltH5muXn9mqJ3Z/JiaN2dxkkk4QDk/x+1fFNfT37etwlp4H8LabGxAutQupsevloi5/8ifrXzDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9w/sf/ABJ1Tx98BbHR7S82Xvhp/wCz5IVHBj+9EwHbK5HqSjHvXw9XsX7Ef7R8X7Nvxki13V/Del6ppGrxCw1SHVYdyQI7DbcKeoMZ+b0IyMdMAH1vfr45VxJNZkrjhwvT3FVrhtVbD3jnPOA34/8A1q7zxF4i1zX5xcxTCS3mUNF5Cr5bKQNpG0cryKwtV0u3jsGN9saYA/uozgD0OfwNAGZpk6vEoaTJLAtt6Gvp/wCAP7bF1+zt8NZ9E0LS1kuCu/zCBuZuw+lfJ+lTmORkLcEkDJ9K321KKeziD/d8slgx64P/ANagCx8bfir43+PPjm8+JPxC1l7i+uflXLcRoOFRR2AriY7KKacxi5dInAGQ3HSu+i+Gv9tfDuXxglk/lxXfkzyLGxEZIBB3YwByOp57Vz914Uih0+OOVnCH+ILwe2aAN3SPh5pGo/C/xANP122jmj0iSQwyTYklCsGcLkfN+7VzWd438OaFqEUk81y8F7ENuQuNxHGD681H4P0qSw1CeymuCYDayEOT/DtO79M1Jr8mltfSz3UpO9twBwOepoA5vRNMXcLV3YSIMbgevSuo0zUJNNt/LaXJHA/lXOrEkeoLPZybR3UE1olpYj5iMNoTO4jr/wDWoAsXl1a3VwYryXKucg8AGuY1V7OOZ9vMecAhskVa1OdihuNwO4cH3zVWx0G61qNntkLBB82fWgDoNE0kwxqbaL5GAbOOenU1sR6TcXcUm+E/KD9xc8VyVhN4u0JWjjVpFUYQAcj8an1rx0fC3hW88Ra08kFpZWzy3U5DHaMdAFBJ5PoaAPmf9vTxRd3PxNsvh86RiDw/ZZTYfm8ycIzhvTAVBjtXhda3j3xXP468cax40uIWjfVdTnuzE0m8x+ZIzBN2BnAOM4HSsmgAooooAKKKKACiiigAooooAKKKKACiiigAooooA+uf2IP2grjxP4Yh+Amu+IZItQtSx0V7iQbZ4fveSvT5k5IBz8pOOFwPadU0vVdJ3m5mkkVQfMd14XPU1+cmm6lqGjajBq2k3klvdW0qy29xC5V43U5DAjoQRX2t8Dv2qF+PXh8eEdUuEtvEMdkTeWwUKt3tGDInbnqVHTnjFAHT2Ub3upxvE2U8wktitLVlns7y4sJVw0aYQ9sVt/D3w/Zah4cultyDNZWzSy56/KwyfwBNYWuXltf6p+6bOIVVjuJGR1x+QoA7zVb7U73wD4W0bTrw28C209yqxnh5dxDE+pwAPwql4U1/xDJqZ13UJop7SwUSXS3NnHImzjI2uCOaf4S8O+LvGfw6WXwXot1f3mhzyq8FtAZWWGTLZCKCThi+TjABHTHPLyeNvEFtYTeHNfgkgiyRNbRr5e4j++MEk5z1oA7o6Fpfji31PxN4bNpZRWWkTyXkCSkbsqVBUHoSWxgVxFw9hf3jSyRAxtMykleRyf8AH9KvaTqut6tpl1daXpCWtnFp5a9ESH/VqwYkn/gP61yVhJd2epsLhiF8zdjdke9AGnFYwnWfJtpVEYzjFR6ldmW4a2R/lAADHtipZHi06ZrjG55Fbbjt0x+maykme5uFjVjkcue1AEOqWl4kYuNpdM8j255FR6FfXsd0f7PlIzy3bn+ldDNpsmqQqbMHai4YAZrEtdPnj1d7S3X5sZYjoDQBsf21qwXN2IQM53tjgdSc18i/tX/HK7+JPjOXwxoWoyf2FpTeUiRvhLqZSd8xA64JKr1GFBGNxr1b9qn436T8PvDk/wAPfDOtLN4hvkC3n2ck/YISOcsD8sjcYXkhckgZXPydQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABT7a5uLO4ju7Sd4pYnDxSxsQyMDkEEdCD3plFAH1R+yh+3To3hrV5NF+Os8yW0+mXEA1u3gaQsxjcqJkQEncwjTcoPXLcAmvTNM1qw12c6n4cvIL+0kzsurKdZIyw6gOpINfBddB4C+KXjr4aXv23wfr81qGdWmgBzHNg5wy9xQB926d4x1nw9byWkN/c2sd3H5bmCQqHAIbBx1wTmqSpfa3qcqrqCj5C/nTPyT16nvXh1j+3+NU8JyaB46+E9rPd+crwahpN75CoAMEGJkbOeudwrKi/bafT+NP8AByf4pb/GPTI2HPHuKAPonUvHlt8N/BWrav4i8SNa2D2qQ3LszHejTxK42jljtJ4AzzTZr+HVYk1LSJ0uYrqNJraWNwVdGAKsCOoINfGHxV+OPjf4tzxL4guUitLcuLeztV2IqsVJDY++cqvJ9K0vgv+0V4q+Esn2B1bUNLb/lzlkP7nkkmM/w5zyOhoA+ur231SJljkBLOvUHIUelXHtIoLOO1tgu99plkZuleDal+3zbLZGLSPh67z7MpLdXYCq3b5VBJH4ivLvH37S/xV+IFtLp17q6WVpMrJJb6fH5e9D/CzdSMcHBGQTnOaAPrHxN+0H8Kfhn4WNxqHjm2uGuTtS101xO8mAc428D05IHIrwf4kfttarqlrcaV8MtCfS1mBU6lduGuMHuAPlQ492x614NRQA+4uJ7ud7q6neWWVy8kkjFmdickknkknvTKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
Is this an MRI image with T2 weighted?
Yes
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"
In what plane is this image scanned?
Transverse Plane
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"
Which part do the organs in this image locate from the aspect of the whole body?
Head
"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"
Where are the abnormalities in this image?
Left Lobe
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q5Mk07DO4jOF2cD2oA7j4/wDgG2PiafXtGCzWDyZiSNiXt/8ApkQewxgH0qP4dfCXTPEFk+s6T4kgkuIYdzWF8yxyvzjaoDMG7+lWp/C2v6zo5udH1+Ke6skxLEjhvPi6YI74z/nFSfDnQte0ewvNQaxLTRtI0kUkeCVZeoVs5A64/GgDnfiqNNh0aS3iKwyx/LNAkwcbh6Y6fTnH414xpEoW++0KdgjBOSeSfTFd98S7W8sleW5GzcSVCLgYx6fWvPILC41NimAolYgSDOBjnj1oAuaYJ9QkMrDBZ9v4YwPx4H1Nfef7GPx68OfDX9iH4q+Brdl/trXZ7P7HHjEhVD8zD6DJ+tfDNpbmxnK244VjjP6HrXa+F/Et5ZaRFbQyhJlmDGWRuSN33W9RigD9X/2dv2nPDXxq8BWOja68EOr2lsLecSyqCQFyD69AR+XvXyj+1j4XTR/iRqOuaPLstLqdpY4o2JCnJJXjgdua8Z8CfE3xD4Uv217T75o1NzHOoTghWAGD6/ewfp9K7PUviTP4s0+4TVLlG8x1kII4U8DI57jrQB514q18N4avtJ+04kimiG126ZywJ/ELX0F+y/MI/CDpcSq7m5LIVU7eQD368k/lXgutaXp95LmHSVuGndGm3SYA+cdR3wK91+CGriy8L2sUUUcZZTKVlIBwe2KAPRfF8OkT2jzoqFo8BiOT16V8+fFvxBp+nzSCcKBGxG0YOfbH517f438VWNh4f+13EyB2jJ2g/wCfzr5H+NnidNUvp3W6UJI2MZ9eaAPPPFWsQX3iGSS0hUbiQox78fzq1p507RbWN2INzvy2DnA64P8AntWKIL27vRLYnoTls8EACtC10iaN2kYmVt+0KeT9KAPnT/goBa3eifFWfxb9kZYvFGhRbfMHAdGVHx7/ACg/R/avmuvsX9vXw3cap8ENN8X3UTGTT9cWAtjO1ZUcgcdvkP6V8dUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaPg/SG1/xZpmhquftd/DDjGeGcA/zr9b/Fsen+HPBfhD4c65aXmnS6JoCxRyNp8iAq7ZG4OAAR0zmvyq+BWoXWlfGrwlqFkYBLH4ksjGblA0YPnoMsDxgdea/Ub4wftR+Pviv4sWx+MetR6zayRr5iy2cStEMnhGVQQBgcUAVYfDUKSi+0HXrd3YbfJZzH5i45O77o/E+9R+EvHWtaCH8OXGpGW0lA8iYjoSOoI6HsaztK1zwgssmjX+oXMNpgraXACkRDscEYf6Er9RXQXY8K+Abp7bxIk9+DAJLRreAL5xwMNxkKBnOVZhQBzHxk8MeMLKBLfXTOLeWJZbP7SWBdHDMpQN6hH6ddp9K898OaJFJ5yrGGaNBt3DpnOT+le1eKPjbcfFn4bSeGtQijSbSSv2MXD7pRACyhVYgbQC7HYOm4n1rx2zk2b5gzElQFyMCgCm80doZYi3zebtP51reGbabVL+GziwxlmjiCDnlmAH15NZljpN3reoiO3jJMj84HGa+iP2Wv2Xr/xd4ot7/wARWz21lEGnlnclAixgMW3ZGMYH40AcvN8OfE2n6TqP2O+Ml3ZRwyi0l5jkhlhDphf4TkEZHda5HS/GmsWdtdWk1oy3MFuX8rkg8A4I+hB969u/aOvNA0jVF134davbSf8AEvhsVsklDNsiJwWOcnjv7mvC7m5a9vre8N6beVAIy0Z4kiycxnI5xkj6GgDotOeW6vzd3yzXDC1LCTIwpGCCo/rXo/w/8evp0FtDdW+FRN+W6sM9OMVx/iC90XwzZNPZhxDLZBIwRkfdAxmsPTvFavhy5ULHtQEYOCaAPVfir8WBq9j9is4lRQp+6P514Z4hltNYlInu8FRu4UEH8au+I/EyT/N5jBUPI9e3Nc1c38kioiYWLy+SB945/wD10APvNQSztBBY7vlzvb14qz4O0a/v1ScXDSs5yIl5PP1rHvruzWIIZQ5B5CjJNW/DWr6xaRC3sYT90DcRg96AI/2wPCurSfsr+Jr3UNN2RrLaKpKEjcLhWByARxj264r865kWOZ40bIViAfUV+kHxWmutU+A/jDwXd3JP9o6O5lJOQrIfMU/UOqnPXAx3Nfm7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBY0i6gsdWtb26RmihuEeRUOGKhgSB74r9Wbr9nzxL4k0cfECPUdJTT7i0iuYWfVI/NKOgYYjGWP3uuMcZFfk9X6wfD/AEPxfonwm8HadoWvLd21j4W0yGKW0uB5S7LSIMo5wTkHOOSc5oA8517TrzRZ2trja0ZyuWOCOe3pWnL8RpbjRF8Oar/pVvCT9kErjdD64Pp14rrNbuLLXNNez1zwy4uY2AF7G+cDqSwxg81574u0bS3uBPo6tCrMVdn6Hk84Az6UASWzFSHtyuCR909f8eveui+D/wAHPiT8dPHNn8OPhf4dn1DUrndtjjj3eWg5Z24wqjqSeM474rF06wS2tirTxyD+F4847+oBr9Lf+CFFj4f8MaD48m1DTEj1DWLOG0sdZWP99BH0k2t24JPHoKAPPvgF/wAEhJ18IxfE3x/rtxBp0aXEl67oURI4ly78jPIU/hXzf+0f+0rBfarqPw8+Dd/cad4Vt5FtoHhJje7RepOMEKzDO32r9Iv+C0P/AAUW8OfBv4EWX7LXwVh+z6p4n09otTvEUA2tkpjEm092k+ZOOgY89K/F7Vp7vWbmO30+Ali5KqoJ24xjPr3oA3Ly5kh0+KVZHxnh93PXg/Ss601i5s9QEkkySDzAGDdDg5wfrW1df8IvpfwU8VyXcV1eeI7TT4ptI+zTJ5ERjmR5d5wd26MOoxwDjrVDxXptjZ3MosXVJF++hUAscHn8xQB7p8F/D3g746+HL3wVBqq2mpJbGXT45jkNIo5TJ42nHqCM+1eSazpWoeGNVuvD+qQPFNbTMhDY4wSMZ71hfD7xbq3h3XrfUtJuTFLBJvRlPp2PtXonjbxND4+lOvXNkonkxvK464oA4a+llWN2RmYbSSB29qxZrm4uJVs0TaEIAZmyMEfp6fhW/qSfZYjGTgbcjtzXM3N2kdwZCp3AHmgDY0nSrW3H2mdlcEnBJGB+ua2rfWNOWILLYR5Qj51ZlIGM9VIriorrUJpMQKcnICqnB75+tX4vt52xXKMkeBk4PegDjf2qfi1q3gH4VXt9oltH5muXn9mqJ3Z/JiaN2dxkkk4QDk/x+1fFNfT37etwlp4H8LabGxAutQupsevloi5/8ifrXzDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9w/sf/ABJ1Tx98BbHR7S82Xvhp/wCz5IVHBj+9EwHbK5HqSjHvXw9XsX7Ef7R8X7Nvxki13V/Del6ppGrxCw1SHVYdyQI7DbcKeoMZ+b0IyMdMAH1vfr45VxJNZkrjhwvT3FVrhtVbD3jnPOA34/8A1q7zxF4i1zX5xcxTCS3mUNF5Cr5bKQNpG0cryKwtV0u3jsGN9saYA/uozgD0OfwNAGZpk6vEoaTJLAtt6Gvp/wCAP7bF1+zt8NZ9E0LS1kuCu/zCBuZuw+lfJ+lTmORkLcEkDJ9K321KKeziD/d8slgx64P/ANagCx8bfir43+PPjm8+JPxC1l7i+uflXLcRoOFRR2AriY7KKacxi5dInAGQ3HSu+i+Gv9tfDuXxglk/lxXfkzyLGxEZIBB3YwByOp57Vz914Uih0+OOVnCH+ILwe2aAN3SPh5pGo/C/xANP122jmj0iSQwyTYklCsGcLkfN+7VzWd438OaFqEUk81y8F7ENuQuNxHGD681H4P0qSw1CeymuCYDayEOT/DtO79M1Jr8mltfSz3UpO9twBwOepoA5vRNMXcLV3YSIMbgevSuo0zUJNNt/LaXJHA/lXOrEkeoLPZybR3UE1olpYj5iMNoTO4jr/wDWoAsXl1a3VwYryXKucg8AGuY1V7OOZ9vMecAhskVa1OdihuNwO4cH3zVWx0G61qNntkLBB82fWgDoNE0kwxqbaL5GAbOOenU1sR6TcXcUm+E/KD9xc8VyVhN4u0JWjjVpFUYQAcj8an1rx0fC3hW88Ra08kFpZWzy3U5DHaMdAFBJ5PoaAPmf9vTxRd3PxNsvh86RiDw/ZZTYfm8ycIzhvTAVBjtXhda3j3xXP468cax40uIWjfVdTnuzE0m8x+ZIzBN2BnAOM4HSsmgAooooAKKKKACiiigAooooAKKKKACiiigAooooA+uf2IP2grjxP4Yh+Amu+IZItQtSx0V7iQbZ4fveSvT5k5IBz8pOOFwPadU0vVdJ3m5mkkVQfMd14XPU1+cmm6lqGjajBq2k3klvdW0qy29xC5V43U5DAjoQRX2t8Dv2qF+PXh8eEdUuEtvEMdkTeWwUKt3tGDInbnqVHTnjFAHT2Ub3upxvE2U8wktitLVlns7y4sJVw0aYQ9sVt/D3w/Zah4cultyDNZWzSy56/KwyfwBNYWuXltf6p+6bOIVVjuJGR1x+QoA7zVb7U73wD4W0bTrw28C209yqxnh5dxDE+pwAPwql4U1/xDJqZ13UJop7SwUSXS3NnHImzjI2uCOaf4S8O+LvGfw6WXwXot1f3mhzyq8FtAZWWGTLZCKCThi+TjABHTHPLyeNvEFtYTeHNfgkgiyRNbRr5e4j++MEk5z1oA7o6Fpfji31PxN4bNpZRWWkTyXkCSkbsqVBUHoSWxgVxFw9hf3jSyRAxtMykleRyf8AH9KvaTqut6tpl1daXpCWtnFp5a9ESH/VqwYkn/gP61yVhJd2epsLhiF8zdjdke9AGnFYwnWfJtpVEYzjFR6ldmW4a2R/lAADHtipZHi06ZrjG55Fbbjt0x+maykme5uFjVjkcue1AEOqWl4kYuNpdM8j255FR6FfXsd0f7PlIzy3bn+ldDNpsmqQqbMHai4YAZrEtdPnj1d7S3X5sZYjoDQBsf21qwXN2IQM53tjgdSc18i/tX/HK7+JPjOXwxoWoyf2FpTeUiRvhLqZSd8xA64JKr1GFBGNxr1b9qn436T8PvDk/wAPfDOtLN4hvkC3n2ck/YISOcsD8sjcYXkhckgZXPydQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABT7a5uLO4ju7Sd4pYnDxSxsQyMDkEEdCD3plFAH1R+yh+3To3hrV5NF+Os8yW0+mXEA1u3gaQsxjcqJkQEncwjTcoPXLcAmvTNM1qw12c6n4cvIL+0kzsurKdZIyw6gOpINfBddB4C+KXjr4aXv23wfr81qGdWmgBzHNg5wy9xQB926d4x1nw9byWkN/c2sd3H5bmCQqHAIbBx1wTmqSpfa3qcqrqCj5C/nTPyT16nvXh1j+3+NU8JyaB46+E9rPd+crwahpN75CoAMEGJkbOeudwrKi/bafT+NP8AByf4pb/GPTI2HPHuKAPonUvHlt8N/BWrav4i8SNa2D2qQ3LszHejTxK42jljtJ4AzzTZr+HVYk1LSJ0uYrqNJraWNwVdGAKsCOoINfGHxV+OPjf4tzxL4guUitLcuLeztV2IqsVJDY++cqvJ9K0vgv+0V4q+Esn2B1bUNLb/lzlkP7nkkmM/w5zyOhoA+ur231SJljkBLOvUHIUelXHtIoLOO1tgu99plkZuleDal+3zbLZGLSPh67z7MpLdXYCq3b5VBJH4ivLvH37S/xV+IFtLp17q6WVpMrJJb6fH5e9D/CzdSMcHBGQTnOaAPrHxN+0H8Kfhn4WNxqHjm2uGuTtS101xO8mAc428D05IHIrwf4kfttarqlrcaV8MtCfS1mBU6lduGuMHuAPlQ492x614NRQA+4uJ7ud7q6neWWVy8kkjFmdickknkknvTKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z"
Which organ system is imaged?
Head
"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"
Is the brain normal appearing?
No
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"
What is the main cause of the disease on the left lobe of brain in this picture?
Craniocerebral injury, intracranial space-occupying lesions, intracranial inflammation, cerebrovascular lesions, cerebral hypoxia
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What is the scanning plane of this image?
Transverse Plane
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Which place does the colon locate in this image?
Top
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lhIAGQCu0HOMgYwM1x2r6R8XPAmpf2z4U1e/8MWUZJcFxLDK3XYyt04yOwwaAPym0D/gnh+1vrt01tJ8LJLEKoYy315EEwe+VZunevuv9gL/gnxpnwf0lPE3iXUdMuNcuCJJruRCwjUEZSP5hwM9cd6+nby+0H4m+GY9T13wdpDaiseLS/wBLQwtcSBcYeMNtGD3FcL8KNa8ReIvGi+Bn8NRabdCVitzFcCRHi3Z+5kYPGCuaAPRolh1PUdZ8La3/AMTjTtY0ea1uLGHT9sUiMjKyliMbcHH49K/LX9i74V/Gb9mH9ojwb4u8a/De6Nvr/iSLSXsTMd8EDOVe5kCjGFALKDjIU8DK5/R7xvax/DrxIyx+J7m3lnmErNOH8qFiQSqqcgD3zxU3h+DQpNCuviBpN7oV7BYyiTUbpJgZ0P8ACVDk7/TC88mgD8hf29de0/xL+1t431XTJJ/JGstFHHPGV8tURVwMnOCQSK+tf+CHM/jm0sfFj6sLtfDbmH+znMZCrdhstsY8HIIzj0zXr/x6/wCCfn7PH7WXjTTPiVaafqdndS3B/tWPQ/LgS6H3iJCwbHuwwwz6179pH7OenfD/AMH6f4M+HaQaPp1tBi3t7aMBbcADg45bqcnqSKAPzv8A+CvuoeOPih8X7PS/DcM95pGmlIoIUG4vM4xv9AOCMfnXyT4f+CXxF8QxTTQaDLAkH32uY2X15HHI/wAa/aN/2YfBEUTDxtoEesb5V3PJ8g84cqxAycAZxz9a5bxj8A7bVdVj0Tw14DsNO0W1cF7obmmOFH3QeuecduaAPnP9lH4BePPgh+zp5HxL1Ewf2vqQutIsriLcibk+dQOpU/K31r0OxhkvPE2m6Yk8T3UkS75LllPn24Zcx9+F6jjpxWZ8b7b43/Gr40xaZp9kNK8KaHbpDDdTMyjauQ7bCB/CAB9K5HVPj98EPC/iCLSfAvxk0I63ppEMM7z5R8NzHub5S2ePvUAfo54T/Z28O+Odag+EOjT22leJb6yWbR0jk8qHUZQisqxZ4RmIBU9yMd6/Hr/grZ+xtrP7Nfxzl8dW2jS2mm+Kr64OpWTxsDpuro2bmF+oQSFjMi5HWVFULFX6/eHY9R/be/YCt/i18EdahtviJ8LJo7jV5tMJMz6eE5lQDBzGygHH8LZrnP8Agqz8JLv9uP8A4J56L8cLbTLY+K/F2gPa6/HbQLum8U6TtcOuQFR7uJQpORzK+etAH8+NFSXdpdWF1LY31tJDPDI0c0MqFXjcHBVgeQQRgg1HQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRToopZ5VggjZ3dgqIi5LE9AB3NAHuX7APwC8UfGP41W/im1sLKTw94RmhvPEzajAk0U8LllWz8tvvtPtePp8o3NnKgH9bfh/4Wm8JafBeSWka399CI2tI4WSG3iG0JHGBwEUYUAdNteM/sI/shXX7PvwysvA/jCzhtdVnjj1PxXC1yqtPesu5YSwLKy28bCMBSQX8xhjea+nPB9re+K/G8nhzQtZnktdPwyzXQ+QgEnYMeh6kY7UAdR8MvCsMVmt9FJG0rNiWH5ivzNySx9OBwOldfuRlj8qJCHC5IG1nJBHGc/wAvSn6bZ2cVhFYX2nNFiOXzFdF2ucgkgqcgdvwNMgSDzdreZGsRVgygqRlTnGcgcjNAD0QvbtczTyoAFDOA4IKrgcAZ7fjVe8uY7iQziCeT96D5Lwna7YAIIAGBk9sHmtjUbCx1i2iddKECrE5LNuYADhs/ocY79ayXNzYXKpGx+ZNwl+z8pu+bORyOcn3AoA+fPjvD5PjCYvcnfNKsi28p6j0U8dPbk1w7abbzmVViaIBgJdoIKMM5AB+g5HFewftIadfXN+up3F8J3eMibMWSEwctnGRzgDnsK8l06a8s43BPmGZyUVivytgHow5H+FAHlH7c3gf4l6F8NtE+MPgLSPt2p6BEzLaRRNI7N5bYynVwCQSOp7HmvAv2Xf2df24f+Chfhw+JfiH8e9a0bwppUklvYi7le1iu3+8yokexGGTt3EHncMjBr708S+NtJPh7T/B3iHxPp1pdaxM0NlHfXSL582RtjALD5j2APPbpXceDb7QbOyudAtNZtpJNKk8m9gsJkZFCDdjA6OOSf1oA/I39rL/gnJ8df2X57TXbG8utdsPtDRQX9pbvG1qMZXc2eOS3OcDg968B8ZeJvEGpynS/EdkIr+3Yx3srDDyFTwGHTg5PHBPNfuT+0h+2L8Mv2ffA0mtfFbwBqGqaJaxIzyW8CSojuQsaOmcjLH/dO7GRXw7d+I/+CdX/AAUT+JKaZ4V+E9/4H8TzyNc3YRI7c6pGigsI1jdk34ySAdxVWOOCQAc1/wAEhbLS/h14N+Mf7SPim6ji07QvA91bKry4aQ+WXdQh4cn92o75PvXw/X7b+NPgR8BdO/ZL1T9lTQ/AM2naVrelPDp8mmx7ZFuBIsiSOzfMX3hWOchsYPWvm/8AZS/4I3eGfBvxKtfih8f/ABJa+KfDWjTCUeGXsJLZb+UcoJ8OSYgckoCN+ACduVYA89/4Jl/8EcPGn7Wsel/G/wCOdzc+HfhrLK8lvHCMX2uJGQCIv+eMJOR5pBLbSFHIcfsV4S8F/C79nP4Y2Hwl+DPw9tfD+g2KCOw0mzjKiUE8u7HJeR8bmkYszEk7iSTXoJk0nQ/hb4T8ZafbafaWmo2nkWeg6JHHGljBEAI441QAIoGAFwABgc1xHiVJvFV9BclLhRbzFhHLN/qlOAd3HJ+nHrigDlvEuv6v4u1OO30pXgV8Dz1hDeYxHO1cZJ6Lkmtrw7Hf/DiymvfEttPefuTgJtDIBj51A69x/wDXqTU/E3h/wpaJpdjbxSsF3PLGdrKw5UNkjoSe9ee+OfiXeS6Xe39pdlFSB233U2PtLBc7d7EY56c80AbfiH4qeGzDa6vbavb2GnOXW5mu2I8wkY2hfvHHr361NNqvh/X7eNWs4762uwsTP96GMDJ34weoPOOhHWvrX/gnv+xd8Cv2jP2HdJ8c+M9Ngvr/AMRWMzRX/DfZXJYAgHup+nSvzT8M+MtT+DPx58afA3SvEGZdG1eUQ2jAkyRAkEqWPAOeg6ZFAH0Dqv7O3grxfo9zb+Hof7Cv23pFe6bCdrHauDjgY+mPzr5s8V/AaXw/4jGi/FDX7nRfFNnKZtJ13SonjtdXtsnhWz8sgbBwcZ9697+D/wAdj4lT7M9i0MsNw0Il83EiBM4BHQ5Ga3/jZZ+CvH3ho22v/aUeGUNDIuxDbZ5yD+XBHXvQB8z614Y+L3xk8Lr4W8Sa9ZzW0DbhqErmOeVFOCpK8ntgcZOc1peGPhzomj6Qvgy30+3S9lz59wqeWMAjGM5J7dDTIPAuoaDf3VlNrU1+DJ5kEdw2xyuRgnHBAyeldxpFpqFkIA+mmd0mXz5xH90njcrHvwfYUAd7oPgfRPCugxW1hppgihQgKh+csxBZmC4OM9c1FrltJp1u8G5HtipXzo0LYcgsRgfT9e1XYvEFvcIzabHJLIsKiVH4UEZOWPXJ68/lTdUuLa4jWKXyTKp8zf5OGVSADxkYoA5i+E0qxXFpEuwn5SVAyTt2kAd+ORg9etYmt6tqHyrPOjTCQFYoj1+bpgEKPxHauq1SJLVpLu2ulQk4Yk5LEL/COcZH8qxrrRYdQgX7KfPU5MpCHgFh1PQYz+ORQB8M/wDBYvxp4v8ABPwd0i18GzzWsWu3gtNdu7UkboREWEW4dASMN64x3r8xq/Xb/gpX8KtS+I37N+t6Hpxkml09VubJUXO5on3BR/vDIr4l/YO/4J1ePf2nfEcfi7xrpN3pnguxm/0u4dfLlvWB/wBVEGHT+83boO5AB9a/8Eav2ifjB+wn4w8HfEWKGbVfDviqx2eIfD97Knl3do67WjKtkEOh28g4IU44r9HfjY3wLH7KnjDw/wDA/wCI41bwjc+L7XxR4OsppW+1aXK0TLc2kseSySIcKTyCEzmvlfTf2TtHN3p1xLZNaxaOpi04yv8AcGdqjoAeMc89KdP4SvPCnxUjvLO+dLDU7UtdRpwgbAVsg9TkE596APye/b6+GXiD4eftN+I9T1IXM2n+Jb59Y0e/nHyzRT4kaNTk/wCqdmiwcECMHABFeMV9y/8ABYz4QppmpaJ8RtBs2Nppl5Lo97O0jEkSg3NvgHjGftILf7g+nw1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX1B/wSz/AGdtL+L/AMabr4i+LYv+JR4LgjurYO4VZtTdv9GU5HzKmySU4I5iQHhiK+X6/aH/AIJQfsl6P4z0j4Y/s1fDVLqaPxzeReINc1KaEma2S4hjlbzApC5htkAIBH3TzzQB9z/8E8v2K5vjlJH4n+J+uPpvg5ZxpmltJb731e9YZZYuxAXJZyMD8DWLqvw18EfDr4leI9D8A2UEdnBq00ELi6Egk2PgPj1OAfxr7J1HxxpXw/8AH/jfUvBUY0rwJ8BPBI0Xw7Y2zARy65dr5aykAcspZo2Y8kvuOSTn43tra2Z9hnXfJNky+cu4OWJLEnhgcHOaAHShr5G3QTBhIwdo7zBUkZIwTk9+D1yaguJLcm4dNLZmk4hmaSRcgfLgr36EmpJ4dOQy2s1oAjRBj5RBAfkdCMc9Mg8ZqK3a6ur91v5ZLi2kty8MbyiTavcMAcgDPQdcUATRfYrOJlNrPDbifIVZFL7i6jP1zxg9qbZarBHfyyFVVriTZL5SY8xfl+7jIA4wBwTk1Vn0m8vrW3bSIoniaUlPOdwG+Y7jk8jg59etLBB5EMV3c6TJCZ3cebFfBxgbSjAdex9e1AHKfGOztL7wa+pvcPHOqt5ojA8wggEqSoyu3Ar5/sbFLS7EItp5nRVUSBGYAk7gxz0AHH15FfS+qxi7iuNMv7dphcwsHKQk7iGHBIHXk9D6V81/Eq8tPg/Lfah4i1lYNLmuc2WoXk2yMO33UkL5wQ3y++OlAHh37d3hb4XeJfgWdX8aT+Td6FKtxp7fbXSaFxu2MrKQw4J5IIGR3AI+LPhN+3h8aPhD8X73x9ceIZNUtr6SUX2nmRPLlDEjcdoAZsfxdT617P8A8FB/Cni3xV4PutS1rXNORdLjTULaR9ZSOO5hYldkasR5kh4IVfYYzXxBQB9E/HP9v3xT8VPC2qeF9Ls54bfXYVj1O1vkjeFdrbg0ajOD7nvzXs//AAQh/ZI0j4wftM2fx28fapc2uheDJpJLeCKBtt7dtHsVHfoIwHJOOSQB0yD8xfsx/srfEP8AaevNYt/hzG8l1ocdvK8S2wkB8xmClueFBXnhvpX7efsV/BXwt+zB8BNC+F+maRax3lraF9SuxGVSS4YEvK+37x3YHPbGKAO1+IvgTSW+JM13oOmI0MMwmW0IQuBkbWPPI4BzxjPes74x6na+FfA0bpp6Rz3s4gtY7diyJMwAwcj5Tzxn9a73w8kup6ynia2kj+0EBZHIIExxlkYZ2nt14/GrD3vhLU57vSPEBMltd+Y1uqsI0jZlyW3YyG4646gHNAHl9t4g8dRpZ6PDK86W6KPsrSKHAxynXAx1yP0r1Pwb4m0rSrV5tWjuo5LiHb5U6lAzEgBRj5fxJ7UuifBXRtUtheadrbz2qRAG8kO4g5ztd+ueDjj9KTx74C0Wfw7uF9cTeUV2sSoEh3YCKvQ+ufbvQByOtGHW9WuL2G6EXltsfzQfn4wcgjGB25xXzv8AtfSXlpLpuj6FdrqEF8ph1DTEAJ3MQOQOQMkcn2roviv8VrDVdYuvCPwgure81eOEoNOWVmbAIXzQ4wGDY4IPGK9n/YQ/4JafGD9qY2njn4pXZ0jS45wbksh8xhuww4ONwxjgkUAew/8ABJPxD8XfAn7JNxp2kXr2thYvMlrZSuSgIJzsXBAHckZGD1zX5z/HnQNT1L9ojX/ixZ6rJbvaa1PJI5hCfaMS8p0GQeT78V/Qj4S/ZW+HHwn+Bcvwk+G2lvDHBpckVpOSGkMuw/Nzxkt/P8a/CXxnoVx4o+LutfDnXtN26pNeTwWckisUaQH/AFbA5zng8etAHYfAK9bX9b1fxWyskU8aKzAjaC38JbH3sD+E8elGsXtw+rapDNNqEsUk7LAblG2Zxk5J5I6YPvxXN/sf3Xinw5qXif4efErQZrfUNLvIjbWK2pjXDZUyY3Yx3HXk/hXffFy3kuoZ9bjQeYkiKEU4XCjAdj/D24welACyeCrLVPD6T34EElta7TOdyNj7xC89MDOa6/wpdSR+EYL06XE8SW4WCQREorqfmYnJ4644ry21tNR8SaTJppu762Bt3KzToSrJkcj04BHTjIFeoeG3vbPQrKyXUFZIZPKmlcDeYxng54zjnPoKANYXS21w7O1sXdc/u7fBKbT02DBzxkn0qktw92gjSfykcncphQMecYyDwOP0qKBFuoIp47tyS7Fmkj2sBg4AHpjnjriproPKHkmg2ERqwlUAZTdt+XHAHsAeKAIF061uYpV+yLFLhtybz5ijBBz6Hvx61mXGmToRMltEI5DmSO6Viqq2MbVBwMEc++K5z4+/tOfDP9nzwde+MPiNeeTDIobY7hTK7Akjsc++RXy5on/BaP4DeLvH1j4aTQ7/AGX11BDCVty6hnYDktxkce1AH1F4l8Had44tIrG9tmSG4DBjglmB4PQYxyePpXNeMtdn8E+EZfBPhPwlpv8AZllJ5L2tliLbGRn5jxtJI/M+9dd4i8eeCPD1zYWupa5Y6YbgqkEl/OkImJ5G3cef4RjmpNZ0LwPfpfS+MLaNI9SjjllDHdHMVBVWGOvHYUAfB3w0+L37eXxU+JXiC08Ra4lhb6Lq6v4fsrOx3xmJS64UrksNqpyxznPSvsu21jWte8F6PJ4usRa6jb2cMt/E0IVQX4bntkhSfrWn4f8ABHw+8IX0XiHwX4feSZIj5a26EAYGDuXGM985NcPZ+O4fjz4u1iw8Ii4tIxMNOjZ0cNJKM4Zc9iwGMUAeWf8ABSn4Vx+Nf2dvEdnazxq02gyahEY4Q48+xK3QUEH7zxRyRjH9+vx+r+jf4+fsufEf9nzw9Z+Fvjh4akUhYry1lmiVorqDpIg/2gpIYdR+Nfz4fGz4dTfCL4weJ/hhKbhhoOu3VlBNdRbHnijlZY5cY6OgVwRwQwI4IoA5eiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA7j9mrwCnxQ/aA8HeA7i0Se21DxDbLfxyDKm1WQPOSD1AiVyR7V/SX/wAESY/B938fvHHxqXQ1jTw34SmmsIogpxLLJHGqg8HPl5QdB8/Xivwi/wCCSngu21v9oXV/Gd/oTXcfh/wnc/Y5MkLHd3Tx2iDgjLGGa5wOfuk44r9af2Wvjv4V/Zw1nWLOwvLixutWe2sJIR5nlPIDuVSBgAZ5yOPyoA+5/wBoeKL4E/svaX8Kb9fN17x54tuvE3iKFpBIyxo+E3gclWZImDE4BjYV87S/Ybi0eZrF5I5FG90jBQYAz0BIOTj0zSab421f4o6hP4y8U32+5C+RFHJcGVYYuSiKp52554P86trZsI4o9QFxDGkW4SImxX2sAM9Qec5JFAGcJLnTmU3Fm9ugjVnF2xdCcDAwAOmQO3X3qSG1jjZtQs71k3Md3lbmjdRtG5d2SByOMfyxVwWuo3OnvcG8juPtDn5bh9rMnA3AjGR0IB5+UVXubC5sLL7ZLbmOJFZUjdh868EgHqc8fgKAIxoD3NukkrSCGNisYedmDIcknBPXj24B9ar28csYUTI4VUxGolYfxcdOOAuQR7VYghDu5trV/KaXErTEuFLLk7fTnjHoKmg1zUoHiMibYUcYd4tseAT6DgDk9OaAFTRZdXaaKK8jhjjh8xbiaUsWUEZOOjcn1zkVx/x1/Yu+Ff7TXw91n4TfEa7eWw1WHFvOtyoe1lB3ROhDbQwLBgD9DXbHWIZZZYllgkgZmkdltwyqOpK4Aycg+w6iplZ7kwXH9rxi4kBMbIEjGQuPm4wFA6HBNAH4nfH7/gip+1b8MPiDf6F4Wu9O1/QLeVU0rWri7MBkiY4VWVgQGBJBCk9MjGcD5z8R/ssftC+Gdf1Dw7efCLXZ5dMmMd1NY6bJNCOT8wdFIKkDOew64r+jbxFc6bqxeyv7SW+jTMZimIKnjlgFPI+U+/0rw/4kfsuaD4ju2uYpZ445uI4thVCvUoVJLdOOR09aAPi7/gjJ8MPid+yhd698efGVm+nnxJpJ0230y7hGUhEiyec4Y4VmIwpxwpbkliB96+DfF+t/FTWZbfS4bRLSeQsHO9csF5bBwNpxx1zmuOu/B9pYBdDsIo5bUWig2kimIW20csWHVRjocD6ivR/gdp2mPHeaxHLbrFHawRzSStlEGSxkCjLEZ6Hjp3oA6LTLyx0yzTTUnFlmRDJG/UMCdytkE846c8HtVv8A4Qu78VO9hep5MV0jGOKAfMUGTkHHsOeoHWs7VrCebWVvDI94qSb1uEjAd24yB8oODnkd+ldL4aVba9N5d3KwhcOAPlDL6AEcYJJOTjjrQBb+G+qax4TEvheXS1lMhWO4t1kLMqeirznI7tkkn2rnv2lPiZZWOlxeCtNuG+3aoFhgtbSTLxq5+ZSAPvbfQDFT+MPiHBNqM+geFNQCX5UG4KITFE3+0Txkg9OxxXj/AMXPih4e+HVpc+MpNHGs+KIYhawafbMGmdmbjc3JXOeW68DFAHU/Cr9mTwN4n/aW0zw18JfD1pZ6j4ku4YIJYwzpbWyBVcEnoc7mJAGST6V+0Pws+H2lfCzwBpfgLRgPI021WIPgZcgcscAZJNfiF/wSn/a21sft8aT4n+MWhx6JHcWP2S3jaUKiFyUIAf04IbqcYyK/dq3nt7qJbm1lSRJEDJIjAhgehBHUUAOGep/Kv56P+Cq2vat8B/8Agpjr8GnQJ/Zb6p9q8oKcW+5jsYcck8Dj25r+hK6vrWxikub2dIook3SSyNhVHPU/561/Pl/wUlv9H/ae/wCCi/xA8caafO0bQDHY2TCJlErYyZM5+cAjpxjtQB53e/tKfGDwv8ZNM8V/EHT4bq2v7AyXk2mSYdbQEgyTZX5SvBCk88V7pYfGTwd4vv4tN0QWl7HcxKZipIMabhuMnOSP4se/Svm745eIZfBvgNorXRoZLBrZ7G4uoxtRgSc+ZuLEnKjBOSRXrX7BNv4P8UaTpurw6Xbxa1BKkM0G4B5YM5DkH2B69h0oA9Q8XfEC3t1udHsNNRhDKEivZLdVSMPncw6ZHBNcf4c+I/iPwvr58P8AiOxbUdMu7kywXsab22scbyRgBcnGMcYHWvePiH8M08RW8o06/haCSzle6sFYMGGAQwUjO7J5X8cV4pPDZfCzV4rPxdpMP2GaPyLO7uJCrPKMsATj5VPGB04NAHZz39xdvLLa6e8S7lU5bl1OB0HTgDg885FWNMji1CNBf2htXKBfKLYDLnOVP5ce1Z/h/WJb+wafTI/LtyW86QKwVsYzznnG0cZA/OqfiLxKfDnhy51SJUZLWLeJPN3rnk5GRx1oA+LP+C7Pg9vEXws0jxdbyTNJYav5NvGBhW3jBjCjO7CnIPXIr8zPAnhHW28V2MRSezuzNHJYy5ClHB3K/PuBX6OftcftYz/EPxX/AMKbPh3Tma2kjlf+1Nzp5zFQCcHjO4L0rlPgZ+yjrfjDTfEd/wDF+zs7ZdEuQ1mNOmVyrsMKvByqA84ODQB8g/tX/Eb9o7xd4wtdP+O/xKuNdn060RbMx3IaKBOMcJhQ3AOevvXrX/BOj9s34/6d8cPD3wY174k3epeF9Wjlsv7P1iTz1tCsTyRPCzfMhDKFxnaQ5yM4I9R1n9la3+N2kX3hrwdodrfi0uDb3Op6lcC26D5XDnGSGHIya9O/4JX/APBGrXZ/jcPHHxP1+Ob+xFkDLYIHhtmdSow54kkKkjjhdxPOKAPSvAGt/G/45WGqeMvhp4g1Jk0m5aC3tLnSgRLHvIEin7pxzkc9a7fwZc/Hb4V/Evw3rvx+8Ix2tq+t2hivra32ByZAApC/Lz6E96+/PCfwt8CfDLwvbeCvAfh+CG2tF2rDtAyw/iznB981T8aeCY/GFhqWgXMSPDLZF4VmjyqygblIAHy4IHPt70AfQv7enw+1/wCNnwW+MXhTxXo7O/gqaz8SeELwPGpOnmwjFynI5G6DUOP4js6lef5Wv+Ctvgy80f8AaTtvHMms/aLbxHoUDWttJLue1+zf6My4A4VmjLjnku/TFf0x+M/29/hd4l+A/iZdZtpz4w1n4anwzqCSuT5t2iTIxwONp+0ySA4z0X3r+dv/AILYeHptM8T+AtSktiqPDqlnDKQAWSJ7ZwuABjBnJ/4FQB8N0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH6B/8ABGrQDpfgLxL4o8uCQa/4qtrJjcqQsK2Ns85YN2LG8XP+4K+1vh5oV7q3i/TtULNarJey3EkVw6uhRARkAjJ46Gvnf/glH8NLrTv2T9B8RWBKtrF9qWpApMUPmC5+x59GO22GB7V9taJ8JviB4J8TWer/ABF061t9MmiVNL+1WkiMxIBCljwT+POaAPQvDkU0Girbu9sCZGEaG0VP3uOpJ5xjtkdxVxbTWA8MEyz4Mii5jI2RMwJwu4HPXA/E9ar6PfRzrFDBYNIwfECTEfexzhs4wBk9D6Zqd7Gxss299YAvnG6O4Zt0hzgqACMAdcY6mgB1zb3TXgtYcRSnc3mrcsyNx90FVB4xz7CuR1DVNesfEUujXsd2Lfzgqy20TGIwgZI5LY3sSMjniuqj0zVrOSYaZq1m0m7c8cYYl/lA2lTggkHPXpmi1vIo3XZbwPP5R82KAbjgYy2QMAnnALE8UAJDIkNrHDpFnOE8zcsf2xgo54ZhjAxk9cdTUOopqyqkWnwxTLuAe0hl8zAwc5YAED6fyqvZ6Rqy3lzeXC7JTJsji1Anc0ZwQowR1JPzHkYrtdCvdL8OwLb3el3kMrXavDDEy7juGDkn/dzj60ActY2Lw2qWd1aF7mZi9yXmWTykAztRFOAAMEn/AGcGq8+paTq7ltImtlTYcT+WFcYxuYkcAkDpjnGMVo+JdbXU2YpNdWcbllaSJNryx4bnABAwTnr6VmW0pvwJoQN00wVQcI5BKkdSAPl64/OgBy2htp4YvNklyd5lRyjYPcj068deOgqC7tgFa13zXiiQN5fIZT1ycDgZwMHJ5q1esI7n/TtMAG1YhNNIdyMo3KF7n5SeffrUIEP2dprN5AIid9zBIQ8g3ZKqpbB7deKAMTxLo8Gq2jG1tbe0Xa5nV/3cbnbnB+XrnjocY75zXmfw6+MPhzwR8Zj8NtQtkC6ogijuUk+VZUJRVVxkL8rHk4zjJr0b4g6lp9jpNwJvPiFvbuskbxFlZ9vIXI6nH0zXy34CHxAubrVNX8K+BZpLq31RD5lxbMzLFnIEYOPb0AJoA+2m+zzahHDpksMbxKVjkhYby5AGSScORkcD0PWuZ+IPxL0/wlDbaHorJPrN3cmEQCUqyE5HmuSQAOSduOMYrmtS+IGl+BI7TUfFOlXVvJNYGaRronDOo3bG4B3AdO2ema87+H3iLxJ8cfiM2veDfBRv/FOq6qmk+FLRLbY080mMM3XaqrhmPUAHgZzQB1fjR/ivq2qr8Cf2ZvB0/in4hay+PKtVVpYGcZE8xxhFUAnceFUkkjFewfs2/wDBv/8ADf4e6h/wsf8Abv8A2lZB4nubiGcaR4R1QLLBKVUlZ55VZS25scJtI6Mc19c/D79lnT/+Cb37Ldxc/D6G21P4ja1FEviPxUuPtN7cOwLxwtKCY4E6KuAT8rYDDjwz4X+HfE3iS/1KbxLp94fOvEa4iuBzfMcqPmx029SSCCKAO2j/AGGv+CVd/fW8C+JPEsWt2ZWGHUJNaZ542cnYWbYY+wbHAHGa9NufhB+2n+zL4cku/gP8Sk8d+HrWFnTRbtB9tEeAV2ByckDPCsCfTtXE+FfCeh2V7p7XWiKot7lXeztuFkRMlwMjHI2jjJAIPWoPGHiv4g+HPisPFngrXr/TYLi4SZtOjvJSqykEbRH/AHeAccfdzg5oA+Tf2/8A/grx+1LovhDUPAWoWv8AwjV2iY1G1u4zFcx5O0bExkn144z1FfJ3wh8Vv8SPhfY3s80ME82rXk2poCWlnQ42Zc5YDBBz1+nNfqZ/wUl/Ya0v/go1+yndfF3w1pMCfFzwro05hGnxnOpwrkmEpg5kwpMZxkn5SAHXZ+N/wz8RnwD4Cl8Krb3sWoNrQmgS5cJuBhCSOrDspQn2NAFb9vrxNpmiWeg6dZx3Menz3SSTBJA+CCR5bKQO+ME+9dt+zn8TPh14U8It4rsfFZt9ZaCOO3ihTe8qZBCKq5BYHueoJrw/44+LfF37U3iDw1png7wdqi2+gaUli6Wi58+Y4aWd2GTvZsnJI44q74f+BfxY8Pajbz/8IBrCJYSKspFswSHb0YqpJyeMnHbrQB+kn7Gf7SunftB+Br7U9MnuotWsb17fU7G7Qm4fAyjbeuGweh4zXpmv+BtI8a6Gj6/pipdWd4LuKJ4lAXKjIDMScAkYxyMj1r8mPC/xI+JvwV+L0HijQNSm07U5mCyWMu9IJwBkI+cbdy5Bx071+iX7K/7anwo+PHh3TRN4ktNK1sytFcaJdSBjZsO2GGXUqAQTxnbQBa8da94JsEnsbiZra40u3kkmikm2hRwQSQMMMnj618u/ED9o200n4UXup3ELOJ5jEMFcvyoPTq31r7Q+MHw28LePdJlksNLtJNVtbZlkkiIZJ4ccdD1Y569K/MD4t6dqNh8TYvBHihGg0UXzObYKCkZBwwL+oHbFAE+m6h+xrd+PB8VPin8X/D1tJdqDcWer3EUd1lDwPLJ3YGBgkZyK6XwN+0T+wr4RvNSj+F2v2ay69qAudev4LgypLcbdqMcn5BjOBj14r86P2xfhtffDj4965GLW5/szVbo3+jXc2Cs8EoD/ACsAA20sU/4CPUE+rf8ABPT9lfxn8RZr/wCJl7btDo0cBS3ikiz9rKupLgEEYBwgbH8b46UAfpT8PfhyPElumifD57SfTrh3nj2y5WZzyJZPVVJzjvgAV9xfs1/B22+Dvg2w8O2tz51y8fmancsNrXE78l8D7o7D6VwH7Gn7H0/gr4Yab4z8YLHapehHsdJmcA7VTCt0HqD6ZFfRdr5OiwLLcgGWJAQIkZgVAwCSh+lAEy3LvDLBDbIJdu4QyttGffjtgY6ZzVeyt7yS4dyqrFIPLkW3UBFyDkknrkgU22XTYYzPdRSiObLxSFhluFDKee3qeeatzXNnZWZkVpY8fIyxfMVPqMcDPqTQB8b+J9HtV8R6m6zBJE1F0l82foc8uM8Z75+tfmx/wXW8Parc6B4C8VyW2yGx1vVbW4IfKtJPDaOhX8LaTP0FfuPefsg+Gta/Zn1f4rvfTHxnd6Zd+JLfSpT850iGXYWJ6ZK/vAeSQQB1r8a/+C5Fv5n7N+i3soIMXxCtY4FaPG1Gsb0nDd87Bnn0oA/LairerTaJNJAdD0+6t1W0jW5F1drMXnC/vHUrGm1C3IQ7io4LN1qpQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUAkHIx07iiigD90P8Agg98M/CvxF0z4FfD/Wbe4fTb2Lzbm3judqTYvLq4lDAfMASrDjrntX6t/tYNpHxF/ZX+IviCTwvbW7/D74qvZ2paAhmiWS2gJQ8nkXA9vk9hX5Rf8G/3xFtPCHwv+BHii5uEig03xHc2+qXzXDYgjbWLhWDADgiGcfL/AHQPWv2C/aX8C33w8/Z1+OOjW+pSGLWPF1jr1vcE/NGbq5shIgzxhWhbHHegD4ds7vVby1W5aW4jjZfJtkQ5Ve+clccnjntTpRG1iwsdQZipfKLNn5g2CMc5Oc9Pzqxa6Yk00IsLzy7ghQpkkWMjdht3XDYHHSm3OnfaZDZJdG5lfMUZtkj3FcA5IGVAzkhs8n6UAMuk0xUL3E++F0EgVy8R2LjnGTg4Pc1BbxOlu1raW9sTErSsHuFOWONqsV7AY49sms3xZomp6vYH+z4JIZfNAUTFTtjHUEHvnr/9aprJb7T7GKwgu90qqgWZUO4HkfIPXHPpQB11nqek2Wh29/q9jJ5sTs0iwz4LMOQcdAOevtXL6vfnxNPJqF9A++VPMR2u2lZGyMDAIJ7nAOOtP1DxBZac0VpHqTARwbSGJLJgkHcCOpBHAzSQi01CQTym2VZcYFydp37MleOcZ7dqAJNKsJpy8dtKjhcAJKWKuTwGOfukYPA/vVLBcwTlIrqylud8beY7MjIGwFCqVHBx2A7CoWkFvMZbnTY4d0xVokODkc/Kx6/j6Vo2UyIxS5sZFVSSMjftY9eR0OPbHOaAKjW6x20K6jZvCvmv5chPM2MkHsATwOQOKUQ3GoXwsp7V7OQ4Hk/IsZBHABXGSMY9c+tGp6gLeSOKKIvJcx7VMC+YqZYZB2jkc49MivRfh54ShstLOv3ckUqkKFM8JEMgHOAgztI4GSBzQB5hd/s4+PPEmvWeoao6S6VBcI13ZPF2xkOWzgsQB0HY13GvD4f/AA3uLez07TLa0SRHEUcJRPLlwcsw7r057Z6Gn6J8bbaT4hW/h7T/ADo1e52O09tnCnBKjptIJHPpwDXn3x/0bU7n44SaFo9gL67Fyz2+ZgXCuBlVOMKRxkdMHpQByX/BUHSTbfsSt8YYNPjlvdA1u0laCABV+zyMUdFbIKqSQeQQSfWvef8AggH+zdYapfT/AB+8WR3iah4f0qOGwsrizCx/arxC0syvzuKRBYxjn52rzb9tH4fahe/8E+ta8CS3KRXV1eadHJCk2+QAXkXHBO4cvjOeeq19B/8ABNj4hXHwO8H3WhW1q0cMinzvtsjEjb/q84GB8vA9zQB9hftAL4U1i9s9GuJEfUgVTyioIKs6lQ2fu85IPrj148h8ZWFhdWq3TabewvA5igEESxmJM4Ifs3bqc4NU9E+J+s/E/wCLdpZ3t4JF1PU4rd7e4RIQqFwCMkEghRkY5NfVGteDfD2vaYuk39gDAhJVI2K849v59aAPleXww1zbrqkcUIjjKNbLc2pJMm35jwRtJxjJ7gda5fUtZhuZ7iTTooZ3CSNCL4ujowPXJxz33ADjjJBr6tb4LaGt4mp2qRiYRjPnrvVCBkKAMDG7nnJrh9a+AlxYW96urXyTR3czSQxgjcflHyBQB8oAIxznNAHK/siSeItX8Ytrt74kkkS4aacxRyAQCMhUWNFHUEjOSevOMjNfjV/wVm+CHif4Q/t7/Fv4e6Dp6w6S1o/iLw/BBaiNZI77ZI6qAMMsTPLGMfdAIxxX7X/CbwVDo3xGSxt450t4gJI4IWKxwuMNk+o3KRg8cdBzX5+/8F0NB07Vf+CkXwx8PzrB9q13wBBbTFYiSd+qMg4LAn7rYIwce1AFL9kf9lXwd8FPgzpE+k+DLc6tfWEdxfTTxLuLMofaxxgL3/H1r0W2XRNUmk0O/wDDsMzuzBnAAJXqyA9WPYd8fWpvFnxK034e+PNL8Dz2htrOG3QykMvmrtB2uFBycADhuvNWtH0K28b+JJbzwTY3d9bmGR7/AFQ2uIoJGI8pACAWJ5Py9B9aAPi//gq5+zF4d13SfDuo+ENPW31W9v0t7SCyhfKtIRuOEXLHJHJ6V9NfBn9n74DfsQ/CXSdIu/DWj6jqhggk1fU57KNrm4nZRuO48kbieOQAMYrn/wBrj4if8I18PNSXw94ds9W1Xw/cWza0htt8tlEkiuSrAYQZGCwGSDg1u/tBa83jLwn4X8eeH7nZp+s2MUwthym9lVvlJUDjoR60AbPi7wH+z98cbK70rw8s/hbUpV2R6jo0whkLHLBRyQwGRnAHXnFfAn/BQD9lH49/BrVY9d8STz654bBhjtvEVjbqZFAYMRPg54Geeh6Zr6Z8G+MbLTvEdtDquoSLbxThlWEHzyp7hs4H1wOg5r6U0HX/AAT8R/Csnw/+IGlBrLVbE/6xfM81Se+75WI9hjnvQB+MlzqfhrWJrPwH8S/D+k+INKKKdEk1y0VwxByBGTxn0Bz0NfTHw00L4i+Cvg9d/FXwr8OdLk0qOEwC1jc8BfvbFUBegAAFeEf8FQf2SfEf7M3xCt/CGgHf4cuZ5L7RZ5fk3AkYix2YEjleMV2v7AX/AAU51/4RDTPhL8ZfDU114d8s20V01s0hRGwvzDBBx2bg0AfSP7Jv7X/xs+Jfj7Q/DHjH4QTaL4bvUeOG5EMs9yl0rBVEmOY0YDjjFfb+r6VqyW8V0liPMAJk2R7CvPOQeCuc1xbfCW48F+MPDnxW8Ea5Eml63bPPJZLbKkittTaWJOcfNnHXNeiWfjFdWtzp1/ZxyAMTOYFO9gSCDzyfpQBza6lbRyvHYRy3EkbYeZBgYPQAgkY4zwai8S60h8L3+pOlxIUt3ldYn+V8ZOWzwevvzXRX+l3Wo7rQiCOBjujLKuYz6AA9fQGuG+KVvDp3gXVUnLQvHassbm1IJJboCpz2OfpQB9C6TothL4406we8jkhg/ZY+zSWBkG6SN5YwG2+mIyufcV/Od/wXG+I00/wu8FeCZLKRP7X8S3N8WEYVM2VssZ465P276fKa/fXxp+2z8EdO/Yun+IMgs18d6h8Nx4Z05POAlmd0aNlUc4VG/fMD/dxnvX8z3/BY/wCI0viP9o7R/htHqUsieEvCtut7bOPkivrxmu3ZSRzmCW0BxkAx46g0AfI9FAOMj19qKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiilkjeKRopUKspIZWGCD6GgD9JP8Aghv8QYrv4Z+NfhxPcQwPofiG11a2kmnbLm6i8khVGfuvZxknH8Yr9u/2z/22vD3xu/Yy8E6bYa1axa3rOqWg8RwXEhixLbKWk57q7/MARxwOtfzVf8Esfi3YfCv9sTQLDXLpYNO8WxP4fu5mDHy5J2U27AAH/l5jgBJ4Cs2cdR+qvi/TrfxDcWulR3Z2W10tx9m3BfvEBmyDgEY+uTQB9KWFwuoWsV3cQNK4TYkDzhsDOBg4OQT6fWpJ1urif7NZTvbgxhT5SFMJ/EMrn0xziub+HXiLSJNGXSYZrlruABmfflcHp8x6/pXVQ3dpNCZnsImMKlTbqxb5snDs/I79AePwoAr3Js7IwJFPBGGB8y4GBs+QY3AjnODjGScmqlxdNJfSRzzWxj8jb50MksZZMHqM/IMZ568ir02pSzxARy28glAWRmmXaBjgAjkckdKdDFcuszS6dbgbIyMmQ5OAQoIyD/8AXoAqMbsp9jhtrUWpbOcFd/GThiNzHp2yTUs+kaTd34dUjd4cO0ccCRBBnAI3E5GQQT9446U7Tbew1FobN7JHuW5BhumVUBUZDOe3H14qfVdGuNG1c6doupyvtQEyBy0MjNngdWbkDn1/OgCWZ7sqLwokgR2Am8uTjqVx2PQjI7iqknn3tot811tjdMNI8g3OpzwBjPXrxVaGaaKF4rrVXjZgzHY/yD5mwShII6DqO9T2l1YzyPPHrX2uVo0RfLXYIxhjg+nPpQAzRrXTtQ8T2GiwLbxzfMyPsYtuDZ2bXB4z+fFekfErWpvAmhQwl3Bnt/Ld4BtbbxuGMAZ/M1weiWTf8JppGvpuihW6jDRwln3sT0YsDkcjAHQGuz/aO8V2nh8w6JJoplkvFXdHexfJCxz8qrxxjv0/nQB5B4Gu9L1H4w2s+qzfZIYblZLUyJsyM5C4U8g9vbORXRftEa3czfEOewkZrBkKMXijLLcE5AYqCARjByMdR0rA+Dvg6fxH8XI76RYYrT7U0k904LhFBACqScegOBxjg17P46/Zn0zxx8RP+Ey0rVZfLiaISyRnajkFd6jeeAcHJ53UAcX8aP7Q8Pfsg6d4Z1K5iji1DU0kupnKsUhiBnkyr9FXapz2OOvWuh/4JvXH/C1f2ddN8RaTq6zX9xdXKXVr9rw4AkZ0OzuSjKAcHrivBf8AgpP8X9D8XXGg/A7wz4kms0v9+nwTQRmTKBd0zgZxyqqucYPbmvmPxl4N+PX7NnxUn0/4H/Ee4W11DS7fULTdf+UbcgABowWwCpUqyk9GGBQB+wdt8KPEmq+I01oWF48wCpl4mHyjAIHy8tyMZxjGa+lfg1Z/FTTdKZ/E+q3qQwBgw1hsoqr0YM3zkY78DHfivyZ/ZT/4LAfHnwt4Mgn+J09reaxp101lvS7VTeNxjgFsjnA6d/Ws749ft6ftI/tEXtx4c8Q+Kry00uFj9m0a0mZEd+MKzAkjjHJwOtAH7daNqY1e0OoWl9ZXMDsPJls5/MQr3+YcE9asXlnBf2z2l0gZHBHuOOo9D71+BGg/GT9oLwLo9/H4W+JXibSYNSiaO9hsb6RUYcbU6jcDt/QnFfRP7Cv/AAU5/aF8OfGHwb8FfF3jTUPFMHifxNaaWllrBe6uNsrBW2yMS0ZRct1CeoIGKAP1QtPAEOnaq2r6ZdLBI5JZfKDKMfd44P157n1r8X/+CwPjS88Yf8F7fh74La/i8jw1oXh9VkmZUEO66nmdAc5dv3ytjqd/tX31/wAFVP8Agpf4v/YJ8BPovgXwVZa7401uzmuNEa5cx2en2+4xpNMCczMGGSqkDPt1/BX4xfGTTdY/aN0j4l3/AI9m8Q+L/Fd4s+t63qkjN5WoxssysCMFfm3gKvGMCgD9Sf2rfh/f3PxH/t+F9zrEIxLHgqmNwXIXnuRySAexrsPgn8QLL4I3OqWPxUuRpnh3VtLtp9DuorxGBmiUCeMrklR/qiHxj5sVl/Dbx54S/aB8KaN8RPD2txtdXunRJqFrPhGUgrvULtO5i3qM11vxE8P/AAe0ywhtfiHp9vIlzG9os7cSMkgxJEQRgD5QQBjkUAfnF8ff22fEEf7ZfxF+LngvUxH4G8QJaaRrEF1bRst7BasoOCfuM2fvDrj2r6i8PfEbwb4j/Z60G38D2413w1NetLa3tnP5s9iCrM1vJkd2GFxwOnpXw7+2l+zDpHwZ0bxFF8H/ABHMdBuIJZrhLq1MmzzNwwCPQZI5rlP+CNfxr+K3hr4j618HYPAcviLwh4iiEWqyTtKI9OmBPlXIPAjYHHU/NQB9haHaXWv6ZB4kj0C802dlwdPvNOVJfvYDMSMtwMjtivSfhN4sv9L1u2tbrVZPKjZjLBMi4VsD7uDhd3IwOOuK9q8ffs6ah43srfVLILZXjIAsUE4aCLAGEbkliRjIzzXgviv4eeNPAfjg6fe2pW4WRfs4SM7G4JX6Dnv/AFoA7r9tj9n7wr+054T8E+I5bePzLHU4Tc3GwFiisPlJHPBz+ddn4Y/ZP+CvhrSINLtvhno5ji4QCCPLng7snqOOn6V0kcsafC7TUYTfaJWi8y3aUlHkC/MRnpkjjtit2O5FvZw/2eIAYpQzxMNuSGUcD9fwoApWVnePp5sft5uCJt8pLNmPqMKenBAOPeqV3r2r2GorbT2SGXzVUOCTsyvBJJxyAc4zWhG1rHq0ly9psSdjJ+6kBEftnPPcnmrVo2ipayb5ofPAUwjapOM9cgfUYJoAsaXrA1eKK/ktvMIwjCJ8gnPJJ7YGa8w/az8cy6Tp0ej2HlyXF0jM8PmFyiLxk9ByeO1en6Zew6LJLerprNLFgpbW6KGeT+HAA5zxgetcn+33+zvN8D/gtF8cde1/zdZvNUjtdXtROHXT5JIzJHaqVyGOOpIHOCOCCQD4C1TxPFf+P72w8Sx3EWleHtMDi8uJCkFosv724d9vClIlYk9gDmvxQ+O3xT1D43/GfxT8XdSilik8Ra7c30dtLMZDbRSSExwBj1WNNsa9gqADAFfpx/wU/wDjff8AwW/ZV1bTv7Sjj8RfEOeTRrWWJ/3rQttfUZNr53IIPLtjgcG7BBBGa/JugAqS7S1ju5Y7Gd5YVkYQyyRhGdc8EqCdpI7ZOPU1HRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAq7QwLgkZ5AOKSjHGaKAJbK9vNNvItR067lguIJVkgnhkKPG6nKsrDkEEAgjkEV+3v7Nfxc0X9qH9nPwx8ZNGurKTWdS0jydbiWfyxbapD8lzHsBJUM+JEUkny5UPevw9r7I/4I9/tVwfCr4s3X7PPjXUZU8PePZY10tlx/outL8sGCWARZ1/cMQCS3kdApNAH7r/ALD37HPi79of4War8QfCuv2VrrGk3JtrnSrw7DOwjDImVHyZ+7uY9R1wDXNXtxqlm93oOr6LPptxp88ltd2EKussc6MVdXXHBDbgVI4Nav8AwS6/ab0j9nf43X3hTx7rYsdA8fyRWV7JdTRKdMv42It7hi4ICgu6NkhRvV2yExX0/wD8FC/2YjqdhcftH+GNJuI72wCx+N7CzUqtzGmFjvo1wflCn58E/JgthopDQB8iie4Plw6orwJNcBWjhtjHIqjjaTnGOPQUzUYYruZ90rxmRFIjWXc6LnggrwAMdOeKsTuby3kjsLl5IHbcwiUqADkDLtwenaq1j5VhYLaPeRptcoxRmdiuBnPQ9Bj8aAKGhWl/otnLo1nJaeWrf6S7ylmTlvl6ZPf6ZrStdMS3u47m3nmLBGuWaSR3UrzgbicDHPHTmrEdrC+nzw6fDArvF+6+0IDuOQcbcDHU9s8VVFjFdakv2nSsPHCkgnt2Hy8ncqhv9kHp6igB2pwwancl1khMqkyPcNYlQihOMEt82WxzVu0hC3Qgb/XGMl2ltxhmKfeUYKrn15I4pv24WIjtoVmYGFFthcyqFLKQzFhjngHg5570+HULmPbP5TRQTAl5Y0UtISMbip4UAH8cUAVPE3irU/CaafLpcbzxwzbnmebbtAIbZu+i8/WvY76HwJ8Q9G0/xF4piI89llQ+awRQME4JXp/EVGOteIa/oz3mmTW0jBmExkJlmYSHB4bjIHYFT69K8f1T9ujwh8HvE03hL4p609usEhZALgy8AgBApbbjjlRQB9ba/wCDtA8Ewv8A8IYFnl1CYSQ3SDI2fdJ5+9tOMe7Z7Vz3x7+IHhz4R/DS+s77xnNJqurQMjqZV3W8JQ+YQFJIGAcHg5rwD4f/ALYPxB/a08YQeB/2ZPhzca5fPO9tHqRtHjtk5IyMA7mUEcLnvzX3x+yb/wAEuvAPg3VIvGf7ZWuW3i7xtfLHNF4fuL8yw24LBQ0iKQJsE7QuDGAGJ3k5UA/EX9oz4p/EHVPDmofEvS/AV+i21r9j024ty4+x2pbALkcAsFPPH3hms648T6Z8ZPAOm+K9EvJLpbGzhsZtI1WJzcxyFdokLZ+ZQ24k9Rmv2M/4LefE79lr9l79lrW/gZ8P/hzocPivxoqxXMWn2CiSztnbc0jOOUkfG1AQflLHAG3P4i/Cvwn44+GfiC7+JA0qJtDnljW/t5Z9ohQMFB2jllDcHjPXtQB+vP8AwSF/ZL+HPwl/Z1T4r3nwS0zxN8QdRt73+wbe0theJZxyYQPLD82VDMcs2FwcZGc14/8AGn4F+Pvgh473/EfwvqOlzXM0l0gu9NEMT4J3KCAEKnJAK9egPFZ3/BHH/grL4V/ZT+PXjX4c/tU+IUtPAWt2MP2Txjp2mXF1a6dewO5ijkMQZkheOaRSyowD+Xnau9h+uXxo1/4LfF/4f2WhfFiy0PxX8LvHtvHFY6pYzu0TGRN8cgnif5QwyUliZWXGQaAPxZ8TeJtFv9INlJdK804HkBJVBjOeRuGW4zxyO4r9P/8AgkR+yR4Y+GfwxPx98R6bNc+K9d8y3tNQuoiiw2A2cRLnneynMh5IQAYBbdznwc/4JLf8E4f2UfiBZePbLUda+IuvapgeEdA8beIbe/tvP5w8UUUEaPnvJMJQu3KjcOfqb44/tNfBj9lH4aweMvjTr9noEAtnTTtEtiJbm8eNR+4tYlwZCBtHACruXcUHNAHxt/wcSfse6v8AHb9nDR/jV4E0A3+teDb5o9TtYrRpnudLlVi44PGxwG6c7zkjFfgpY6Dfan8U7D4a+GvD6lUZbqzE1lIkizBd+BuGMMQoyem7v1r94vjP/wAF0/gTrfwK8c+Cbz4f69a+M9XtLrTfDnhiS03Kba4tzHFc3FyMxJyzsyAk5CoA3L1+V37KHw+8Xt4rf4pa/wCIBqNlcxyWdmTGWe1KkAq2RgqcY/lQB2v7E37RVj8Mf2jrDw/ePPbeG/E2qRKYrssyWV/wGifj5QXz9McV9y/tajUf9ElGjiYbdsRjR5SvX5gwH1GSAee9eNfCb/gnb4j/AGyE1xvAXhzSoL20ZJ01Br02xV43BRkIUhmDjqR25NfT198LvizF4Ds/A/7Tnw11LQdVtoo7eXWLdkksr1iBtbzoi0TSEKxK53Zz8vNAHyXd+F9b8RXVxot74Ot7u3mtJF5UOAjAqAcjj6Yq/wDsBfsJ2PwX8Q6/8VdP1W+sW8QajJa6rpUsoWDyEIZH9dyvyAe1e/67pMHw00yGDSbBrlJs4uZFwAMnaScgg4HTFdj8G9Nuj4UvZbizja5lYSndcAMhdQeAflI4/XigCxNrGrzC4fSNYn8+3XbPbGQAeYc4YMORnbj8arahovhD4uaNDonjuwSzvVXfBc7/ADCrgZ+VwSAfb61g+O9d1z4Za4nie01Bjp1/j7RuO4RsDy2QRgZ+uDXWeENa8M+MLa21DTyIrmYqVJ2tng5PJIGcg4zQBieK77T9Bt9G8Dw3j3OpyP5kP2ZwnnRxgDdzztPOcd/Sta4W8aPzkMcTQRs0XmykSlvRgTz2+tcxcs3iH4zS+IXtY5bbRrRrX9yi/wCtfDHGzp06+o5rpZWu0KXS3f8Aoznl2QOCBgFWGfQ+goAgub+3XP8AaEEUgQ/LFKgBUYPQZGRwR+NZmn6lL4ikN3pEsDRojZhWU/Ig/h6AdM+9Wp5baaCawubaRW3M0F3bxD92FyeAzdOT1rN8W6nYfDLwqdf1LyxJ92HaMm4lZSBkdvfnAoA9X/ZW8NWnin4nP4p1mF10rweq314VjL+fdHK20S7TuLlvnVQGJMarj5xnyD/gsj8XRJo3gf8AZ18T+JrYarb3Mnizxw0MyR21pKVYQJJJuJEcETTk7/8AllHCxODx3Y/bI+EH7FX7I1td6ldWHifxzrN22tHQI5AYLe6baLeS5cHCRxLHC4X75dVK7SN4/CX/AILTft/+Mtc1/XPg1/wlkuoeNPGHl3nxF1yKQBrS0kAePS12/dLqI3kVQqrEIoRlWkRQD5I/4KEftVwftXftAXniPws08XhHREOneErWVnG+3ViXumRsbZJ5C0jDAIUxoc+WDXhdFFABTjNK0S27SsY1YsqFuATgEgepwPyHpTaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKkaOW2SOdJf9ajYKMcgZKlT+Hb0I9aAI6KV1ZGKOpDA4II5BpKACnQzTW0yXFvM0ckbBo5EYhlYHIII6Gm0UAfsN/wT7/bBb9qr4ISatr2uLN408MQRW3jC0vJVVrsE4j1FPVZAuJMY2yq3AVkz+wv/BN7/goT4S+Inhi1/Zt/aN162XUbe2NloWr6jkW2sWjqVFpcGUbfNCjCseJFAX72fM/kn+AHx38ffs3/ABT034r/AA61DyryxfbdWsvMF/asR5trMv8AFHIvBHUHDKVZVYfsb8A/2h/hP8ePhNZfFz4U6jJd6XIyJr+lX98DdeHLwk/uZwmGdP7kgG1l56ggAH1h8XfDOr/ss/tAax8EPGl60lpHPu0W7CsWa2b5o3AY/NgNgsOMgjqKsIkGr6Wz216zBiWItCys3KkHOe/zZ61454o+KHj7xgNOk8T66niaC1szBZ3DkPJbwgklAzfMVGDjHStLwr45XUblJvDJlhn3gLE8iLtHQBRxkHDetAHqtxDHPN+8sneZlKZdiEjUr0wE6HjnrnHNQC6Tz/IaCeRRG0cUSRsRjaFGfmBIyc1ofBb4M/tHftDS6l/wq7wdFeCyAF1JeatHEw5ARfmfgFQepPTpXb69+y1+1h8L7WK+1b9nzWr2Roijy6DJFfY9QqW7O4H1AoA80WC1MT/a7mV7+WQo62sWFQgNhdzE4xt5FX21iaKzggcSxsIszlCPn6ckhR0xgKM4rkZvj14XlvBpMweOe1do54L6EQvDJ0Zdm3dkdx1JFZV58cND4t7iG6a6e3EkEYaTe6hss3l5IXoRz78UAdF4z8YaJ4G8M/21e3MrQLOrCKaYZkbBIycg+g7nIr4x1X4QH9oH4r6l41+MNgbLS7q4RdK0+2TfLKqtvJZjnYuDj1ya9/8AEGu3HiCaaSZ450hP7yB3X92vy/LkY5Awceppnhi0t7/Tn1bS7Q2xhVktAZAZhnPL7mzzjgAdD2oA+iP+CZf7UHwH/Y91HUfBviTwZLpcM1u1vYyaRpyST20WdyhsngseTknOMkcV7x4t/wCCk/wV8B2d1qnwF+G+tat4ivoXD+IPFM+XRi3XaHcuMDAAKDpwRnPwr4V8PnQZrpLu8WaS5vWluBMv72Tf/CoBzgDv7Vr2pETLeW9rExCyRTtauSzkEYUDI28devFAGN+1H4/1nxL4d8T/ABD8a6e+s6rqt8lzfXl5bfaJUZGG0oq8qBkDauAFGAMV5B4D+FPhbU9Et476SI207RXklvLCvJ3bwpG0lvmycckd69z1CEG1EF9PsiibIWeTMeTxjap5IG7g9/SsjTfAemaVp32PS4oZE2lk88qojz1Y88AHPuegoAwf+Ec0y5sLjwzFo9g+m3yTpqFvLY/NJG5K5A6DHzHnGMCvpn/gjF4p+JGs/DT4jf8ABN/406rLrWj6b4dl1n4f3dleASw2yzKslvGwGeZZInULwD5o/irw/wAM6XcXUN7rtxcJxdeVaRQwl2kQrglgOo64Gf5V6h/wTR8NXN1/wUt8C3Xh3SNUY+H9A1hNfuoA7wxQTWkgj89gNqAy7AoJ+8F70Ae3/Fb9rrwH/wAE9/2Ho/20Nc8HnWvFd3K/h3wHoE+ri4tXmJLeeWADCONYZGcpg/L5QZTJuHwv8M/Hnxu+Pun6p+0B+034l1HVfFfiUSzEajxstASVggiA2QQAH5UUAZOeSa/Qv/gtt8M/hrF+zh4I0ZtFgtbXSPGT30NuqkQrD5crTLjBGTJJGwHA4NfEWivdax4UuvEPkQksqiCC5ZhJgjOPlHIAIIGOo60AeM/tA+GNT0/T9OHgXwPJJfi3CvDFBlbd3OEld88sg3MAPTkVB+yb8PPiRoFlqmlfEuMGzZUl02fyAsskwJZyQOAhzkDOc17cb1dTiSO5aVYvL+XzDtSInAbIx+WBu5FPj0uaHy4mMrtG2Ms43HrjqvCkcn6UAew/sS/tg+Kf2XfF8v23Sft2ianH/wATHTrqQpNHgj542wcEc/KeCD17199eEv2nPAfx11PTtQ+DHxu8Pyi6Ig1HwR4pgWCacN95YjxIJAAwOBNGc9PX8n7aea61B7KV1uJ5AZGDMwI/2dwGCRk9OeKuTaPDqETvAjxywSBLbziMKwP3yx65+bHJ/DNAH6V/tbfs/wDhfwf4RufiZ4T8N27QqSNU0MwhrdUYEmSI4HlbSOmMHdgAcA/K3hf9qf8AZoi1F4J/iNp2iSp8uzUFZFAHGA3Cggds96+Tvin46+NHw50LSj4G8d61LYXuoJbajpEuqTPAIXbG9Y921duQTjjBrL8ZeF7iS1fw9rHw5S7guQhmmt5A6TLIMP6YIOOc0AfcniZvhn8V9A/s3QPHOmXMIjZIzDqcckeDnHAJOM/jXEa78afgR+yX4eibXviHpt/rt9OLPQ9LivllnknY7VCgHhRk53Y4Ffnz4q/Y+TxYsx8C+N9b8OOm4GOC7ICtnIwvXjAz7ZridL/4J/8AxJs/iFpPir/hZi3mo2dys0LXluSDKrhxkuQM8etAH60+EbPVNH0+O/mdZZrqzNzNKFKkscnjHI64/CrTRX2oRfMJ4JQgEjq4dCpPrzjAxzXF/sF/Cj9tD9pbT1N3qWmaT4Xss29z4y1GyciRwwUx2sO4CdiScncEGMbwcKfpT9oOD9kX9iP4bNqfxb1PUPGvii6sd2kaDeakIJ7tiNufKh8tYbfeDmSQOVAIUuwCkA8H8T/EbwH8MbLz7zW5b29RDssrbBIYY5I7dTnJ9xXyh+118ZfFvxkdvClh4jm065uThZrNtqWiHqSc4DYHXisX4jfGG2s573XFFnYfaZHaQQM7RxMc4RQSWJGQB6968U/aF/ag+Hv7OPg9/iT8d9Mktmu7cv4T8BQXwTVfEj5wsk5Cn7Lag/elYdFYKHbCEAi/ax/ac8L/ALG/wB/4SH91fa5IPsfgXTr6Tzf7Wvgq+bqEuTlre2yH7h5DHHkBiy/kBrmuaz4n1u88SeItVuL7UNQupLm/vbuUyS3E0jF3kdm5ZmYkknkkk11n7Qn7QXxJ/ab+KF78VvihqUUl7cqsNnY2aGO00y1QnyrS2jJPlQoCcLkkks7FndmbiaACiiigAooooAdHsLqsrsqFhvKrkgeoGRk/jTaACxCqMk9AK318A+J7jw5feJJ/D0tnZ6PboLi6lhkUTyPcCMLlsgv854XA2xdM5JAMCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArr9Rhum+Cnh3VDa2zxweKdUgBJ+cnyLBwrLnleWwfqK5CustbmxufgbeW7WzC70/xbbPDPnolxbThl/O2Q0AY/jmMw+NdYhNt5JXVLgGHj5MSN8vHp0rLqW9u5b67kvbiRnklbfK7nJZzyzE+5yaioAKKKKACvQf2bf2n/AIy/sn/EKP4j/BnxQbG6ZBDqNjcR+baanbZBa3uIjxJG34Mv3kZWAYefUUAfsL+yr+1X8Lf2uNJudd+D2qWmkeJ7W1M2u/CrVZW8w5HMunSZH2iMENnHzr8u9VDKW9fs7vw/4qEU2ozNpmoW6bXhKkTW3BG0rjHryOTX4SaNrWseHNXtfEHh7Vrmwv7G4SeyvrKdopreVGDJIjqQyMpAIYEEEZFfZfwO/wCCxnjezt7Xw1+1j8PYPHlpHGsA8UWcv2XWoYsnJZh+6uiARgMqMcZZ2JzQB+r/AOzz+0x8dP2XfFUfjz4VapbyBkC3dlcp5tveW2dyxyplSATn5gQw7EV9l+Df+CmP7LHjfTotU8eXHxF+E+uOZJrtNBvJrnTZZSF+dY13ockZwYU5JBJ61+R37PX7VH7P/wAYXtbD9nP9pPTF1e8SNB4O+IUX9nXwcg7Yo5HYwzvkYIid8fjXsl38bdU8IX8Xh34y+BtTsZW3xQ3Rsy9uGyBkOBtK8dRmgD71+M/7QH7Cnx6+B2pf8J98Rbvxl44W3mt9J8X2Xgb+ydYty27y97qqxtGoG0DGCB03fMPhXw98Jr/TdTlv9e1i51W3BeOJblisbfLwWy2Rnpj1BrZ8JeJvBl7pses+HNZtSJHEjR28u8BW424zx1/Dmuqgv7md5ra8lUMzA72jHPJywG056DmgDmo/DNlDM9/M6vIspjjWJNseMY3AcFhz2GferC2w0+SO5tbaATx52M/zAnpkZz6npkmteS8aKVZ5Stv5hVModzuOMFeB2POBiqdtPY2sRSf7PvUP+8X52HGecZ4A9B1NAFmxk3yJDcwW5k2ssk32XPzDBO0YA4I7nPSr0sMEiwztEfkkwtlKduWwMs4HsTxnjiqUl+iRmOICOJXLo7RASEHg5wMAZJODj3qmuvWl0DMbyNd6srlnIdwc5AAHTIBz70AXZLUxXIiDxTNcNui2nYkaMSGc56HhehzVR5y0rwyoGh2g+U0g3MMgKx5yvOePfmlj1O0ihihurq0tYNq7Q7tkryduCQSeRz7k1x3jT4peFvDrpbaZi+vbubaUiX942OhKjGB7Z9MUAaXxa8b3/g/4eapqegLNaXBtTDC0U2zyJSp2McnDncBwO1fRH/BKn/gqt+zH8BfAb/Bj4ueFL2PxlqV019r/AIt8OaN51vfMBj/SHZgymIcAKGX5mIAJJb5Mm+CXjX4xWV14u+Kev23hHwdp0QuZrzU7xLeBYgNzSMzEBQoB+ZiO9eO+OP8Agol/wS2/Zb16XQvCWva/8Q72OQx3Vx4Ss/OgiYDPFxcyRRzLyRmIup7UAft58UP+CpH/AATd+I3wj16L4g6pb+INPtrRnPhzxB4ZmK382CqxJ5kTRh8nG7OV3ZHQ4/Mn4V61oWo+CoNX8P2pMZkdltjKWaFi5IjAJbKKDhc9hzzXzz4J/wCCxn/BOj4mXF3p3jnQfEfhRZ3AhfW9D8+3yT94/ZJJWzzySAMivaNA8JfD7xrpkfxJ/Y5+Mmj69p7D/Tf7F1COZI2xnbJGGJDYOMFQRkdKAPQ4tSvJUEy3SxocMHiixtYcYOclQT6ippblp7lJILlUMylZFXnbIANo/H5umcE15Qv7RWveGrttO+LPhOW1njl2y3CKyqVJIDAHueOhPfiu00b4l+AdURbLQfEMaPLF5sSPFhwcnkggZ5/Q0AdLBOsNjHJJIdjPlyiEsp5XHPGfw79as2s072fm2EAG2TZgbQvGCSwAyDnFZz63bW062ttcPc/aMO4tz8pcL0AOBzx6dDS2z3UkaTlZITLMQUaQZbv68c9etAFyUS+exEPyMonlt/vBCBhiCR3Bzj2qKxvoVcJc3xdUuCpEYX5oycKwGe3Tj34qwLm5S6ezeCRy3DtbyfcYD0PUcfgahYw6eJfPvE8vzA8cpOCuScjkY/CgCWSz06ad7yDzGZ5GUTwSklh/EGUjnrwce1ZHjPR7u40lY9J0SxuLiTA2XSfu1GQN5XI4A5496peMPit8PPCKhNV1ezhmgO+VpZh0IHzAY6H5vbIrzFP2lPFvxH1n+wPgH4CvtbvbpnS2ntrcrDEeVyxDbduOc8UAfW/jn/gqb+0J8PfhJZ+Abrx1o/hi00+yFqsvhrSY4bjy1G0BAxYrgAHdHtb3ya+Rrr4tfFz9pPU9U8RaZ4evb7Ro/OuPEXj7xbqJjtLcRjc0080pHQDOWbjvXjH7R/x+/Zv/AGRPEMmtftP+Mh8UfiZbjFv8NPDN6PsmmP1H2+7O5YxwAYwHlG5Ts2ncPg79rP8A4KE/tJftg3TaX488Sw6P4TimD6b4D8MRGz0izAxt/cqSZ3BGRJM0jgsdpUHaAD62/ae/4KcfA74CarfaT+zBeW/xL8efZntX+IGq2r/2No7hijfY7aTi9kABKysBDnYy+cpIr88viH8RPHPxZ8a6j8RviV4qvdb1zVrjztR1PUJjJLM+ABknoAoCqowFVQoAAAGNRQAUUUUAFFFFABRRRQBe8MtbJ4k097ycRQi+iMspXOxd4ycd8Cu4trfRtN/Zm1fVNH1i8mudR8W2FpewTw7ESNILqUFcEhiWC5OegHArg9D1e40DV7fWrNEM9rKJYPMQMFccqxB4ODg4PBxXdeMfHWu6t+zz4a8NalHAkZ8TajOoitFiLpHDarG2FABG6Wdcgfw46g0Aed0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFKql2CAjJOBk4H5mkIwcUAFFFFADojGJFMyMyBhvVWwSO4BwcfXBrSju/BQixL4f1Rn/ALy6xGB+X2c/zrLooAsX0mlyMP7Ns7iIdxPcrJ/JFqxB4intvDNz4XhsbYR3d3FPPclWMp8sOFQZbaF/eE8Lu6c4yDn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What is the organ on the top of the body in this image?
Colon
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Does the rectum appear in this picture?
No
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Is there a liver in the image?
Yes
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Which is the biggest in this image,small bowel,left kidney or liver?
Liver
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How many existing heart in this image?
0