Datasets:
Imran1
/
medvqa_dataset

Dataset card Data Studio Files Community
image
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"
Where is the brain edema located?
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, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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What is the color of abnormality in this image?
Gray
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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 an MRI?
Yes
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"
What is the mr weighting in this image?
T1
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"
In what plane is this image scanned?
Transverse Plane
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"
Which part of the human body is the organ located in the image?
Head
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"
Where is the brain non-enhancing tumor?
Lower Right Lobe
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Is this a study of the head?
Yes
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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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"
What kind of symptoms will the disease on the lower 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 used to take this image?
MRI
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"
Which kind of weighting is this image generated with, t1 or t2?
T1
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"
Is this a transverse section?
Yes
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Which part of the body does this image belong to?
Head
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"
Where is the brain tumor?
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XsPmWcsSiN5Gxkopy+fUYrp7m11KC5F3ekom/KKSDv+gOOK19Ns4fFGj2/ga2vYxc6jFO7tPgIgHHlgcgEjoaAPy6/a01G51HxhoLXGoC5EXhlI433Z2qLy6O0+hyT+deVV7h+1r8NJPAupajpd1pyG60vWzD50cZBjt33sAcfw7ivXoTxjcc+H0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfQP/AATP+Hd343/am0nW7m2d9F8NRtqmu7kbyXhjIKxSMOBufaQD1Ke2R+it9qWp+Jdfv9bv2A/tW9edFQD9yHOQoA7AYGa+Y/8Aglv8O9W8DfAnxZ8Tjq+s2c/j8P4e/s37WgsLvTYpLe4a4aILuMwljaNHLDCPKAvz5r6U0nzNJZVEWQuAy4yWA4HNAD4/D0mnXkjEsVlQEMnIJB6njj866DRLSGzuBcxWfJABC5OW9vao7TU7UKr/AGrCYwQ3GTnNdDYzxFUkKIV2AtsHT/GgDWi3RhZbfJ24YEucA+lSax4it9Dja41RSE+0RgMqjCq44Jz2zUKKJIlKDr3GcAVzfxrvFtPBerXBC86RuUEnhomz0xgfnQBr+ONAutb0S6Wwv2iZoiQRyNwOQePpVr4beK9Z8QQHGo3Vr57rmKGUqUdRtyuPXFZnwp8Rr4x8CabqBXzGltkLBj97irmh6Xa6FevPaSmMNK2I8cfMeef8KAPWPiR4b01PCpuLzSrq+uNWtRFAsbkiaVeoZsYT65rx/wANPf2OszQX2ntZxOm0W8D4VQOOp+99a9v8J/HmPTfCx8JeJ/Dllq1qrCS3aQFHhcdGBHevMPij8QbzxV4jkvdTtSFwVtkVQNqdulAHFeIrm71C7ZNmdjkRl+VUDuR3rNi8iW2Ub0QlSNoQg4H9PrWzHbhpVjZFdiGYAjOMj1rIazt40+dGDKegbnOemO4oASDQbnUngt4bryIl5k3AYy3p7VV1m31qykSx0ySF2VhGWnG4MM9BitTTrie0R0eIvtB2OxwVHYc1ce+nMYm8ldsanc5UfOfTpQBz19o3kw/2jrcIRkUqkG7lie9Yl5DdQQJqttbCNYX6I3O7tiugazuvEEhvbxwYsjyouRwD0HXBqnrcMMiJbpKrC4BJVIziIZ43EHk0AfHP7QX/AAlWj+On+IlnYadfahFDcTPo2t24nTUUjU5R4ekqMp2lDywJA618YXNtcWdxJaXcDxSxOUlikUqyMDggg8gg8Yr9B/27PDeir8MdD8V26NFf6brzW09yR8skUoI59RXwF4k3jxFfiRiW+2y7iepO80AUqKKKACiiigAooooAKKKKACiiigAooooA/Ur4D6Hc/DL9mH4YeCYtXTUbiXwjDrNxKY9pj/tBmu44uWJzHFKiZzyEBwM4Hpegw6hcaZJJfDLFUELgZOc8nI7VxHhPQbPRtHstP0jVtSu9M03R9PsdMbUSjSxW9vaRQRxsY1QMQiDJwATnAHSuz8La/HaqsVxKrgnAjCgY59ulABrlnf6PDDaQh5hPOMnH3F7nOOa7Hw/cie282GVDnJVW5yQMDHSmWQsNWtVdWRPlPGOh71chs3tLUGBSTtB/dKSAPr60AW9N2MxNxnPYAYyO9c/8eLhW+HeqyRwxuq2UgBd/uk8cetbfn+aiywxvlWON3Tb35FZfxFsDrHgnULRIlljMGWBfJJPagDk/2W7m8t/AkEVxJ8oixGjMAFHavQL/AMR6bFfDTZ70xSFkdj5e5QpOAOPU1wn7PnhrUbLTFW5ICByy5U54PArs/HOl3cESa1pMaNPAjJh0GGQjIx7g9KAOg0qWSYLbyO25S3GOuD1o8R2nmW7SzgySIwYFV7e3rWZ4ZfWLbRNMvr9XZ7y33SPJ03g84/8Ar1uz2sd7as4G4g5OwZ69aAMCHRVa9M08w5TYFU8gdefSs278K3Uruq24WMHcCjnJP+FdTpd3YvIqi0WM2/EhPzGQnufT6VBqUyGbBUp5mWGDyRigDDsvDyrJvnzgsN7yHqAO3pU8+mQRWzIvCsdyZOcj1FXhFNMSGUgIoMZOR/SmXjnZ5qqCVzgHgH2zQBgXbJbukMfyrnD8D5j9P61hmOae12yK6BdwZgpYKD06V0VzpbOxurg+WTgff4Jz+dZWr+dbQFrO0Vh5YWU4A6Z7AZNAHnPxn8HWHxA+A/jjwXJpC3stjoTarayMwBRrch2KA8tgdhzX5ZeOrBYNa/teK9tpotWV72AW2/ESPLIAjb1B3DaemRgjnrj9fvAuu2ek/Ei11XxHas+m3dnd2d7B5YG6KW3ZGHPGO9fkH8QsWniu90CEJ5Gk3lxZ2pQdY1uJWBP4sfwxQBiUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+tfwy8ZN498PaR42vbW1hTW/DGlajd29jGyQwTz2UTzJGGLEKshYAEkgAZJ6109p4E024uZpNLvLe4juHTzo3cq2QegZTkZ9q+fv2Zvirb/FbwH4d1Kwzbmy0SCyvrayWCCLz7eMRvmKLiPOAwQBfkZSFUEAe1aTo+rTzvLZtsUMDHtYqT9T3oA9E0bw2mm2okJRAuVEJZ2APcDPLfU1q2Ett5DqBhyQoCSbd34DiuO8Ja7rf9rPo+ozl12gLu5IP1rqWl06SJljukQfdEhOSW+lAFhIRDLG7wKBIMOmQBn14q6dKRrJw8YYuCpZug98dq5jRtcZ799Iv5Q5SPeu47do+prrtPXFuyxzncwBLSAFcenXP40ALomlafZwgQxIp2jDBslh2GB0qtq0kdrEGuZwqnlT53zZzjGMelXri5ttKtmudQv4ggzhdnJXt06muU1/xXZazNEbe3cJb7lWcEYK7Tnr3oA6nxB4o8ON8IfCGl6fqkU2sWF7fjU7O3Id47fcPKd8fdznjPWrFg4utPEgV/lAKDPJJxjgV534S8MeG7DWZdR05GM8yRrfxtGAoAClSpB5zk5rvLfXdItk/dXaqWUbYyOPzoAbDbCDUw2RiVcOgHVs9arahaYuZFVygDgnI4/AVtzWlpHsmtdnKqV3HtWffK10JIreYnecHbnt2oAp2rTKhukK9SpXH+NRXDI8cglZQCu/y2GAPx9aupEqwLbqqsFXdIGwCDWJ4qtLtlzBebEIyzhc/hj60AJeahY25OJI2C9QRkha5TV/ERbzGWXpt8pVXBbk/55qpcazhhb3ihZ41IkUDr/tc1Ru7nUZpETTovmLDazxg4PQde/vQAlrZar4p8SQaWslpauLeZiNTnMS4WJjywDYJ6AY61+S/xX0+TSfil4l0qUYa21+8iYbs8rO469+lfqzdaxpPgrV21bX9SW2stOs5rzXL+WKSXybaJGmncqgZ32xoxwoJPQA9K/J74ga5p3ibx5rfiTR0u1tNQ1e5ubVb+dpZxHJKzqJHd3Z3wRuZmYk5JYnmgDIooooAKKKKACiiigAooooAKKKKACiiigD2X9jn9oNvhD4zHhnxDeomg6tcK00txMwSynCkLKByoDfKjkgcBCWATB/RLwP4gkZ4jPdxyW0iDcQCAvoevNfkRX2/+w38c1+InggeDfE3iBpdd0lthWSYedPb5GyY5AyBu8skFjlQzHMgyAfXlvqXh2z1MvFqKGWRzhMd/qf6V1enz6eljmNxkfdCntXiUuqWPhyU3t5C8s7MAiMCzcHg+1dfp+v3N/YSXdvO+1VBGRgD296AO+0nSLeK6bUm8vdIPlbnOOpHNbdjd2jqLgYYHO3C8Y/KuP0LXNTntlc229AQRGvUeuK6eAwi3JIaPjCnOcfkaAMH4jXVztaGHcQ0GQFOCv51yXhaC3sNOQW07QxBtxZlJ3MeWyc45rp/HGsadpMf2zVg6AqIhIvzA5PykjmsOVIFhcaK0kEe3li2Q57+2M0AN+HPjLWLgz6j4gsUSKK8dLcxY3EHoDk810V/qaXlxDcRmQIo3SBFxtPvziuJ+GSXGmT3l5qUH2mS4vS1zEsWRERwB7ZFeh6Romia0hESNbgtllznn2oA66K4VbG3uIifLaAbWGOV71TnZJC0iqNpT5S3Gw+1TslrblIbfdxANqr/AAjuCKjuHRBiSMyho8Hjv6Ee1AGfqPiK2gCpJfADOERhySOoqtc3mn3S+Yj+YJQdwZSfyp09lbtKZbqH5EUkSDHLHscjrWJqXirTtOuBaSbNqsGKodpP/wBagCtqvhvRLhvMuYXUxtxk8A/41ia/qTWavDp8RCoOZRHuZsdwa0tc8X/atNe5sMMySDdu4Zc9fr9a4Px94pbSfCGteIb+xvbmDStKub++XTI/MmFvBE0spRSQCVjVmySAAMkgAmgD5h/4KTfGzVdJ0Gx+Eej6paE+Jbb7X4hiNoXl+zxTIbcLIw2qGmikLbPnzbqCVViH+M66/wCOXxf1j43/ABDufG+pWjWkHkx22l6Z9redbG1jXakQZ+pPzSOVCq0kkjhV3YHIUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFX/C/ifX/BfiC08U+FtVlstQsZhJa3MJ5RvoeCCCQVIIIJBBBIqhRQB9rfs3ftAfE39qjxPN4c0vwddPPoWlNq/iNNNPmK1lHJBFJKoJ3KPMnX5Pmwv8Rr6e8L+N9O1CwWPwzbfaUD7AydNvua/J7wb4z8V/D3xNaeMvBHiC60vVLFy1rfWcpR0ypVhkdVZWZWU5DKxUggkV91/sm/tg+BfHHh2DwwIo9P8VFJGuNLyVWfaAWkgduHByW8vJkUK+QypvIB9bW/iG00fTEjvo41vJMKIwob5T6mr03iOC3s1HA8xhjB6D6V5r4a0bxTrWojxD4hv447dGBECtuLem4rxx6CpvGnidULt55j8hlKl14Iz6HtQB32vzW89rG01srKEJYMRjmsO4S1sbVpbSAKGjywxjHp+FS6froXw1DcbN7OuQWIxt65PpRp+n3nj/xdpPw50eJnuNWlWO3VQSoViPn452gdTQBl+CYGW2mkeQxtcTtOxOflGcAZHU+1d54Vto7cNclHjU9Q/OffHUVtftQ/BG2/Zq+NE/gq91WO+tTb28tncpEY49zRDK4PIANcNLeajJP/AKdO0Ue35CBgP6AetAHU6r4hjtLczWkYkCfM4cnIJOMdfxrPv9evLvQZZLcSq8RKho3B59qxNda8TwxMLRlklYgDB5HfJ9Kj8M65CNIjjnCMzS4kAJABxzQBDpHjW9ktgbmPZhC7oTkhwccnp0rI13VLXUNVhuIhGskmSqsR82OvFaN5ceHrjUWhjmeKNVJmA+4v+NYXizXvBfhmzl8R6vfxQQWkDSzajqUypHEgHJGegx2oAq+ItQtfC+nXOualq0Vrb2sLXF1dSyDZDGvLOxPAUCvhz9rf9sXxJ4h8Sy+G/hH46ubSya0uLe81XQ9Smge6trmCS3ns2MbKHhlhkdZUJZZFfYQAGDV/22P2tdZ+JGvN4A+HXi9x4YSIPdtZy7WvpWBBWR0OGjCkYQfLljuyQAvzrQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUthf32lX0OqaXey21zbSrLb3FvIUkikUgq6sOVYEAgjkEVFRQB9ofsm/8ABQnTr62Pgn9obxBHY3isf7O8Ri12w3BdgBFcLEoWIru4kACbR820ruf6Us9b8MeNoYNS8OeNfD2sWUsGxJtO1aOXzFyVIyDzhgR7EGvybooA/YzRfGvwH8AwTaV8SPjt4L0S9tFEb6DqfiyzjuRlQ6GSNn3opBU4xyCMda+O/wBuT/goP4kPxWm0n9lv4rz2L2kttNf+PPBs13pNxJdxLPG9tZywzrustskRJMal5oSykoEZ/jeigD3z4Tf8FDP2kdJ+NGm+Pfjr8cfGfjrSJrhbfxJa+KdcuNYllsnZVmeEXc3y3CoN0bh1+ZQrEozq36DeDPiz4X/aW+HFp8VPggLmXw7Z3K2N814hWe1u1hile3kRwu5lWaPJjLpkna7YzX4+1veF/ir8UPA+ntpHgv4ka/o9o85ne10vWJ7eNpSoUuVjYAsQqjPXCgdqAP10sJtRtzNJqaiOPbkhAU3DtuJzTfC3iP4FWiapqfxf+LD6Db2GlT3VnOlp58bzRqSI3II2AjPzHgdTX5aa/wDtb/tKeJvDdt4T1j4y629nalTF5VwIpm2qVG+ZAJJODzvY5PJyRmvOqAPuX4u/8FUPhzb2s9t8F/h/qV9qCSPHBqOv7Y7fbhgJVjRi7DdtIVthKnkqRivl74q/tQ/Fr4v25tPEurpbxSSM9xHp5kjE+4Y2tudvlAJ+UYB3cg4GPO6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
Is this a study of the head?
Yes
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Is this image normal?
No
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"
How much damage will be caused to the body taking such an image?
None
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27iqsnxA1nw/8QdP8B6ZpkADQvJqBjBLR7P4WYcAkdhXmOq/tJ+MdT8f3Hw10LT4IZS23zVj2KqY4ORksfc16B8MNA0jwtDNrvin/AEi7eArKv2g4ZmOcjBGD60Ae4eD/AIc/Cj4r2Vt4K8RIttLqIdLbUZbUSN844BBxhVPQ15b8Rv2AZP2d/Gj654g8RrcaZY2LyfayF/eStwqBB1PQ8ZrWtvHmp28EWuoURoAoiVVDBQOgFeZfEj4geJNfnlfxBqN9cwLKZIYnuGKQg9dqk8D6UAc74ll1CaBoE1aXdHHsWQHDbT/C3qPauVuryCOCSeWRljRMBUXqRxge9a2qXN1JZSXUSgjbuiZwcMB245ri7q51DSnk1DVdRluLm9bFjYhAqxlu0YA6AcknmgBdX8MXVrqtn4q8OatJaXNvsuYJI324ZPm2ms7/AIKvfCXwb+1F+wTb/tMafa3d34r8C63Ha6rqd1bQG4SC6MrraCYLv+yiaWSUIx2rJLIwxuOe30qKP+xY4VtgZm4ijKgnPvnoKoanqeq6v+z58Sv2b7yygu08XaAF09Ain/ToGMkZVupJGRigD8X9R0zUtHvH07V9PntbiPHmQXMRR1yARlWAIyCD9DUFe3/E3wBqPxdv9Ou9MVxr39kPA9p5MjyXNzbq2bYIoZjKxUqgAO52VTwdy+IUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfp9/wAEtde8B2Gvv+1R4n8L2NxB8NPC1hpvgDw7NCTa3fiW8tg8tw45GyBWLDrzgHpXqkGlX2raU2r6tdA3FzcSztOAOXZixbHpknisT4K/CzwH8Gv2UvhB8O/DGpJc3Wq+B7Xxbr87ON5vtWRZ0TAGMRQlUHGePXmuv02JIFk+0OhiIwiIMkUAYuk+N9fudM/s6bQgxjUqJBcbUGATjkZycfrVj4X3V18QNEi8Qanb/ZJ3R9saucD5ivJxz0rM1nxXpXh6zufsN+jvNfpbyggcM5x09hxXUeCPCctjaLpWkb3ZHPlOeCoJycnvQB6RoUL2mnQxBSzKRHuPHOOvrWppimK5+0NGVeNfkK8Dd6+pqlo1vts4bi6nDFeZMkbuOpFX0uYTElwgB35Klwfu+xFAGrBBDeWMtvdSDbJE37zHQ49K5PwdYXGm2l9ol5dxwmIgwyyfKGkJO3Hrmtu71TfZgiJcSAhCfmYevPejQdf0qw1K0bxNoSalZ5BmilHyOo9RjPHbBFAHkPwQ0J7Txr4kj8TKP7T0/VXWRieUUnKgH0r2u2tpLzkLuCsc5Hb245/Cs3W9K8I3+tjXPD1oqW7WoWNvJMcj/Pkb8kkkdBk9BW1DPFDH59soMijO4nhD6D3oAZcWrWyxQrJyobO0k7h2PpXLeJ9EiutGkjggJYkb2z0Gfzrq9VuXZxJGXViedp4J78VlSWi3ZlE0ojUgq2OC3rmgDy9IzZhZVAkBlMZAH3fes2+srMatJqzW5NwyEK8hOVTvgdBmuv1Dw4bHUJYsiNDJvTc/Qf1rI8VvpVlp8sUNl5khQkXG7IAI9DQBkafHqepajc6bpE7RGG32XEyYB8thyAT0FVNd0qw+xraS3WzykBjLMQ3HIIwevGM+9J4Tt7yeC/u9QmEUVxNG6nAU7AMAEdQKXxCoLiV5GePiOGNiO/8AFjvj2oA+Pf2wvhCv7NHx70X4j+FLmSXwj4zVNd8OXrE/6POGAuYG6/OjjJHvXyr+0Rc65qHx58Zaz4jjnF5qXiW9v5HuYyjTC4maZZcEcq6yK4PQqwI4Ir9Gf2ufDlr8R/2dtV8FahZAy6TcnVtDuGUf6PKoxLGPRZF5I6ZFfAn7TPxEuPiNF4Bur0J5+l+AotOmZMZYx6hfFScd9rKPoBQB5fRRRQAUUUUAFFFFABRRRQAUUUUAFX/C3hnXPGvifTfBvhiwN1qWr38Nlp1sJFQzTyuEjTcxCjLMBkkAZ5IqhXX/ALPj+V8e/BEm/bt8X6Yd3p/pUfNAH6kfDfQtL0bwpoXgH+zJY77w14a03R9WvFV3We5s7OK1leMkBhEZUcoSFO3B2jpXSLoKq22xuGZTJuDFuM5wc8k1R0rSRf6fdRaffPHeMGBDKMj5jkjjrmr/AId1bUNKgOm62kheIYedRu3gd6AOU8feC4bP/ia3GhLeRShPJntgd8Dq275xgkj6c10Gjt8SdQsLXVLOwi0iLrKZVLyv6MqZwgPvzXaaRqcLJ5ltGs6ytv2J1PHcH0rRt4YNQgdrUxAuVLhAefbaO9AHQ+EtQup/DoN+Q0nCrKUA6jBwBwTVSTXb241QrAp2jKIN2doBxT/DOnXFlDJFcOUjZyBk4KjPUAehqZNEnF3K5uE4ztYc7vfPrntQBLayGWEySkoELYwPvH3FVdSZygjYlCgzGvTPpUlxe/ZgwlQFmQKwJJJ/Hj86zRY3niEXNvpBP26OBmggGWZgOSQB6DrQBt6fLdG1itZNpI5JHzZz2yO/tVqS+NtMxkV8dweRTL7w54x8G6Tpmr+JNAlht9VsVuLC5lhI85OhZf73NQC+huXCXMe1hwAi+vqO1ADbrWryyy0UuQcsAWP9DV+0vbG+jikimJV2w27+EjsRmqMlnbSjzWtyFBKoA/XnvRZQyQeYi7VLD5wQOPc470AVfF95FCrxyyqRIGJbAHXtxXkHxGt5/ElpD4R0rW47e5nuInQZ+Yxo2WGPpxXpXjWzm1K7ijjt3WJVGCo64rPXw9Z20jXkkEZu9uI3MfzbfQHGf1oAp3dr9is3tkClTucBQAduBx16VjCyvdZeJWmUJEP9WozhT16d6sXLa/rPiOSzSSS3sYoMFh/y2YnlTjoBSX+sxaRNJbWCrCdo3Tqq7iQeQBigDh/jjDaWXw51d2JG3TJlZSm4spUjP+OK/PLxzp3h2z/ZZ1KzfQbJtXsPiNYxxat9iQXC2ktjev5AlI3iMuA+zO3IBxkCv0g1rwZrfxz0+f4Z6EWin1aKS3juGQbUZ0bGeOACOvvX5pfG2bUtJ8Iar4L1AGK40/xHZQanCCMG5ghvYi2Ppn86APIqKKKACiiigAooooAKKKKACiiigArR8HeIZPCPi7SvFkVv5z6XqUF2sW/bvMciuFzg4ztxnBrOooA/YfwxIz3R1q6v1gU3TSsjMcjODgAV3Wi6r4f1KBGukAaQEOzx5PsQe1fPX7Kfjibx98BfDHidtQumebSIre7mvW3PJNb5t5ZGOWyWeJm3E5IYE4JIHod78RoPD9uSmmXVz8x82S3tjJ5f0x0oA9VsdH8OXMKrbMJN3DAqAPY+prS0LQW0hkEs7FEU/wDLQsDz0FeZeGvF0mqrb6pbRzRxnblZIGVlGepB/lXqEt8q2C8kh2jIHTGevSgCfxLreieGfD11rer3kUMNvbNJ5lxcrGoxzjkgn8M1HpPjrw5q2maPf+HtWtb211fTftPmQrt8lieUOeSR61yXwM+BGpftWfGjWr/xX8Pdb1TSLWd9P0R9HktpPsLRrl5pIZmG/nkDHNeY+BfD/wAZ/CX7ZOvfDvVPENrrVloB+z6hqMVun2dYcZiVRHhEk7Mgzg0AfUk3g7wZrGnG/g+JtnG+4G4t3t5RJGvsNvznPocV4x8cb++0i9mu/BHiXW4dMQC3fxHp0LRPCXIXDIpLBSxxjOSO1ejf2fL5b3F9tUKSG2L1HUcDGK4HxtoKeN/C+o6ZcRoyMyvGdmCGR8rnGMn09KAOw+KsPjXwx8KvDHjfxl4oufM8MWTrdW974hk+yRWpT955MLny2BADtghlxmm+Adah+JnhVvF3hhJNQtbe48q4vbKMmNZP7p4B4xzkdutct4g/ahvPGf7NNh+w54ptp7PXNd8bxW1zrNrosIgfSZQBK7yyMzmQAFflCjFdL4i1vw98MfiNffDj4NTJYaRYjEBtRtL26xiJAcYBB5Y8dTQBvWT3EkyvlSYlGSeAf6VduZtro00EcZydpVep9vesSPStSl0iJllzGyZHJGTj/Jrrfhn8ONa1TSF8Ya7axvpZjP2e+uLtY42YddhYjfgdcdKAOavEgmlWYrkJ0zwR6/8A6q5290m6v7ol5hGiHgk9R7c11XiAp9onNmsbISNsiOCD6Hgnis6WaOWLyjApKck5Iwe+PWgDn9R0/wCy2DW0M+cguSP4fXNcZr+iandK15aTrHkrGZWIzz1IHc1rfEjxFfwW7xaLBvcOsccRj4fnkk/SsSd9UmiCzNuDE7TjAI9fwoAu/CrxjqHwg+IGn+KdKu5Z7fTroGSOf5hIpYBuOh4zxXwZ+0pc/B/X9W+NnirxlpWuw2F145jbwxJoKwbk1d7a+aBLnzelrgSbwnz5C4719ga34ls/B1je+IvEE/lWun2sl1PMzgIkcYJyxPRc1+afxO+POoeMNB13wLZWFo2maz4vTX5r2SFxc+fHHcQoinftERS4YkFN24DkAEEA86ooooAKKKKACiiigAooooAKKKKACiiigD7E/wCCanxr0c6Le/BHxHq/l3cN697oaXNyx86F0HnwxqRhdjR+btBy3myNt+VjX2Roi+E44naWBpFJJ+ZyqyHtx39K/ITwn4s8R+BfEdn4u8I6vNYajYTeZa3UJGUOMEEHhlIJUqQQwJBBBIr9Kf2Vf2i/C/7RPw7tdams7a31jTrUW+s6LY8LbzBjtdd3zbJVG9euDuTcxQmgD6B06/8ABttbRXUmnohHGxuSK6PTtQsNSTNoqviQFYsAEY9a8rv5HmtGjhlSHdHyjsSVA/wpnw/8S63Hfx21xOqzmQ7QQfnUHGT6fSgDsNL074g+CPGlz4j+F/i1tNS8cyu63TbopWBDHaCB06VNoqaN8NNFlksI3kuZ5ZJr28di8lxKTksxP3mJNaNxoyCQ3cM/lvtOxC2Rz1HFZmkabbXU7pczL5ytumE7b8jPBA7CgDWuvEup6zZpA0LpH5YaUyDacn+WKoJf6Lpuuz6dHNPtuJI9jXMe0ycgHaASPU1ctZBDfSQTW0ca45dHHP0zWfew2mpr9maEyLKCGAyGBHQg/wCFAHtXhOHwZf8AwUfUdQ+GljqFx/wjd6+jarb2oElncpJ1lcjGWGQBwa8Rm8Fa3N4js/F0MG+MWlxZ6gzDbtMZypGcbuq8jPf0rvPAnxc1n4dfAvVfgdoVzfxWmo66l8k4vmIEezDxFP4stzk1h+HLmCXVbrxBqN5I1xpsQTS7aYbjKXGJJcHog6cUAb2japLrXg5EtigkgGJo3B47Ag9zivHP2mE8F6J4T0/xDYWeu2uq2LrBo9vY3ebK3BYmVijcjf1471291NqUN1LfeHiLf7RgG1jYsAe59s1nX2gWnxC05fDPizS7jDyGOWNyArbTlShHOPXOKANP4YXevXXw+sb/AMS6rJdXU8W6QyoNxX+HOPQVqeItft9ItwYY/MJiLLETgkYosrDTdLtrOw0cukcMGEjYDtx65rhvHupGLxG920z4RflwpIAx2wM59ulAEGt+OYWuIorrScSTNiMxAtjHXdgYX8aydQ8Ty3Ur2yREAIGWOPOOvar2l+JtMuNPN/LpKq8qk78EBm9CD0NcX8SPiVo3gXwyNV1uJIfOldbQK6oJSiGSQ7iQqKqAs7EgKoJOKAPnz/go5+0G/hbwZH8G9BvXTUfEUSz6koiOItPDOoXJwN0kinjnCo2cZUn4cruf2jfijrvxc+Leq+JteubWYw3ElpaPZSb4jBHI4j2tkhhg5yODnI61w1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXov7L3x6l/Z2+KUfjdtGF9aXNm1lqUKnEggd0cvHkgb1aNSA3DAFcrncvnVFAH6x+APH2hfEvwpZ+OvDGuRXWmXiGWOQAFWGcFSDyCCCCDyCCDyK7PwJpsOr+IR4giG5Il2Rlj7c4B6CvzH/AGdP2u/GnwQtk8Gagn9peF57sPc2bDM9qpJ3m3YsAuSQxRvlJBxsLs1foF8Bf2iPAXxi8PjW/APiGGS1hs1a8sZNq3FmWBAWaMElDlWGeVbaSpYYJAPaofFVlqF5/Zxl+WNyUlbG1Wx+tV7qF4NVjvVXdgHew7iuY8BxGOze+v5cxzMXXMeMKTwcda6m21O18nCwt5SHEZIyT7mgBNW0tdQtjLEnzBd0PzHIPbGO/tTdKsNSs9NNzq1qrSElEKN90denUZqaO5sQjXQYCJW2jb/C1Zmu65c6VaC7tHWZXbKIXKoR1JoAv6Xd3F1cXTW6NI9vKqBMZPTNRaXqFpc6lLe+cHKgQ+UzCQcHJUE/dOfQ1l/D2PWH8MJdapp6w3V5cy3VwfmXzVdsI3PbHStpLK3gn81BHGifNhVAHv0oAtvcwWUEl65MSkZQGQZH5cZqexAkmTW7iUtH5WEXJG704Hese+sk8SzJ8kht4W3JGHIVz1zgdhVs6pYx3iWU9wreWAV2/wAPt9aALd74jt4ZYYrqbBnJ5Cn5FHABx2rn/F2uJbymxhgikVMNJMy525GcDFU/GN2JjIVjt3JYeWS7Ak9iAKy21PTtQ01n1J5o5AjRySQSbfM46HPHA79qAM/VNa02ex+1G8jCKrSSuXCrHGvVyfQV+eH7d/7QUHxn+I1roPhnUDJ4f8PwNDZRc8zF28yQ9iThfp0PIwPTP28f2qmtLAfBX4bapNFHJErahfQxKqzRbnUIrg7sgrycYOc5zXx9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXQfDH4oeNPhD4tg8aeBdXa1u4lMcqHJjuYiRuhlXPzo2BkdiAQQygjn6KAPt/4U/wDBVLwfPp1vo3xS8D6hpV0iQwnU9IlFzbuTxLI8TbHhReCAplbBI6gbvpb4a/Gv4cfEbw5N4t8G+MrO8t5UHMNwCYyVDbHB5jcBgSjAEZ5Ar8iq2vBvxG8efD3UIdT8FeLb/TZYLlZ0W2uCI2dSCCyfdccAEMCCOCCOKAP160HxrZX0x0iORJIpIfMlfzQSCDgAAdzmvpn9iz9kO5+MXimx8RfFvR418GwTvb3kF8xh8yQxcIzHBVQDuJ9q/E/x3/wUp/ah8ZeGD4V0bWNH8KxzAfbr7wlo6Wd7dFZI5EY3WWmiKtGOYXj3BmVtynFdpqf/AAW3/wCCkesfsqj9k3VP2htSn086o11J40klkPieWBpPNNk+qb/OeHzfm3EmbZ+4837OBAAD9P8A40aLDD8XLzw1BdPDpekWItrCZE+U28MjLGxP8Q29D3xXFoNNMaRCYSxrIHAcEO2M4J/wr88P2YP+CmPxD8HXUfg/4++I9U8QabeXiiXxNfXslzfWkZDf60tue5RWIIyd6LuA3gRxr9VRftV/s2TaSuuab8dfDrfaIVljhn1mOOQhlB+ZHYOjc8qwBB4IBoA9f17VbizQT2qBRIQMKNo6cnis3TdRWQXF1cAOyEYyuQW7Gvn5v+ClH7L9rpEzX3i+/vJIY3dLex0i4DT4GVjUyoqqWPGSQOeSBzXhX7Q//BTLXviH4bk8MfCaxvNCgmDRvJJCsUqxsjAsrxSkiQHaQ3bn2oA+u/in8fPhf8NXNp408ZaTpt75QljsLvUIo7iRCxXcI2YHaSrAN04PpXyF+0N/wUTufEUc3hP4VeH/ALPAlw8N1e3sm8TRqSAY/KccMec5HA6HPHzBrviPxD4ovv7T8Ta9e6jc7An2i/unmfbknG5yTjJJx7mqVAFnV9X1PXtSm1fWL17i5nbdLLIeT2H0AAAAHAAAHAqtRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z"
What type of medical image is this?
MRI
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"
Is this a T1 weighted or T2 weighted MRI image?
T1
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"
Is this a coronal plane?
No
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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?
Upper Left Lobe
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"
What is the organ system visualized?
Head
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"
Is/Are there abnormalities in the patient's left brain lobe?
Yes
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"
Is the tumor enhancing?
Yes
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How to prevent the occurrence of the disease on the upper left lobe of brain in this image?
Pay attention to dietary hygiene, strengthen physical fitness and avoid brain trauma
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"
What modality is used to take this image?
MRI
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yEqPcKBzj6UAaA0Se58OLa2+pRxyFkIjExjWQEjceFGD6cV5H4a/bn+F9n+0fr3wP1dWgubF9kV/cyLIWkwOo4IwfXNfQlo8ieGZtRtXt3KpuiULyhI4IB5BBr8lv+CoXjT4TfDL48p8TNXnitNcvnzf+XcRxmRQQBKcFdrDHPOcUAfqh8U/Dvhn4ifDuKC9W2vBcSrPKIF3JgcgYOc8+2a+fvgd+xZ8MrfxlLLbeDrCSefUmnZDaDklsk5VmOc9e1eNfsVftt+Jf+Ecgm07xdeatpxZHe2uLnzAqjuDkgDHevVP2vv28j8C/DVze6Drdpo1p9iXzr5NqyEyDeVXO3PBoA9P/AG4P2pfh3+xn4NVvE+k79XEBWw0G3iCPtxhWZhjCD35rz79ir9pjWP2pfhlefFDUtLWwEepG0MFuCIyFXcp3Hk8EZx+dfhJ+05+2L8ZP2y/ivdeEfh3q942m3N4EM0aP59yxbG4Y5IweB0Oe3f8Adn/gml+zfqH7PP7FXhT4c69cyS6nFpqXGuXQlU7riUBnU99yLtXFAHoniXT746Zc+bayswBMSCFBuyvJD5Y/pXyt8bNc+JngZDqFlpkrQ7R5yxOdxbOBnACkivqTW/HOmWAuLFb/AMy4Ny0e59sTIMZ4AI7cZrnfGM2h3elyzag8bWwtTJdfbSSoPbOCRk9iDmgD82/i1+3hofhu1n/4S7wc8bKTHcGWwll2nONzfwBfU7sj0r5H/aO8X/D747SXem+CLyGbTbTTpLzVFEzRh4YmDGPBZXZSrMBtIOT24r9Kfjf8MP2SNXtm07X9Ts4pby9/0iZFWePc3OxgcgKOpyc18q+PP2XPhv4I+I9rrHgbQ9P8VG4srmztbW2uBbpfw3EbRmBpU5CBsMOe2KAPyZ8Y6Ppvh3xdqvh/RtXbULOx1Ke3tL97byTcxpIyrKY9zbCwAbbubGcZOM1m1t/EDwfrngzxFLYa9ZLA8zyyRRiZXIVZpIiDg5Uh43XBwflzjBBOJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9a/su6G9he6PrPhjTb2bzJxb6Fp8TxRtK8uGMkjsNrEQqu5ggyST3r5Kr7//AGHf2W/GOh/s7ad+0Bdj7Vrug6i2t+HdKTUVkT+z50jURSJ/CZdsjgA/LvBbDFlAB9mfCnxLous2UHw18dacto8oL2N4VXaPZiMq6E8ZwGB7V7X8KvhVrul+K/7E8W+HHubSfaIpHy8bL0XbwRn3rE/Z8sfh38Y/Cen+P/EHhiOzvYS27zLbY6hQDtIyBuU5G4dQBX0b4I8ceEDeRaV/b6zuGVIBcKweMnsxJC4PbigD0H4a+F7XSbGDQdIbyLdWYiRGwQx4IPzAE8dcV6HbaPpKzQCeFpSihYpNuQCOd7YA/nXJ6DLotqql7aKN0uf9W7qDIMYGTzz7DFdMZ51e3igSORZIcP5iR5G0dATgZ5oAu/FrxPo3hf4L3t3eagxvhIkIUxvhWY55+VsDHPWvxL/4L5aOmn2+leMpL1bs3sLQl47gbEGMg5GO3sTX7L/FDRY/FHwjv7O3vTbTWai5m3FXjcqdpj5XgnPQA1+If/Bez4l2UOm+HvAD3ETXRv7iYWojVVhjCgIQFA7+uOtAHxp+yp+178XPgV4x0+XRPE95Dpn2pfPa2iWZ4ogfnIUsA52joWFdV/wUb/ak+K/xr+P+uaZ4v1XVLbSrSYR6fpl5G0bELGoV5Ezhc8HGcAV4Z8IbOTVPiLosU2Xim1mGKaJX/eFHdUkOOBjazfia0fjl4yvPiD8YvEvji+1Wa4+06xczQTzyb5HgMpWP5ic8IQB6AAdhgA++/wDgiB8DfBviDS9Y+KWs2G67s7jyrOUKPJSTA3MzMd2/phR0r9r/ANm3Qb20+FF3ptxaKzx30jooYFJIyg29OSSep5Nflj/wQOTxFf8A7NF3NY6HAtvB4jnWbU5NGVikrIjbfNIYEhecbSQK/XPwRHpsfg2JtNmilYWnLRp5Rkfru+5k7vSgDwD9ozxncaD8XtI0G5umsdPFnGHigwBHuPzcgDqfU/hXn37YPhXxd40ksPCHgm41DStOmh80XmnuXy7j/WAyblVgPbHtXpf7T8WiWeo2XifxNaXCQ22RPD5ahlU8rk9jnoQah0D4zeF9S0W10/S9LvoAqFFe5Ktzj7/y5JFAH5n/ABl/Yg+NSQzX2ofHzxVZWLyF/MvTayHrxsdUQ9R06V886J44+PXwr/aEf4P6t490/wASQ6dpr3lvd6lb23myLHbtJEHZ+dwYcgkk9enT9H/2iP2cPiN4s1qbxh4j8fQ2mnrKT5VzqZg2Ifug7c7/AFwMGviH9of4bfBX4U+PdP8AEPh7Uoo9dudTSwe+Lu4n86NopGcsWJHzdyTQB8U/tfeFr+Dx5c+KEmnuoPNhiuJksgIYGngW6jzKjFC0jPc7V44gbGcEL4/X0P8Atjprun6Jp/hCW3ZRpdpbWurNINm6exkuYAwBwGO27j4AJwc9Aa+eKACiiigAooooAKKKKACiiigAooooAKKKKACv0V/4JhftW+P9R+HVv8OV8NS63qOnSNplhb2Wm7vOsUhjMayHbtUpkruyuQFzk5Zvzqr9lfg58GNPh8IXkfgzTINKa2iaJbfSLKKzjVXO9tiogUgtk8LigD2T9nD9rTwTdyp4U8Y+GZ9DuRO8Uwa3aDyGLbfnjJ+6f7y8Gvbte+D/APb1kviz4da9FJ8yz20lu3ykdMNg856dCfevhrxT8HfGkV3YXd3cXDi1nJt5pLyRJUbOfkkUg8d8HHtXrfwX1X9pbQdDl1LQ5G862YC2SzeXEnPW4ZVYc9iBk96APr7wf8VfiT4ZtLPw5q+g6iJw20xsMkp/e3MDjH1r3XT9Tkl0+1u7y9Fk8w8uRok+YSNgjdnoTjrXm37OXivxn49+GlvqPxC0OXT9aPEsM8SASAHk7zgnHY7RXfi/bUr+/Ikh+02sqquxzJuCj7pU9AKAF+NHj208HfDO81HUtOgdZZhHO0quwKbdzlCNoV+OpJHtX87P/BZz4i/Cv4kftg6nq3ws8Z6jrPhxtMtG0r7WqJLFIwJmjcLw2GXqDjoa/cf9vv4ta58F/wDgnz8W/ind6XPevFoot4GSRgkMk7eVDI5KYXlv0r+aLwX4C+Jnxw+KFp4b+HXha91zVdVu2SysLeJneV2JGFPXHfNAHb/sTeDbnxf8f7CW2tS0elabf6lcq+WBWK3YqAOud7Jz0/KvKLs3S3krTlldJCjl22kEHpk5ByRX7n/8E0/+CDXxE+EXwh1TxV8Y9Pg0zxf4htBH9mab97bQMpDxnb90ZPII+tflH+3n+wr8Tv2KPjnr/wANPG+it5cb+dpsyuZElt2ZsOCBz6fl1oA+/f8Ag3K+J154t+H3if4R6lq8bRabq0N9FaywoIo0lGx5Gbj5iUwWPbAr9pby10+20GGa4to+IANPZZR5LqFwQhGM/XpX8+v/AAbj+Pbzwn+17d+DSlvLL4h0dUs7WedlEkkcwbDFSMEBiQK/fT4qa7PZeL59NknhtkhkWKOSK4wirgHAYckluu7mgDwb9tPwXcfEL4bXUUtrLbahbWnmLBaAlsnsOOeOhrx/9kfWfGN5DD4V8UeAp4oNN2O2oXaPGoKnjnJHPf3r1v43/HjTvDfjOPRNMJinSbyzcm0OJ3PUHILNj+9mjSvjR4WvtMF1dX6LcBvmS3sy53r/AAKOv14/CgD5/wD2pvhP8bPjF4gntYL5rTQZWk8u7iu/LRI+/l5JIJ7t+VfBX/BQPwF8IPBfgt/BOhatdax4tVYv7NitEIuZpw65eONWdzGBnLsBk1+nXxj+Jfg2/ij0d7W6jJ5cm08tmUr0wxBx/wABNfMvjD4L/ATwtrF78WNPsFbUFidbdkk8yZnIHykn5gD6HtQB+Wf7e2qeII9a0+TW4obWfxLbxard6St1G0ljOIkimzGjNsEkibgeMmNupBx86V9Cf8FL/HGgeNv2jYhoV0kjaV4dt7G+CIQI5hLNKVzgA/JKhyMjnGcggfPdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX68fsS/tBWV78MtD8X6RfWzXuoaDFHqdvaSHy4p0A8wAZIHzMRgnIxjnFfkPX27+wV8LfGeqfDHRPEmleJr23sr6S5VNPt4RIJ5VnlUsQ6sFACjpgk0Afrt8Pr34c+JdGR/E62sTH9453kCNSuB93I5PpXr/wufw3Y2Xm+DILeXTes0qIW83jgsc5OO1fm74D0z4z3OuTeFPDU8axDYQSWiZ+csxWJjhRjuFr7a/ZxOs+B/CMOmeM/GaJffaHneCZFmXy2HQkcgdwAaAPpHwxbRXdrCYGtsJH5ivGgAUdcnHXPpk/St+w09Zprs20zCRolVU4K9MkEKTnOe/SvNfB/xc8PfbPsGC0hRR5seNowcY6EDI5xXd/2nItyJLb97C7ZjWQux3How2n7v1HWgDyH/go/+yd45/ar/Y/vP2b/AABqLpqOo61a3cjzMiqkUDB1jYgj5d3P8WK5v/gnt/wTN+A3/BN/4d6d4w8ReC9P17xxJG5vdb8gySWeWBMVrvyEzwC4GTivqvRb2ad4pbi4jVs5UAsPMJ65GACan8U6DF4v09HS3HmQhzCWHPuQCMH8TQB4r4g/be0zw54z1uBCsen2+lP/AGWt1Ar3L3k0gVIsIMyEcknjFcD/AMFGv2Lfht/wUL/ZyutRtNHtZ/G+jWxOm38GyMXabAGiPzHPJbHofSvMfHg8L+D/AIvxJeaiJ107U5FjneISI8jDcwPc+2MkGvtP4SaDpkPhPT28Pu08F1YRGENtUqrfMS5Ybs7uxAoA/DD/AIItfDTxT+yd/wAFhfC2ifEn4fSyx28t/YgXtu0iIJLaWNGPIAbeUPJ7Z5r9tdQlvL/UXg1G3LWqN5YhnLMruAVJyc46dxWf8QP2avhhefGXTvjIbCzsdds75Gup47Mh5GA4JCY5/wBomtvxVfR3slxYu0jpOP3cayfJE+c7jkHAx+PvQBz/AMQPA1t4sttO8UW101hcWRDQ3MCRly4GAAeBxjpk/SvJfil440LwMgn1nXtYnklDtdy2jm28x8ZOREu4keuK9xuL62sbBV0x0Co26KKFz8+B98kgAc8ZJ/CvKviT4J8K+MLGa08RaUrxuGOxIwWUscEhhgDrzmgD4o+PX7bFvZ3N34b+HXw/1W/u8p5/k6bdXk7kj5QZZVESeuGYH1r46+OHxZ/a+8Zrc2fhD4c3+ixs7JPe3F5bzXEak4HlwxOVQ+53fh1r9Bfiz4X/AGdfgPdRyax4cubu5Mx/0F2+0NIpOA2V2qg9818Xft7/ALU/w9X4MeMdH0nwDo/n3+kSWVssNw4nTzz5G9iSRuQSb9oU7guMjO4AH5qePNSstX8V3V/YXdzcI4jDz3jKZJJBGqyMSrMCC4bBycjBPNY9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX2z/AME2/jlqtr8K9V8H3cToPB+oxXenaiOVjjuXJELKqfKqzRu3mMxP7/bgBRXxNXefs1fFWH4P/F7TPE+p+W2lTv8AY9cimj3xvaSEByyhWLBSFk2gZbywB1oA/WPQv2s/io2vtFollDbxNcGI6jdWCw25YLnapmQPcZyenHoa+u/gTfP418CWvj74naNBZPvKyXsq/ZYzEvG8pzt9mzivgz4W/tOeFNH8XL4Z8JraXDG3ku2327ktHnYMNtKjGMbeten+KP2pPFnxBlXwH4VmEgjaGO7hgjjxyOPMIA3L228EmgD798IP4IuIpNa8LXdvexQyiL7RZ3Hmlie2RnnHY4r0DSbguy3IjP7pXVwIGBVWXOMO+Dj1r5m/Z+hHwp+F8t14ka0gvLy4WZ7a2jVGRiMLGFByCep9PWvTfCHjXVZLVDqFkIoHVmijgi+Yp/ttzu5oA2v2kPjBcfDbwCiaR4itdCnuUZf7TvomXy7fb0jABIkZv4uTXlHwl/aR+LWm6XFHpWsy6lclCJLa5ckBD/EVcbhnsTUH7dFhdan4J0nxTDZ2tzHYvi/juGBUjtgEnjHHC4zXzJpfi9rPxQy+G764t7i2jRobLzgXUdRtKHIIPYnGO1AHr3xL1/Rm+LY1fxIIhFcTmRrSOSPBdRnywOignvkE11nhf9qb4/XfiCXWNJ8UzWlraSxHTtK020jEIhHBRxkqBj0bd3rxHwRcXnirxXda18Rr6AH7ZHEsIDGRosZd2+QDB6dTzXu3wT8Z/A7Tbq80S1sbt5ZI8C5jKrEUJxs28FsfWgD6m0XxlD43ij8VO6zJPZwsqyHa8Uw5bDMfm9MZ4rB8VeOLF4W1bUwlpZeUXuLhpNrw7Tkr+7JJJ6VR8L3lnofhyPRondLN9zlnYxhQRxkN90fSvJv2mtB8cfEL7Bo2h6hdnTkf995Mn3SvPr3HfFAGzon7Uvga41eTwbG08F2pP2eKZZPMdWPGSxJx3ycVi+M/EF5Z+KUt5755vtMQjZlZkZznJO5ixU44PSvmK/vtZ8B+MJdSvvD08uwlITeTSrJjd82S33s9sdK9QsviHovxT8MPLYJdWN1Zxl5Y5ZFDRkDqA+Mj64+tAHyZ+2B4T8c/HH443mhHUtSeH7SwnkgVhNFCo2gBzgIoBxkHJ618lf8ABRP4a/Dr9nz4TeHvhz4SmC6prmrPcXr2f7wSW9unzJcTtIXdvMmhZY8FQUYnBVc/o74oXwb4e8O6r40j8daekcFu0+qX88sSxWsaKWdmZSQoABJ3HHXmvxw/a++PjfH74w32u6XJt0LT5pbbQo0kl2SQhz/pOyTGx5cBiNqkKEU5KbiAeWUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2J+w/8AF/wp4v8ADMPhLxe0UOq+GoUSCecKI57TJVCdmGAX5I2OMZ8sliXOPvv4Cal8NdCukm0Pw/DFrDETD7ZGGVWC/fUMcsfrkjtX4ufDr4h+J/hb4stvGPhO6jS5tzh4p4xJDcRn70UiHh0PcdQQCCCAR9ZfBL9vjwM+sxy+Irq40a7uLpREuoOXgtyzEACdB9zAUlnRNu7HIBagD9U/D3jG7GjX3jPx3fwrbQo5SNWwXb+BdrNkE+vFJ8Jf2pdZ1z4o6doN8GnsrxPlTyijQQjgFXGB14wSa+avit8ZtP8AEH7Pkz6ZqjQ6hHPI13aRSCSQttARo1Z1yc9ADnvXffAnxL4U8G/CG0+JHiGzLapGAlvb/agdxSLLNnJwR1PoaAPtu/v9O8QB9J8T2CSWd4hjkR2V1EZ6DnjP15r5k8Z/s7/D34V/FW/+Jeo6qUtfKVLWyjkD+cwOVURKD8/qx7Vr/Cf9ouHxX4MXxL4hiskkZvNgdssqoOjjIG7jue/SsP46a7o3jLSj4r0vVRdQ2iFpfJmAYd8sHIG0+nWgDz61e8+IPxEvvEfg6Qk2Fq1sYFUvIj53kk5ATA4wBmtnwh4T+N3je6j0HTb+6kt54wPJS1kLwktnZvdgm0D+IkmuR+D82r6h8QoH8Cai0UCXME1mocqUuGP75m4/eDHHXbX15L8RrHw9p0reLNZtIpAC8kKbf3nbcVPXPoBigDp/AbzeEPBtj4Ln1UM9pEpubpVMjOw6AYI3Dt0IFZfxK+IemeFfAN/4k1W5uLVVZVglt9zbpiflB3LtQnuSTj0r5++KX7SWueI79NC8P6jLp1hbK4IhwDMoGQWwMAA/wgfWucn+L1l4y8PD4a+NrxkVjHNDeW7GQxuD1KgAZoA9M8CfHTQfj3puoad4z8PwQPEpQtJcpMCn3QyZ+ZWJ7qcVwmo3nwx0G48RfDfQPETrf3lt9mk+2Su7K2MqEZgoYjuM149p2uat8CPjJZwW2q/8S69uGf7RJhjKx528YyMdscVwnxm8ZyeC/FOt/FBr25kjgieWeSG0kfyrdQZDMcKTlQCeWHTigD5C/wCCjHxE1iL4kN8DLbXWuNP0ZorvUIJIfmS+ZH2gSH7yCGRWXbgfvmByVG35urX8f+OfEfxM8aan4+8XX73Oo6rdvcXMjyO2CTwilySEUYVQScKoHasigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD0X4JftN/En4La1pjWuqT6roVhcF5PDV/dM1qyMW3iMHIgcl2YOo+/gsHAKn6+8af8ABRz4F/FXwONMuvEc2hO1n9nt7KbTLoNbICVIPkb1ywAbKv3GcHIH5+UUAfefwm/4KC/CbwV4fPgPxH8Qlu7C1j8uyvY9JuyzgZwWBTPHTqfwr1bwz+1T4QvPCl9qL+NrSbS4rqNJtVOoQpbwsQFw8iyMibt6jbndyM4yK/LaigD9tP2b/FHg+PWG8T+A/E9n4q0q1tmW91DQryO9gju9qt5YeBiqsiuhO48Bh6iue8TftAyeO7rUdEtdTnMtnc5lIUhS5OCu7GSwA5HSvxsr3L9mT/go9+2H+ydcaZZ/DH4x6ndeH9Itbi3sPBfiO5k1DRIEnlM0nl2UrGOBjKzSF4gjlmfLESOGAPvW5+IFjdQXd5LeQvLHCQWdgvPqS2MjPYH8K5KX4j+FtQeCe91Pz75VHko0vIYHlkIz9OmK8a8R/wDBcb4//EuxOh/Gj9nX4LeIbF4mRpLf4dW1heodp2sl1D8wIJBO4NkAjqcjxfxb+318ddbjWw8Jw+HvC9lG7lIdD8OWqyOrHgSSyIzuQO4IByeOmAD7d+J/jW71LwJLrvinxXaaMNHlxHqusSrALYsQqxMQDuzu9MnIr4//AGrf22Lz4j2U3wx+FGoXEHh/Bi1HVDD5MuqAZUhRwyQMMna21irAMq/MG8L8U+PfG3jhom8YeLdR1MQPI9tHe3jyJAZCC/lqTtjBIGQoA4HoKyaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k="
What type of MRI is shown in this 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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"
Which hemisphere is normal?
Both
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"
Which organ system is imaged?
Head
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Is this image normal?
Yes
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"
How much damage will be caused to the body taking such an image?
None
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"
What type of medical image is this?
MRI
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"
Is this a T1 weighted or T2 weighted MRI image?
T1
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"
Is this sagittal plane?
No
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"
Where does the image represent in the body?
Head
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"
What is the organ system visualized?
Head
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"
Is the brain healthy?
Yes
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"
What modality is used to take this image?
MRI
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"
Which part of the body does this image belong to?
Abdomen
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"
What is the mr weighting in this image?
T2
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"
What is the largest organ in the picture?
Liver
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EdAsZvDV802m3UYiIkOHlcY/+vX2L+wl+0Lqs/gtte8QhJbPTLhH1FscRxIqBcDvltzVu/wDBZ7xb4R1D4T6KyxpezSRCa1m6bo5PmVgPXBFAH45fEnTW0O1jGn26SNczH7RascozkFU3fTcK+PfiV4MsvA3je68JabrAvRZyKj3MTdJ8AsFPoGJH4V9ifE7U5rSKeZtEZLZDl5C3Jywzj3NeB678OtCh11NasNPe6+3XTMYmP+oUoHVx6gjcv1FAHJXtpoN94chbxT4TSS+tM/Z75E4kTPzI/wCfFc745XR9Q0208SeG7JY47KN0mtC3WI/fj/IEj6V9G3fgi00/QSv2GG2s5omSGK45lD7SVJ9if6V4B458CNpur/btPTNvPj7RArcbSMZx2I5oA8h8d+HpppI7O1ImhaMtaOgyZI2+Yc+3+NeezxGGUxngjpXu/iDwwtgDo2nxFIliE+kvnoMfNHn2OfwNeR+K/Dl7Zg6ilsRb+YUWTPQ9dp9xQBgGilIPXFJQAUUUUAFHeilUHqKAADitXS2uNNthcWrFbmcFYmXhkXoWHueg/GqWnWhv72O1DbdzcseijufwGT+FdR4O0+31XVX1CRAIbdflBHTjC/koz9SaAO5+Hvho3E1h4cgjG6VxGxU/xN1b8FzX07peiyRWVtFaIYrS3wiyqOEAUYP5V4v8DdHtpfG8jwLlbOx81gf4WfG0fgK9ysL1mKJb3/kRxR4EUg+VgOOfc5NAHR2Wr+A/DmbLXtPbXpTIGa4jO1UwQD/WpLrU9L8S311beEvBq2qWMDukAOWkjQqR/wCO1zV3DpolEdspLNCGfy/uqcEkCur+FPjDQtPvZbG/0d4ru8jEMGpIciBmIwzf7OSc+1AHOjxHcQau2p6ZKqzLvKyFOcsCvA9wcVl3F5czassdxGV3TKSI15XkDJ/U113jnwV4p+FvxF1XwvqOpaVrM0N15Kz2TApG33gRjqBuFUbWw02KzuL5teSK4ikCLBsy9xxyR7UAbOs/C7xJ4b+F/wDwl+mobqwmv4xPNBy9sqIWwwH8OSDWd4P+J2sfD/XYbvSI7eRAgWR2QMGJHOR3GTir3wz+Mnj74bvJCltFfWFwrG6068GVkXGGyD6+tcxr154avfElzfeGrR7aKRmljtXGfJOMlfxbgUAfof8AsTftq/GLx9pOreFPiKllPpMFvaHQb2FMedC8ZBU+6qpyPWvmP9tr4Ia18P8A4pz63NpUdv4b1eaS6tjageYk7584MB0XcFx9a7v9kD4v/D74UWLW+pazaXlvaaegWLb0uGAbP0AJ/KvNv29/2sNA8R/GaKTwxrSPpk2kWp86dv3bXLxmSSEjswbAoA8Ejt3fURHZrNIJJtqIEyWBIAx9d1W9e0zUtD1W88PXNsnmR3QillHQNGT0/PFa2ga/c6drUPiKzkhhngnWaydQHiEqyB4wfbjmuk0/TdA1DWtS1nV3W4vRdvKibvkuJ3+bA9t5b8AKAON/sV9M12az06HzHgLRqP752rkfqT+FTwz3unXDapFP5cvll0iU9M4OD+H860Bp2sahez3ulTKZZJXldehRlbkn8CaH0PZpcghAaUOzSOegAbC4/AZoA8J+MfxV12xefTFuJtkjMzpvOWY5OR/wH+Vepfsw+MG1HwtpfifWrdh9om+wsDyoZcMc+g2BfxJrzT9ofwdYT2rX8F2kdwoyFHLHoMj8Dj8a9Z+D/wAO/E/hP4L+HdE1ez/s281TVDqMdjcjEksZGxBjqBtG6gD9HP2YfH6+G/C7XC+IVhhtrQajdRs37mTykykD+u/7oHc13H/BST40y/FzQ9F1MaT/AGfb3OmW89zp8g2tY3PlBnjUdl6YHvXg/wCzv4V0O/8AAup+H/EJuVtJ9MjmaFD88l0JMW5H+yOc/hXN/Gf4p+PvG9q9/wCJFln1W1uPJ1MSJhJJ4l2gIPcBGNAHhPxQ1WfUtBu0kkR5oUmKqhzgD5enrnGK8e8U+J45vHdj4f0ZgEktYlinJwIniI3RkewYkV6T428Uaj4eu31SDS7YTTFSocZVpCc7CPYg5+tcz4u1Lwn8Z/Bth43bwvbaNrPh3XhPqAszxeWrlR5oH+yRgigB/jjV44biy1PVrx4tMaQQRahL1jmVTkMPTdtAPvXG/Gm1sdL1NPGMSxvY37+TeWcZ+42z7w9Ohz9K7DxXpOj+KvDV9oC+KodQdwk8/wAmFSIHecD+8Aq15x441HS9XuoNBnmeKyt7xZL2VxguhA3EfQH+dAHn+q5aKCOCYSOsxWLJ6L/C30Ybh+Vcd4q8P22rXpRTsjvUkZYj90TbTt49yMfjXVa6smn39za3cJE7SqbedOgRmODj0xgg1leJ9KnusSQceZGJ4wOq4Yqw/MZoA8OvLf7PMY2BXuFPaoSMV0HjOyiS4FzFEQXXdIx6FsnP69vesBseufWgBKKKKACpI8BeWHHSmfUU5Bx16DkYoAt2JMdrPKh+Z08tM+p6/oD+dd78NNPgbSYklcJ58jfM3v8ALg1wbl4bKKELw5Zm+pOP0xXo3w8CH+zLFwDm6ijOemdwzn60AeyfApUn1bXtTNv5RN2kDbf4BGgB/WvWdMHhiYJ/ayyuTuESJ03bSBn6NzXlPwGVh4c1C7clJJ9VuWZT/vcr+VelR6ddyRpPbyJlgMqp7np/KgCbQbSbUrTGnKzTeYfLUDJCiLOSP97NXDpk2m20c93eFRJEsrRJw4RvmAYfTJNUdFvLzTboajpepLayJtdXxk5GTtI9+PzrurXxZ4R8b+HzB48jgtNT8wG0urYY85sEbGHpn5aAOVxBLCbmW52TBWYyu5O70JPf5eKk1m9sND1ufw6jxTzx7M3CLwhKqSFPpyBW/qHw48S/DfRdH8feO9AXN/OkulWUwwlwFw+5v9kAZPsa5PUTZ3+oXWveWUke6JWGJcgKxYnHqBkAUAdxr3wiu9E+Enh74wt44tr218Qtc2ot4Vy9m8LbGR/Tcc4z6Vy0SW0NpLLCkaMQhadxkuQcgf8Aj361q6H8R9b0nwVqvguztbabTb14VvbGePDwMPnEyZ6HPB9awp5bOQCKzmwXiDTK443g449+n4UAXNMvZdPlW5NlHEqeWJFVvvEHKk/kBU/j7wD8PP2hPitfazrOnw6Dc392J49OZsW8V18u76YZQR/v1mxiyvLOS2Mcq3Ej5Yg/KUEfH/j3T6VgeK/i/wDDbS387xR4wshPHGts0ML5fds2lzj+IECgDo774Nah8LL99F1myu9MZmXYhfzLeXn76N6YNVJpNRtr9dOkLSZYlWj6qckAD+dL4R+PcvjfQDoei+Im1jTLKYfNd/M8PHIBPOBnP4101p4lt9P0lbmHSLWWcR5S4lYBlDAlsj1xkUAQ+GL+2fVVvZi2TlWC8CQYAwf51d1Xxv4O0aBxc3cSRQgSXEQOSCXCnPovWuL8SfGWw0ohNG0mKSVXAjUkBY/c+uD/ACryKx06TQU1O7XWLq+OpKy3EkwLJJE0gYqD25ANAHt/jb48+Fra7hn0z9nK3uoluZn/ALQuRuWaOJ1YSL6g/KMexpL3xvbyeMvD/wARviH4zXVdcv7xY4o7V/3NnaqWKttHAzuEYHoK81jt/HOoeDoNFm8c2tpZR3jXOmJMcsqFWR0B/u5JGPUiq/hf4RvbWtt4it9R8z5BLAm/ONgJAx+QoA/Sn4Ny6tr+kaVp1pc4/tOKOJLyPgxRvt3qPcAAr9DVP4/+HTo3iGXSLrUgWjvHjlKAclnJ8z6/0rxH4A/tBav4Q0e0jnvRI+lXtvNFFnqMeWB+AYn8K7Dxp47m8Wa3dXeoXptrsMUUucqdoUF/p0x7k0AeV/HXS7Xwpo041GaCU/ad+9Rny2JG7+ePoa8q8F6roN5oGqQpaG3CxfYkdejusxaQ/wDfIFd3+0DfuiyWTwB5Lptz/NlZCx2nB+n8q8hsfDvivR4PDEV7Zz2VvrU8l4I7pdu4LdfvGHqNqgfjQB6l4htND0jw+dR1GK2tmtQWvWgXDfPGCiY754H1Jrx34hNDrOkyPqS+RCtmzTzomBGVQMDnvu3ED3xW1+0ZqHjPw9quk+GdCtv7Sur+SGYSoco2JyY2f/Z5Iq94w8KHWNMbTdS1BYIL+0W41BCmF0+0RwXY/wC1xsUd91AHkfj3U9O8Uyp4pvA2n3F1AGtbaMfIsMRWOKP/AL5TOfUms68mtXa2uobkNGJZYo1frtLhwPryfzqLxlqdtq+tXt5oUZWzYvBZRyD5UjTIVQfUDJ9zUP2W8Hho3jKhh/tO2UueoZlAOPfA3fjQB5/44ssC5soXUrG5cZ7/AMP6VwpVRnPp+teoeK4NFk1YXV9bsIZLeUXcUZ5Eyhun1YRn8TXml00TS7lPLAM3HGSM4oArUUrDDYpKAFAycU/5gucngY6VH34p4LcAfgMUAXtvmiESMPL8nDeqn5jn/PrXb+HZbm2SGdF3NGfN+TsVfdj8uK4q0hEwDo38AyPXpxXVeHdQkiWC4gkJZsgP2I5HP5kUAfRPwqitbc6jZRArAupyPGM8gPhlP5Gu2UXNiExIiq5ASXdwexP15rzP4R6yl/HJLFIA7QW5YE9CE2kn8VAr2z4WX2kTaxBY6xo0Fxa3Dk3j3DYSGIKSzL745+uKAMq30q8dVb7GZVm+WOaIZAbJJB9+lWrewt9Jvbe9v7dWSOQSxQHl2wcj9c1bvPiVLfaPc6Z4b0+LTYY7qN1hVck7iwY59R8h/GsK31G9vbmOJQu0AAvMfnPByPz5oA+gv2s/2pfDH7SvgXwV4O0vwidL1Dw5bzx3K7cBT5KIVPsSn614/o32aXw8wt9XihuLd3JnZO7E7SPbJx9BWDcanql6U1MToJLmPO0Dlc8Hd75GarW8V/OT5ron+lxxmEfxs+Rn6AA/nQB32neMbLWvCVxpvjq3s59XgkXffWSBRLEozk478Y/4FXS/B/xL8Nr9b/wJ8SfDMcUOrIxsNYjHzWk5UCM/7oAwfevKk0Q+X5qXKKJGADqeHHUg/gK6OLQ9UWwttYvZFiF3ujso26tGnBf8yAPdTQBzfxM0TW7jwnqen+ENUMN6lyIII1HMiFT5jA/7AK49ya+ST8C/G1x4gNlqs8FvebzI8tw+N2TkMc557/jX3DBqdlpl0HTZ5cYAZXXLNKF5OfQtn868t/aM0jw5qb6RcS2whubi8aLz04LAQ5kP03FVH1oAoeA/7G+DemD4deF/Dp1XUJWVby/iPF7cPyyp7DG38KufF3wn8a/CAjsvF+j6fY3eowR3NrYw6gpkEMmAC2Dwx6Ae1eaSf8Jp4m8SHw74MvJbSHTCEmvoz8wYDaTGfUgnn1zW/efsyeJdSE+sah4m1O9vhEjC4ur1nkkUEY25PY4wPrQBW+GngJviH8U5dK8Q+KppbfTrOS7Z0O1biGMEAe5JOPqK2PHPxP1HwZpi6bp2hwQ2MLeUY5VBJznv/nrXG2P/AAmPwY8R/YvFLSi1ntJLSXUQuGhV8AP9A2G/OsjxZp3j+51BodQtJb+OVg8M0RzGykg7gfQ44+tAHoGgRS+ONPtbrSrI/ZbtGC2oOWt5ly7f8AZP1FS+CdY8ZaZ4pPhC01K389iEgmlf92EyFkk/EFfyNT/s832s+Hta0/w/pulm91CTzJLq0txuCxldmz64JP4V3mt/sUfHm1kbXL7wJMltLA32RoSd53seT6YjwfqaAOi8M6xqR8UXkEvg37JZafYrDa3Hm/8AH0I4SGk92dySPwp2o/HW4n8KCW2t1W6tS/2p5ORJCSCFz2IwD9a4RvEkXhu9/wCEV8X2upW15Zq7FJ2KgSBcAAnr/wDWrMs/GnhuHxML3xHZynTrmBpLnT4hnzVZi3B/3gM+mDQA74w/E+9ltfJ88vEIi6BXyY2IBIU+zGubu/2gvE/iy60ZPEOsm/i0e1ktbEOm0QI5yQPX5uar/ECXRZdNEWkQp5MlyksEjtuaMEEyIB3BOPwp/wAE/wBlv4ufHW/vtP8ACvhu8ubXS7N7rVLqO3KmKAAbWX1YkgD3oA9w8OeBfiXf/DTSvih4htNLtbHxLAzeGJZbkGe8htg5c7eqKGUj64rzOw8HfFP44+KdM8C2+uyWkvibU1gj0vb+/FmoLS3c391EGMA9SRXp3wt/YT/aH1WewEj3umaRYpJHbHWrkkwRuQSIkJ+UHGT719X/ALO/7K3gL4F3114nvbiTV9f1C2ZbvXJxl32kYiT+6mfT0oA8G/bP/Zi+FngL9mqa88LeGhaNothFHBKo+eVxwHY+rHr7mvkaXRba3+G1hc377ZLvVZZNueuyOOPj9R+dfoZ/wUJ1GTS/2etSthDHJFfTx29wD1AJLAj33r+tfnbq2uW02mWOkeQXeztgAWOBGXcs/HqS36UAeZePljg1eSdJWKEM4cfxYY5/HHFee3TBpA2QDsUnj2Feg+P7hYXjlZBsUyuFHRlD/wCH868+u9rTkocBhkAD7voKAIXI7U2lbg0lACg85NLnAwabSgigDTsHJs3cdVAbI7f5wTXR+HHiS2XcuXExAQdNnX9cn8q53QFErNCyghxhhntg/wBCa2tDgkhUXUlyoViEkj7o+cflnigD1n4LanDZ+IvslyQPPtjtjU9VzuH48GvYbe4tSiJa6gyx4ZZIm4GDww/Lb+VfOWg+ILbw3qFhqtvCwmgu1jmkPQo+TH/48GU/WvfvDt/pepW9vLKxaKUh1IXsdvX8z/3zQB3XgT4dPren/wBtal4ptLLT45MXE7nBY7gdg9Tzn8KqeID4M0jXbi10wzXsUEhVmPBLFsbvzrL8U64+p3Z0xLYQ6XbsY7e2iONgUkBz6k1UaSR7uR3I8yTDOfV+GH6gfnQBpaVdpHpV0kaqy3GEZZBhlbdvBB+uB+NaNhoemTaysEOomPYrpLcueFnVCxx7EAj8RVSzTVfFt/pvhe0trcTSva2WnSHChnYkfOfXcxyfQVJLC/h/WLnSdVCyPDJJbXRQ5UssmxmX/vkjPvQBuabYLBawX02nMbS4YMFYfK5CjoexGcfhU1xrJ1LShpd5KzTwXUjWkg/hjdhujH+6QrD6mtvwh4qfw14e1DwF4m0jzbPxBZ50d51/eWE5bdHKPQMflI9DWTe2Gi2tvp8uopLBev8AaBeBeilJsAj6rn8qAJNNsLDUr2Ge6uxBbuf9IZ14iZTksT2A4P4V88fG/wCIU2s65NEmpJcw2f8AolhcRrw0jyElgPy/CvW/jR8Q18IeDLvwtaSoZbuQuJMY8xAoGM+hJB+gr52u/DOoyww6hM4hQT/aFeVeJZt33EHfCqc/7woA9e+Fmj6doWmB42TzImL3RY/eBONmfUMT+delDxP4Hhgjulux9pdvLWMSY8p/THoDmvEPCGvX2uTWsWkeGdSaa6HmJaGAgszYOT7ADNfUHgv/AIJG/wDBRf4x+ANM+K3g79mhUsNXU3mmpqV2Ibq9iZTtdIzg4bHHvQB5b8VrLw78V9DvIpRHDKkG1TKuAQB94/Uj9a8NOo67N4JvvCdlrC2o0MK4Lt88yKrOqKe4CkD8K734oeH/AIn/AAs8aXHg34p+CNa0i/0xpYtS0ye3YGJ15ZG9cbePYV51Fomp/EZvEOsaFpxlGnad9s2RAgxRh1UuR3HJB+ooA9u/4J3fYbD446brV8yxLNsWMynJDbFxuz6/Mfxr9Y9OtbHVdKiksx5uY90sZGfkLYwPcoBj6V+M/wAL9ag8OeKtJ8RWkM6NFbr5oQ4G4Muwn6ggZ9jX6v8AwC+IKeKfAljdWF0sV7c2qB3Y5VcrwPwVc/jQBW+IP7KfwZ+NVnfweL9As75XQ7byJBHKm7O1gfUc/lXxf+0Z/wAE2fFHwzuZvF/wX1iXWdOtELvo86/vrdDw4GeucdP9o1+iRs72XVLew1K3iSLUMkLF8o3jlBnsM7qu+J/DVleaAnicXkazJNJHNbKPmIABDH1BzjHqKAPgn/gnT+zd8F/Eng3WPG/i3wumr6zBqstrDZXh4sIQFKKVP8TZY59FFfY3hqz0bwFb3R8JWtppstxIiN9igC7kWPaI29QCAw96858T/Bu48AeJ5vil8IoVgvbrnWNLTiG/AI+YDoHrT8FfErw78RtMuH0m/wBl1bkQ31nLxNayc8MOvXv7UAdbdW7X/mz3Er3LhCQXPKj6VQsInL/u8OSu3y26DPUfX/Cr2mPPNMsKSBJUHJ/vYU9fqc/nUWqXOmaRp9zq91IIYo0M1w+cAEDOfyoA+Vf+Cp/ibRLD4V6R4S+2mPUbvWI57eFD96OMEOW/Fhj3r4D11bSxvLkSzAvAkcOW/wCWkuwkgfifyNe2/te/Gqf4z/Fy98T2cXmaNpGbeCZz8sQV8j/gTHLEegFeOaL47bw7pmrK/hy01A6rps1vPcXY+azeUg+ZH/tKoC5/2jQB5b4+uk8uSFCCI49qsPfkj8yfyrh5ipnbZnAfiuu8eyLJMUbAJlBbZ0A/yMfjXHMTk8/U0AIxBbNJR1ooAKVevHWkooAtafdNbXCyjna2ce3/AOrNdJZmKZvOJDR3KnnPfuP6/nXJxuUOV61sabfBYvJmlxE5BDY+42c/lmgDqdJ1q2iuRp2sjaSu2RiOJI8ghh6EEA/nXtvwp1iWxsra1CmWzlRpNPn6hsZDxH/aQnIHdWFeCRrFq1sbSdgJTyrj1x94f1HvXVeA/G7+D9CTw3Nfy/bJZ3e3ik/1UEgVVSVT6lcqR7CgD6Ps9PmuYUnvVIj3rGGHViB1P4EGnpbFZWi6OG2kyIflHTP4cVz/AIA+K+j+JkXTNUc2t1HIXGT8rDhS36V6S3inVr6OIHQ7RvLVRHcKoO5Rn7w/WgDEji0+1g+0W8s80yuGaVQVET4/hPr1rovGHw/bRrLSPFOizvcafqenJKZpOfLmU7XQ++QCfrTF1X7Li2kS3meaJZNqx4RCwyCfp/WumsfGMniXwaPA9ykUMFkLm4s59v3pXZGI+hwVFAHNSw614jnl1uXUjcyHmQEYIAH8I7AAUzxLrqaPof8Abus3AMUVpmYOeflJIx7lT+Jq/Dp+saVdC+kuo2VED7yQq4yev4cGvHPjT42t/F+s/wDCNeHpWOlWf/H7dqeLhwT8q+w6ZoAx5bjxR8cfGVjaabpbuZrpLXT7U/8ALSVh8qn2x8zegU1sa58X/C/gLxjpnw8n8FW/iKHw0ZLc6gmCiSl/3so/vcgge1Urf4p6N8N9Be28C25Osy2clsuoDkWXm8SOp/56Mh2g9hmvM9JmtdNe2iIkjeEoZd5zuHIbJ74H60AeqaF+1j480j4jWnxE0Pw9aTfY3CC1EIVI0B3rEf8AgIUE+lfo547/AOCpPhH9rXVtM/abu/2wLz4WtDpVol94EMxifw69ugEiW6DAaNnQuuP+emK/HeWHXbKYy6Nrvm28i7nhI+8h6E/hxTZfEUGoahDa65pVreahEnlwzXY53E4AYfxAA7gT2oA+r/8AgoP/AMFMvG37Z/7Ueo/Gn4f+GjpXh8T26WE97bDzb8QQeULiYY+9Iq72HvXO+BP22vhppHxb0/U9b+E9smnatbNp3jK50+ICM20wCsEHoARJ9Vr54e01udY5/wDhI5IYOR5e3mY8gtjsMdKSO0k0iVYWulVDGu2NRk4HAB+uf0oA97+PXgTwX8GfjHrnwg+G/wAQ38SaDax21xoOtKuPt1o6iWIA9wrPJGT/ALAr2P8AY4/axuPhZf23hbxjrPnWLPtgmlbojYzn8gPpXzf4N8UaF488B23w78T6jFp+p6NK58J6xtxtjb71pKe6Z+YHtk1gSarPYXMuhazMkdxDIyyxseD83DI3o3X8KAP2r0P4j6f8RNDtLDQr+K4lmmj8l0lGfmPAz2wD+tWf+Etvn05/Dl7HhoZwLm47syHt7Bhmvx+8D/tCfFDwIVh8NeM9QtcReZEocsEIGRg+vFem6N/wUC+M8Vollb+JluMFmkknTl5N2f8A6340AfptqOq6LDZP5r7IhHgl2xg4PT35NfD/AO098Y9P+En7R9h8S/hhdo0xUprltE37q6TI4cDjcRnB9a8l8a/tifFjxf4ft9NPiyRChf7SFJBYs+4MPwyv4V5Vr/xI+xwz3+qXazSMpEqyvuZz1H680Afqpofxu+Et9oZ8Q6f8T9LuLN4tyzSyBGBCqSn1Ukg+4r5K/bY/4KF6T4kWb4J/BSfz7i/l8ma+Q/KF6N9AK+IPFHxK1WcjQdFklKwqdqRSFUUtyx9zk81W8N250kyX8l0WuZ8iSccscj7q+n+NAHoXxT8SaMNK0r4ZeD8SaZo5Ju7wn5tTv5eZpWPdd2EUdgtcDr8zWMbwswZg7IuR/EBliafdyRWqG5aUxyIw2qTkD0A9T6+9cz418SzSEgtiV1+YD/lknUk+5oA5bxZqMc0jLA3y52KT3A5P68fhWATmrGoXZu58rwijbGp7DtVegAooooAKKKKADpU9pcrETHKMo3DCoKBQBu29zLb26kPvjY/unXkqew+uK6Cx8SWGpW8VnrcSsI2yswGGVge9cZp2qT2Lgo5256elXhNBcy/aLORVct/qW42/Q+lAHoNrrV3pYSa8R5rZRiO8tuWRc55A969K8L/GKLTtJW/fUbiVgg2XludytzwHXt1Ar5/sfEus+H2LRFoxk5VsFWre0bxh4cvrgTtNNplwxzK8AzG491oA968P/G3xl4u1AR6TYR28flELII9yyEA4B/EflW3rnxF+Ieg2Ii1mxWEjOLxEwHwRgge/X8K8R8K6t4p8P60db8G+OrSA5DeTIoKNgHjHbjj8a1PFPxd+IXiAxv4pmRT5m2d4lzFGo53KPxIoA3/Evxu8Ra7bf2RCs8iAkyGSXaGJ6j6dazodY0qJFfXNVLqYxusLJfvsDyAe3bn61zb6hpGuXUt3Zwh4WdlCvJtYYxjj/PWtHU30K207Sk0uAx3PlTrqh/ukTjysH/rkefegButySOkb+QLdVXEVpEciNTkgse7VlXEizxmCWUhAw3j1XI4/SnTag6JmW4U56LnJNUtRm1W10R9bQ26R+ZsDk9XGCUPpkUAOkv7bTAkKxMsDSkWkoGfIc87G9VbOB6Yp9zBYm6tb4hJJoYZIwZBjZuLDJ9e5HsRWfqzXdzpK3ussmnwrGGKRuCXG3AGPU5/M1z9pr0t2kNzJBNI0LLvl/hK9FDe+OPwoA7W21W1u74W9vcDzlAUl1wI1yAMep6UlvGYJWuLcfPjEjy8lsnJ/rWMmuteyQTulvJJbFjAF4LLjIJ9SOv1rTtNSkniY3KDzOvH8WemPp0oAvxMk8/lYU/L8pPAPJI/wqzqn9l6jYxWyyst20mJ4bn128FWrJe8MBDGaNPMJ2AjJZvan32oC4dQQkjAZZen0x74oAtPB4is4ALPUHgkY7zGRuX8D6YzVWHxT4p0+eMShHfccDZwAOh/GqsNxKhMUmozBWXJjznGOwNWLLWYTcRxxajCyO22V5Bkwnux9u340APPjrxxeRfY/7KlkkaVdrwRkkLghk/PkUl34I12KFNW1iOa3jmOEtbh8yuSM9OwFX7P4oeJ7C0ki8P2sMLEfLdSxjI9MCsm81tL2Nr3WdcuZ7lVH2k7slySflX0HSgCWC4t482dpCsko43qPkj9ST3NOTVEsCFhTzZkOQ2eFI6Vh3vie2t7T7JGotoQBtjTln9SawdW8UT3AMEGYocYIU/M/pk0AdLrPieNI2nS6WS5DEbv4Ix1Yj1IJ/WuG1XVpbvKCQkE5dz1kPqahub6SYBQ2FHRarZoACcmiiigAooooAKKKKACiiigApwYjgEim0A4OaALNvqM8RG9t69w1WlutNuOZIQp2YBA79KzKXIPJ4+lAGgEngQyQXeCF6o2N2a0tM8Y+JdMIBvfMQf8ALOdciufDv03GnR3Mqg5kP40Adj/wn8ksolvNCid9oy8JwasH4haUy/vNInx3B6Vx1rqXkACSMNghg3cGrtlrFhK6rcxMEUgYB7A5oA19Q8fzzR7NK0uODP8Ay1fljx2rn31LVNQQWMl0djzFyu8gFj1OP84xWpPD4cuo2uGvzGrtuEcaZZc9qp3msWFm4t9JtQqqu1pJBln9zQBC8N7fEhriaVcDaWyQfx7VehkW00ltLFwytcbHujxgFCSgH51lXOs3lwxPnED0HAqu1xIw5kJOPWgDa05bsbhvQBCSrE8kADge9acGqG1Cvd6g6blA5X7vHWuTS4mXG1zkHPWrtp4kvrYgkhh6MM0Ad54f8a2uk2uoafdxWV2mpwxR/bmGXswsofzEHqwyh9qrah4g+y3bxWqxXcIZvKlU4YrnjI9a5tvEWi3ij7ZoMW85zJFlc8f401ZfDc8jSBp7c44w+QOBQBrzeL9KCbH0ydWHBAB9agfxZbxRlbHSIoiT87ueT9aoy3Wi26uXvZJcrgZHWsq4ngwTBEeehJzQBp33ia6mUK180jf3U4A9qqHW9QBdIpfLVuWA6kZz1qgWdnL5x7Cm7gCCTn1BoAma8baVUknJ5J5/OoXYtnc+T60jOMbR0pCewoAQnNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTlORtIptAJHQ0AKxJyaN3OSaQ0UAOEjYxuIA6DNJmkHFFAAeeppeKSjjFACg4pASKKKAF3Y6UByKSigBdxJ6fhSlzjg02igBSx7H60lFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
Does the picture contain liver?
Yes
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"
Does the picture contain kidney?
Yes
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"
Does the picture contain spleen?
Yes
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"
What modality is used to take this image?
MRI
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"
Which part of the body does this image belong to?
Brain
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JYftlqsrESKwBwPu9/etv9nn9m/WLnRtPnhuAzQoICx4ZgQOnpwK94/ai8CWFt4H1C1spJL2a8v49twykbS06g8ZxjFdZ8IvCSeEbUJFCH8y4Urnsu1ucdu1ADPC/wes9K062g8RaQNqs26ZXIcoB6dO361+VX/BZXxV4V1T40pZ6MHiFncLGAedvyqAfyUV+wfxd8TaxpGgvPFZiFRpMubmXaQpMg52g56V+Fv8AwUHEutfE+8vtTvone61IFpGbJ4KAgKOnGaAPNtHsZvEmrSQw3yiIALGw4yQABx+FYGp6NFp+r+dqtkhYsZGmBJKsBgfWrOh+Ibfw9ezX2mQzTywcLKxCqxIOSo9gam8Razf+JYjPJDEjteBkZWxgOQCP6+2TQB3nwP1TQ9FniuNEvxGY9qMk4GQD1+oOK+i/2qP2x/2ZrX9irxz4B8Y+BraC41zwHfadqGq6NZpLPbTSQPCs8cbFVLgSE8sAT3r59+Cv7IPj34p6VrHijQdYg8uwV3uVeURhI8MQRkjd938a93+H37KP7NPw1vLG8+PfxMsriGeXNzYhxMGicYI8tcgjB6GgD8FdYi0uHV7qHQ7qaeyS5dbOe4iCSSRBjsZlBIViuCRk4Pc1Wr0L9qX4IeMv2efjjrXw08cW9gl3G0N9C2lXAmtntrqFLqBonAAYeVMmcdCCvVSK89oAKKKKACiiigAooooAKKKKACiiigAooooAK/S3/gl9pMvwh/YrufihY+FHluvGHjC4tr688lgz2ltFEIowejKJHlbjuee1fmlX6i/sY+GrP4F/A7wjHomrXjjxJoVlrOrQ6hdNNBHLKjMPJjJKoCrjO0DJwT0oA6H4neMfBviS1tP7JhuLbUPtRR14wBkZ56jrWp8JPHNnZ20emfEHTi0MdoZLScw7yp446jgijxj458AiS6jj8IJPPu3GeSXadxHbAwKgjv7HXNDTS7CWAoAiLHMQJY/YNxkUAM+JdjaXOrvb6DcodPFuJYkiYAAkZxjqD7V5VJJM2pwJbBMzTtvJOQTzzz7CvSdY8Paf4ZvLkaxaXQuZUBhk83KFcHnAzx1rj5vDsYuFu2cAlTIgBzljQB7D+wFpt9ffESa9dTcJBO3lktg5G0dP+Bda/d/4ZeFruP4f+H9GvpHjnXSoWkXk9Rxzivxv/wCCS/w+vfGXxmtPDen2JlDTSTTyBeFRWTJP/fNftx9tgtiA1s0a29ukQZRghVBAGKAPEP2grm+svC7WFzHDI8us2tvFLGORulAH4Gut0nztGvjEQHSOFGQxjlTx1/OuO+OOogT6PHezxtBL4itpREwO7EbjGcdckE8V1eh69Y3WsM2oSoRJtLrDkZAxhfboKAGftEgax8NLvULZp/MFifMLJgYOOcAY6tX4Wfto6beL8TDaXc0bNDcyMn94nf1Nfvn8R2m1r4Z69Fa6KZF+xPsjtyNzKOflBxkjHSvwN/a8tL/UPjff3wmJgeSRIY3G1uGUncD0Oc0AeVapFFpegyvPEspnkQEK3IB5z9OKs6VbJcWSaxBu8s3I+RlzgKegH1706+0p7XSvO1BePNBVNvPGeB+dV/D+v6ja6TKsmnNFDuYKACc5YHPP4/nQB39h+0J4u8HeEbzQfDd9JbW91EftYEmGfqAp/M0z4faNqXxG1WLU/F/iZbO2kYEvI+Qq+/tXm0erSXck08cbNCwPmGQdcZ49ua6rwT4d1jxNLawSSNHY28BecnkYGf8AOaAPlz/gsRYxaN+2TdeHbS9W6tdP8OadDZ3SNlZYhACrKe4xjFfLFfTv/BViXTbv4+6NeaJBM1qvhG1t3vWiIjnnieRWCMeGCp5Q46ZHrXzFQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBLY2V1qV7Dp1jA0s88qxwxoMl2Y4AHuSa/op+CP/BMDwH4z+C3w2XTfi9ZSappHw48P2viXw/FtM1ldRabAs6Nz/wA9FbOOhr8DP2XNGHiL9pn4deHjHvF/460i2Kf3t97EuP1r9cdN/aH8TfAz4/XfjHwpqjXNv57i7gWXG5CTkEd+9AHs/wATP2Vf2YLy01Lw7qnj7SvCF/pFxHFCNRV3N9uAbfuUHAHK49ua+Sde8JWdl4+u9C8HauNRWJpCDH8qsF/iXPJB6ivqbxU37K/7Vuhtq7/EuTw3r89x5j2usMfKL4HAcdBk96+a/Hnws8X/AAH8ax+ItPntNVtbdmktry0mWeJjyc55B7cGgCjZ+Kb64+1+E/EmmGeOGKZrK6eNlkh2lhtJ/uluxB61z0FuLUfa5kaS2jYvIyAZiXf8uR+X611MfxWsvEGn3t1qFui3N3YLCEm4EWfm+UdhnPeuTum1yS5i0cWjTteTxQRvbMOcnjI/EUAfqR/wQX+HWjw+APFvxtuIlLHUE03TQq/MwJ3uVH/fI/Ovv7xd4p0aGwE6Ty7mc71cccYGPrz19q+df+Cf3gXwl8Cv2dtA8JRo0aQxi5vlZNreeybmcg/e9PwrO/bS/bm+FnwA8Cf8JFquuJLcPGRp+kKoEk7nJGc9smgCh+038VfC/hi50SfVtURI31hGUD5mEak5br0ycV6N4R8T+GdeuotX0TWIbi3dsrNER7cex9q/F/4vftG/HD9onWdT+I2oXcqafEyxpafMiQRs/Cow4z0qp8LP24/j98BvE5v9H1W8urGOQGXTrltwIzjgt3oA/oP8KyQ6rpskcN352RsljEeCoZRwR+J69MV+H/8AwU58EX3gf9s/xP4E+xFEgcXNtg43I43Bh+v5V9w/sV/8Ff8A4O/FrQltfFF9NoWqqwF1BcjAZgMZBzXzT/wVv13Rviz8YdG+Lnws1iy1KZdIe01Hy5NkjKHJXgj5sZoA+MfEInutOiLQDamd0uAvGOuPrj86oW+pRHT2097jKrgFduAuPf8AOr93fahOlwj6ezKsaq2RkDkZP6VSW60Ke1FiG2lpA0xkTDDggH3GT0oAqCRJLNnWDcCCMY4zU+g/EDU7G3udDtopY4rm38uQgEAjI49wfam2tpp8KGG21uDyw3zROCGxg9OOh/pXv3wQ+H37N2ueC2u/Hfiq2E9w6QYVsvDkkl+ecfTNAHxR+3l8MtA/4Z7h+JerQt/atlrsFhYSCQ42TLJI4x0PEVfFdfp//wAFVv2afA3hj9kS48c+FfiYmoW2m+IbSW0trd0bznYtFhzweElkbp1A96/MCgAooooAKKKKACiiigAooooAKKKKACiiigCxpWq6joeqW2taPfS213aTpNa3MEhR4pFIZWVhggggEEciv1q8C6Unj34e6L49vtTt79Nc0K2uDqEUexJZGjUuQuBj593FfkbX6e/8E3/2t9E1/wDZW0nwB4i8GWd5f+C7mTTru+lctK9s7GS2fAUKgCFoQPmJ8gsT82AAbviT4d3cJF1p+ooRBJvZYZCOp/8ArVky6jqsTf2eNWaSLBVozK2MkY9f1rovHniTV/H2uGz8IeH5uUBjWJM7iG6YA9MVz3jf4YfEHwu8Op6l4dmhjlbzCyLklc459Ohz+FAFZYhqMqsYFDBQAi85Izzn8aj0KXUNI8e6fqeo3OVs7yKVS3RSqgc/lmodM066gvhb3NzsSO5kVQ33iB6H05q5qdvZ6aDLcSLIpjbepfPI7dPQ0AfpjY/8FEvA3gf4Ore3t5E93HbKLa3Dhy7GPsAT39cV+c3xq+LXiz9pn4lS+KfFepPh5G+yws3ywKBgLg+o9M4rFfVZV01la1khjESsEMm4L06456c1R8OeG/Ed00l/paRuI5sNIVIxyTnj2oA9i8I/C2Sz+BXiDVWt7iNftOnJDuUsix/bIgwzgYJBJ6cgGvKfGFvqN/LJa/2bMY3IJmeIhdykgnqTiu/8Oz+MLewj0zxDrBubaeRkuLCKVtj7VLr+IIz+FWbu2urqwaGXRooEOQhPBYcdvx/nQB337Ln7El/4h0Gx8a6g7W1jLcqybGAZ0zyDwa+pNP8A2VPAU3geO0utOaeR4/LeWaPBRt2Miu0/4J6+GtO8Vfs8W11cbkj01ijSupZTxxxjr716V4m1Twpo8jR6nqcDLAxWPdtGMDjgUAfHWs/8E/PD/iJU/sSCaMSWy7s8g8nk9vSvmj9on9mW7+Depyabc20zqJ/klQcMuSQRxxwP5V+mWm+KbK7laGKQW9urlVI68c9/6CvPf2jPBvgrxb4FvpJkhaSOPeJS2XU8jv8A55oA/NLTPCei3ZlllUmQKgWPGDubcRn6ADP1ra+GHwi8TeMNQi0rw5pc8ju5yPLOFG45Jx2q9p+u2GjfEfy/EcMos7d/LIiQZZA3T+deo3n7S9p4TtZX+FGjR6crw+Q0rxoz465DYzk9etAHzz/wVQ+EUvwv/Y2lvbnURJNJ4psLOaNZc5JjnckgdMFQO9fmHX6iftn63H8QvhVptv49T7fbHVpNVmt52OxlghJJI9P3gH/Aq/LugAooooAKKKKACiiigAooooAKKKKACiiigAr239gf43+Efg18e9PT4p6reW/g7Wz9i8QNauMQK3CXBUg58tju4wcZ56g+JUUAf0GTaD8MfAvhT+y/g7LZTPcRxu/iCZ1Z5onAIZD2UgjpXB63Z/DfQIftnjPxNd3ckO5dqRlkZyMgZJ5HSvlf/giv8YL74sWV18CfiN4tiaHw8Y20Q3k5LizYPviYn/lnGyoEJ+6H29AoH1R+074D1m602Lw14YeyfToIlV7yEj5X8tMsxH+0WH5elAHy34i1K4vPEl1cWN0qxbnVUXsQSfzxWjILXUNIN3O37zy/NKlMk8jI9s9c1ja14ZfRtTbwxa3Ecs5BAkDZG8dfrnA/M1ZsNG1ZbJ7G1vQZ4DvCMcFxzlR9KANa1l02w0NoXIZ2J2RNkYBHrWj8MNA1fxbpsl1aaksUskrQ/ZYXGTjofU9KwZfIkt30y7RhL9oKRSvwVX1/Dn8DVfwd9s8JXIsHm3NOeSD1PGBjv1oA9ls9L8d+HNDefV/D13bFbxFW9ubNlV22spUFhgsVJ/Oun+BvwlvvjXrk2nbWNtAVdmLkEDPJHsK4PSJvFU2m21rq2vXRgk33TWEk/wAqMpjRSFJz0c447V9I/wDBOyxu7/4mvaW6ExT2588OhA2+nA65xxQB9GeBINY8D+ALf4Y/DWTyY4UKzhBnYAclyPqBj2Fc9B4budMuAdeea9mnR/PnlbJUnnj09Poa9m8JaLp/gLxpJdX9nGLfVIhAkjMcLknJOa8j+PHiE6D4um+wXq7WdlaPHAwcDH1x+lAHA+KPiJL4B0G6vbN3meEMwUHkMOc89OlfPXi744/EDVrKTUb/AFxvs10x3WsTZ2rgn8ecGtL47/Fm41LU7zSzu8uZt0SJxuGPX6V53Bo4uNPmAiZ/MG5WOeBgZHNAHHa3dXGqSPdQWit5juzMBz1JGa6P4cfD0+KoI7iBJJfMY7IiD8pyQO9a3hzwxZXZvdBlhWO5MW5EJBJbHSqHjnx9P+zL8N59U1LWrfT31C3Itr+4bCWce7a0xxycFgAADliAKAPnr/gox8UdE8N+Gdf8P6TqEQFpZW/hrSYvMBee4eb7VfzAdSqqkERPQE4zyBX5+V3X7QnxLf4j/EW/l0vxPe6loVpezDQjeKUKxuwLPs/hZyMk9TxnpXC0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHo37Lnx61f9nr4p23jGxf/AEa4UWuoo0jhRCzruk2pyxUAkDB5r9F/Dfxci+M1tB4j8EeJhqNldRKztbzbgFIBKshOUcAglWAYdxX5RV3nwE/aM+JP7O3imPxH4Ev42i85ZLrTbtC0FzhWUbgCDkBjyCO2cgYoA/Q/x34Oa28b2WW3tESUeE5DHGc59cV0Engu207Q9M8ZW8G2SSSRboFu4OAfpWT8PPiL4V+OXhrQviP4LlJs9SIF5bhg0llMBteJv90n8QQa674u3UGmaFp/hnQ2Mh093cSLj978+cED60AcUbSPVbr+0JLbzBbSEMQOBuJGOlX/ABV4IijuNL1CzciO5YMM9R0rrPhT8N9e8R21zp2l6dJK+oQopjjHz7t24EehBH5V0Px08ISeHf7G0K2TZLY2kdtdeYdpDg8/jz+lAHG6Lompa94jgt3JXyrZQ6jgOGkyCB34UdK/RL9hv4Zaf4J0CPWdQtBFezRD7OxTqM9PfpXw/wDCyzsX+M9jazBjFBBaxOzrjLhWLA/mK/Q7wVrml6hLpNvpMyCOHasphc/JjAIoA9U8aWKan4fa6ezVgkQVQBgoQM/WvhH4+3+tWviC8utshhhlCyS7iQB1r6G/bc/aJvPhr8MJLHQp9t/dnbuRudpTGa+DfFnxd1y+0eZLzU3Nu8LM7SdyEPB980AZN9q2n+KfFcN5cx58j5VznnBz/SqnjLXHiul0fRZEDx5OF9+ormrXWtW1K4l1LSrX9xHy7gdDj+XP61ueA7Pw0JJtf8aaytrEYzMzufmcDGEUHuaAM7Sb3X7LXJfFVxe7XtgrEL1faOn49K+JP2+f2pL74kavc/DWKWd57S9UX9z5xEcUSKdtrGvdctvZu7Z65NezftO/tweBPhfPqfhvQorq98QT2Eg063tNiw6e74EbzFs4baTIF2sTtXcFDhq+Aby7uL+7lvruTfLNI0krkY3MTknj3NAEdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AAT1/bK0f9lXxrqWneOfCP8Abfh3xCkUdzEbpkaylUkCaPnaCQ21iR0A5wK/QTwN8Zv2OvG3xE0zSNO8Q6nqmra3uNppn2ORI7N1P+qnyAyPnjuOPxr8c66r4Z/FzxX8Mtfh1nRtVu4/Lk3M1rdtDKvIyUdTkHgdcj2oA/bLT/GvjnwvqEcvw48LRWyCQsBGh80gc5B6kAY/Osz4xftleD9G8ON4j+KPhXRtR1Ha5ge4hVXLKSPmVcE8jr7Gvzj0r/gq18YtPjjh1ZbzWVgTZbPeah5UsangjzEXngDkrXlHxb/a08bfFa4nNxpsVlBLKXSOO5kdgT/eJOG5z/COtAH3J8CP2p7r4hfEbUdcN7Apa9MipHwsfYAA9AOgr7W/Z+/aisbPXobPUb8gq4DjGMn0/Svwr+FHx/8AEfwn1QanYeH9OvyeXS8Mw3HPXMci+4r2z4R/8FEtdTx3FF420s2WnXkuJJrG6Y/Z3JyGw4Jxng88A96AP1B/bA+Mv/Cy/ESppYaKws1wzuSdx68V88a/qbanIbdZdtsnEiscL16muF1/9rjw7fxqmjXsl/nDtLKxbc2f4B0z714n8Tf20vDUd1PpWpeH7gtD/wAskvGDswJIB24xn6/UUAfR3iP47+AvhbprjVfElpbwmP8AelnATjHfnJ5HT1r5H/aE/b38Q+Lrv+y/hNNPp0EcpD6hLEm51B4CKcgKevIzXiPxF+I998QNVe+bT47KBzuFrHIXAcklm3NzyTz9B6VzdAEl3d3d/dy39/cyTzzyNJNNM5Z5HJyWYnkkk5JNR0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaFh4s8UaVbm003xFewQshUxRXLBSvpjOKoO7yOZJHLMerMck0lFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
What is the mr weighting in this image?
T2
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"
What is the main organ in the image?
Brain
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"
What is the largest organ in the picture?
Brain
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JYftlqsrESKwBwPu9/etv9nn9m/WLnRtPnhuAzQoICx4ZgQOnpwK94/ai8CWFt4H1C1spJL2a8v49twykbS06g8ZxjFdZ8IvCSeEbUJFCH8y4Urnsu1ucdu1ADPC/wes9K062g8RaQNqs26ZXIcoB6dO361+VX/BZXxV4V1T40pZ6MHiFncLGAedvyqAfyUV+wfxd8TaxpGgvPFZiFRpMubmXaQpMg52g56V+Fv8AwUHEutfE+8vtTvone61IFpGbJ4KAgKOnGaAPNtHsZvEmrSQw3yiIALGw4yQABx+FYGp6NFp+r+dqtkhYsZGmBJKsBgfWrOh+Ibfw9ezX2mQzTywcLKxCqxIOSo9gam8Razf+JYjPJDEjteBkZWxgOQCP6+2TQB3nwP1TQ9FniuNEvxGY9qMk4GQD1+oOK+i/2qP2x/2ZrX9irxz4B8Y+BraC41zwHfadqGq6NZpLPbTSQPCs8cbFVLgSE8sAT3r59+Cv7IPj34p6VrHijQdYg8uwV3uVeURhI8MQRkjd938a93+H37KP7NPw1vLG8+PfxMsriGeXNzYhxMGicYI8tcgjB6GgD8FdYi0uHV7qHQ7qaeyS5dbOe4iCSSRBjsZlBIViuCRk4Pc1Wr0L9qX4IeMv2efjjrXw08cW9gl3G0N9C2lXAmtntrqFLqBonAAYeVMmcdCCvVSK89oAKKKKACiiigAooooAKKKKACiiigAooooAK/S3/gl9pMvwh/YrufihY+FHluvGHjC4tr688lgz2ltFEIowejKJHlbjuee1fmlX6i/sY+GrP4F/A7wjHomrXjjxJoVlrOrQ6hdNNBHLKjMPJjJKoCrjO0DJwT0oA6H4neMfBviS1tP7JhuLbUPtRR14wBkZ56jrWp8JPHNnZ20emfEHTi0MdoZLScw7yp446jgijxj458AiS6jj8IJPPu3GeSXadxHbAwKgjv7HXNDTS7CWAoAiLHMQJY/YNxkUAM+JdjaXOrvb6DcodPFuJYkiYAAkZxjqD7V5VJJM2pwJbBMzTtvJOQTzzz7CvSdY8Paf4ZvLkaxaXQuZUBhk83KFcHnAzx1rj5vDsYuFu2cAlTIgBzljQB7D+wFpt9ffESa9dTcJBO3lktg5G0dP+Bda/d/4ZeFruP4f+H9GvpHjnXSoWkXk9Rxzivxv/wCCS/w+vfGXxmtPDen2JlDTSTTyBeFRWTJP/fNftx9tgtiA1s0a29ukQZRghVBAGKAPEP2grm+svC7WFzHDI8us2tvFLGORulAH4Gut0nztGvjEQHSOFGQxjlTx1/OuO+OOogT6PHezxtBL4itpREwO7EbjGcdckE8V1eh69Y3WsM2oSoRJtLrDkZAxhfboKAGftEgax8NLvULZp/MFifMLJgYOOcAY6tX4Wfto6beL8TDaXc0bNDcyMn94nf1Nfvn8R2m1r4Z69Fa6KZF+xPsjtyNzKOflBxkjHSvwN/a8tL/UPjff3wmJgeSRIY3G1uGUncD0Oc0AeVapFFpegyvPEspnkQEK3IB5z9OKs6VbJcWSaxBu8s3I+RlzgKegH1706+0p7XSvO1BePNBVNvPGeB+dV/D+v6ja6TKsmnNFDuYKACc5YHPP4/nQB39h+0J4u8HeEbzQfDd9JbW91EftYEmGfqAp/M0z4faNqXxG1WLU/F/iZbO2kYEvI+Qq+/tXm0erSXck08cbNCwPmGQdcZ49ua6rwT4d1jxNLawSSNHY28BecnkYGf8AOaAPlz/gsRYxaN+2TdeHbS9W6tdP8OadDZ3SNlZYhACrKe4xjFfLFfTv/BViXTbv4+6NeaJBM1qvhG1t3vWiIjnnieRWCMeGCp5Q46ZHrXzFQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBLY2V1qV7Dp1jA0s88qxwxoMl2Y4AHuSa/op+CP/BMDwH4z+C3w2XTfi9ZSappHw48P2viXw/FtM1ldRabAs6Nz/wA9FbOOhr8DP2XNGHiL9pn4deHjHvF/460i2Kf3t97EuP1r9cdN/aH8TfAz4/XfjHwpqjXNv57i7gWXG5CTkEd+9AHs/wATP2Vf2YLy01Lw7qnj7SvCF/pFxHFCNRV3N9uAbfuUHAHK49ua+Sde8JWdl4+u9C8HauNRWJpCDH8qsF/iXPJB6ivqbxU37K/7Vuhtq7/EuTw3r89x5j2usMfKL4HAcdBk96+a/Hnws8X/AAH8ax+ItPntNVtbdmktry0mWeJjyc55B7cGgCjZ+Kb64+1+E/EmmGeOGKZrK6eNlkh2lhtJ/uluxB61z0FuLUfa5kaS2jYvIyAZiXf8uR+X611MfxWsvEGn3t1qFui3N3YLCEm4EWfm+UdhnPeuTum1yS5i0cWjTteTxQRvbMOcnjI/EUAfqR/wQX+HWjw+APFvxtuIlLHUE03TQq/MwJ3uVH/fI/Ovv7xd4p0aGwE6Ty7mc71cccYGPrz19q+df+Cf3gXwl8Cv2dtA8JRo0aQxi5vlZNreeybmcg/e9PwrO/bS/bm+FnwA8Cf8JFquuJLcPGRp+kKoEk7nJGc9smgCh+038VfC/hi50SfVtURI31hGUD5mEak5br0ycV6N4R8T+GdeuotX0TWIbi3dsrNER7cex9q/F/4vftG/HD9onWdT+I2oXcqafEyxpafMiQRs/Cow4z0qp8LP24/j98BvE5v9H1W8urGOQGXTrltwIzjgt3oA/oP8KyQ6rpskcN352RsljEeCoZRwR+J69MV+H/8AwU58EX3gf9s/xP4E+xFEgcXNtg43I43Bh+v5V9w/sV/8Ff8A4O/FrQltfFF9NoWqqwF1BcjAZgMZBzXzT/wVv13Rviz8YdG+Lnws1iy1KZdIe01Hy5NkjKHJXgj5sZoA+MfEInutOiLQDamd0uAvGOuPrj86oW+pRHT2097jKrgFduAuPf8AOr93fahOlwj6ezKsaq2RkDkZP6VSW60Ke1FiG2lpA0xkTDDggH3GT0oAqCRJLNnWDcCCMY4zU+g/EDU7G3udDtopY4rm38uQgEAjI49wfam2tpp8KGG21uDyw3zROCGxg9OOh/pXv3wQ+H37N2ueC2u/Hfiq2E9w6QYVsvDkkl+ecfTNAHxR+3l8MtA/4Z7h+JerQt/atlrsFhYSCQ42TLJI4x0PEVfFdfp//wAFVv2afA3hj9kS48c+FfiYmoW2m+IbSW0trd0bznYtFhzweElkbp1A96/MCgAooooAKKKKACiiigAooooAKKKKACiiigCxpWq6joeqW2taPfS213aTpNa3MEhR4pFIZWVhggggEEciv1q8C6Unj34e6L49vtTt79Nc0K2uDqEUexJZGjUuQuBj593FfkbX6e/8E3/2t9E1/wDZW0nwB4i8GWd5f+C7mTTru+lctK9s7GS2fAUKgCFoQPmJ8gsT82AAbviT4d3cJF1p+ooRBJvZYZCOp/8ArVky6jqsTf2eNWaSLBVozK2MkY9f1rovHniTV/H2uGz8IeH5uUBjWJM7iG6YA9MVz3jf4YfEHwu8Op6l4dmhjlbzCyLklc459Ohz+FAFZYhqMqsYFDBQAi85Izzn8aj0KXUNI8e6fqeo3OVs7yKVS3RSqgc/lmodM066gvhb3NzsSO5kVQ33iB6H05q5qdvZ6aDLcSLIpjbepfPI7dPQ0AfpjY/8FEvA3gf4Ore3t5E93HbKLa3Dhy7GPsAT39cV+c3xq+LXiz9pn4lS+KfFepPh5G+yws3ywKBgLg+o9M4rFfVZV01la1khjESsEMm4L06456c1R8OeG/Ed00l/paRuI5sNIVIxyTnj2oA9i8I/C2Sz+BXiDVWt7iNftOnJDuUsix/bIgwzgYJBJ6cgGvKfGFvqN/LJa/2bMY3IJmeIhdykgnqTiu/8Oz+MLewj0zxDrBubaeRkuLCKVtj7VLr+IIz+FWbu2urqwaGXRooEOQhPBYcdvx/nQB337Ln7El/4h0Gx8a6g7W1jLcqybGAZ0zyDwa+pNP8A2VPAU3geO0utOaeR4/LeWaPBRt2Miu0/4J6+GtO8Vfs8W11cbkj01ijSupZTxxxjr716V4m1Twpo8jR6nqcDLAxWPdtGMDjgUAfHWs/8E/PD/iJU/sSCaMSWy7s8g8nk9vSvmj9on9mW7+Depyabc20zqJ/klQcMuSQRxxwP5V+mWm+KbK7laGKQW9urlVI68c9/6CvPf2jPBvgrxb4FvpJkhaSOPeJS2XU8jv8A55oA/NLTPCei3ZlllUmQKgWPGDubcRn6ADP1ra+GHwi8TeMNQi0rw5pc8ju5yPLOFG45Jx2q9p+u2GjfEfy/EcMos7d/LIiQZZA3T+deo3n7S9p4TtZX+FGjR6crw+Q0rxoz465DYzk9etAHzz/wVQ+EUvwv/Y2lvbnURJNJ4psLOaNZc5JjnckgdMFQO9fmHX6iftn63H8QvhVptv49T7fbHVpNVmt52OxlghJJI9P3gH/Aq/LugAooooAKKKKACiiigAooooAKKKKACiiigAr239gf43+Efg18e9PT4p6reW/g7Wz9i8QNauMQK3CXBUg58tju4wcZ56g+JUUAf0GTaD8MfAvhT+y/g7LZTPcRxu/iCZ1Z5onAIZD2UgjpXB63Z/DfQIftnjPxNd3ckO5dqRlkZyMgZJ5HSvlf/giv8YL74sWV18CfiN4tiaHw8Y20Q3k5LizYPviYn/lnGyoEJ+6H29AoH1R+074D1m602Lw14YeyfToIlV7yEj5X8tMsxH+0WH5elAHy34i1K4vPEl1cWN0qxbnVUXsQSfzxWjILXUNIN3O37zy/NKlMk8jI9s9c1ja14ZfRtTbwxa3Ecs5BAkDZG8dfrnA/M1ZsNG1ZbJ7G1vQZ4DvCMcFxzlR9KANa1l02w0NoXIZ2J2RNkYBHrWj8MNA1fxbpsl1aaksUskrQ/ZYXGTjofU9KwZfIkt30y7RhL9oKRSvwVX1/Dn8DVfwd9s8JXIsHm3NOeSD1PGBjv1oA9ls9L8d+HNDefV/D13bFbxFW9ubNlV22spUFhgsVJ/Oun+BvwlvvjXrk2nbWNtAVdmLkEDPJHsK4PSJvFU2m21rq2vXRgk33TWEk/wAqMpjRSFJz0c447V9I/wDBOyxu7/4mvaW6ExT2588OhA2+nA65xxQB9GeBINY8D+ALf4Y/DWTyY4UKzhBnYAclyPqBj2Fc9B4budMuAdeea9mnR/PnlbJUnnj09Poa9m8JaLp/gLxpJdX9nGLfVIhAkjMcLknJOa8j+PHiE6D4um+wXq7WdlaPHAwcDH1x+lAHA+KPiJL4B0G6vbN3meEMwUHkMOc89OlfPXi744/EDVrKTUb/AFxvs10x3WsTZ2rgn8ecGtL47/Fm41LU7zSzu8uZt0SJxuGPX6V53Bo4uNPmAiZ/MG5WOeBgZHNAHHa3dXGqSPdQWit5juzMBz1JGa6P4cfD0+KoI7iBJJfMY7IiD8pyQO9a3hzwxZXZvdBlhWO5MW5EJBJbHSqHjnx9P+zL8N59U1LWrfT31C3Itr+4bCWce7a0xxycFgAADliAKAPnr/gox8UdE8N+Gdf8P6TqEQFpZW/hrSYvMBee4eb7VfzAdSqqkERPQE4zyBX5+V3X7QnxLf4j/EW/l0vxPe6loVpezDQjeKUKxuwLPs/hZyMk9TxnpXC0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHo37Lnx61f9nr4p23jGxf/AEa4UWuoo0jhRCzruk2pyxUAkDB5r9F/Dfxci+M1tB4j8EeJhqNldRKztbzbgFIBKshOUcAglWAYdxX5RV3nwE/aM+JP7O3imPxH4Ev42i85ZLrTbtC0FzhWUbgCDkBjyCO2cgYoA/Q/x34Oa28b2WW3tESUeE5DHGc59cV0Engu207Q9M8ZW8G2SSSRboFu4OAfpWT8PPiL4V+OXhrQviP4LlJs9SIF5bhg0llMBteJv90n8QQa674u3UGmaFp/hnQ2Mh093cSLj978+cED60AcUbSPVbr+0JLbzBbSEMQOBuJGOlX/ABV4IijuNL1CzciO5YMM9R0rrPhT8N9e8R21zp2l6dJK+oQopjjHz7t24EehBH5V0Px08ISeHf7G0K2TZLY2kdtdeYdpDg8/jz+lAHG6Lompa94jgt3JXyrZQ6jgOGkyCB34UdK/RL9hv4Zaf4J0CPWdQtBFezRD7OxTqM9PfpXw/wDCyzsX+M9jazBjFBBaxOzrjLhWLA/mK/Q7wVrml6hLpNvpMyCOHasphc/JjAIoA9U8aWKan4fa6ezVgkQVQBgoQM/WvhH4+3+tWviC8utshhhlCyS7iQB1r6G/bc/aJvPhr8MJLHQp9t/dnbuRudpTGa+DfFnxd1y+0eZLzU3Nu8LM7SdyEPB980AZN9q2n+KfFcN5cx58j5VznnBz/SqnjLXHiul0fRZEDx5OF9+ormrXWtW1K4l1LSrX9xHy7gdDj+XP61ueA7Pw0JJtf8aaytrEYzMzufmcDGEUHuaAM7Sb3X7LXJfFVxe7XtgrEL1faOn49K+JP2+f2pL74kavc/DWKWd57S9UX9z5xEcUSKdtrGvdctvZu7Z65NezftO/tweBPhfPqfhvQorq98QT2Eg063tNiw6e74EbzFs4baTIF2sTtXcFDhq+Aby7uL+7lvruTfLNI0krkY3MTknj3NAEdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AAT1/bK0f9lXxrqWneOfCP8Abfh3xCkUdzEbpkaylUkCaPnaCQ21iR0A5wK/QTwN8Zv2OvG3xE0zSNO8Q6nqmra3uNppn2ORI7N1P+qnyAyPnjuOPxr8c66r4Z/FzxX8Mtfh1nRtVu4/Lk3M1rdtDKvIyUdTkHgdcj2oA/bLT/GvjnwvqEcvw48LRWyCQsBGh80gc5B6kAY/Osz4xftleD9G8ON4j+KPhXRtR1Ha5ge4hVXLKSPmVcE8jr7Gvzj0r/gq18YtPjjh1ZbzWVgTZbPeah5UsangjzEXngDkrXlHxb/a08bfFa4nNxpsVlBLKXSOO5kdgT/eJOG5z/COtAH3J8CP2p7r4hfEbUdcN7Apa9MipHwsfYAA9AOgr7W/Z+/aisbPXobPUb8gq4DjGMn0/Svwr+FHx/8AEfwn1QanYeH9OvyeXS8Mw3HPXMci+4r2z4R/8FEtdTx3FF420s2WnXkuJJrG6Y/Z3JyGw4Jxng88A96AP1B/bA+Mv/Cy/ESppYaKws1wzuSdx68V88a/qbanIbdZdtsnEiscL16muF1/9rjw7fxqmjXsl/nDtLKxbc2f4B0z714n8Tf20vDUd1PpWpeH7gtD/wAskvGDswJIB24xn6/UUAfR3iP47+AvhbprjVfElpbwmP8AelnATjHfnJ5HT1r5H/aE/b38Q+Lrv+y/hNNPp0EcpD6hLEm51B4CKcgKevIzXiPxF+I998QNVe+bT47KBzuFrHIXAcklm3NzyTz9B6VzdAEl3d3d/dy39/cyTzzyNJNNM5Z5HJyWYnkkk5JNR0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAaFh4s8UaVbm003xFewQshUxRXLBSvpjOKoO7yOZJHLMerMck0lFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q=="
Does the picture contain brian?
Yes
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"
What diseases are included in the picture?
Brain Edema, Brain Tumor
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"
Does the brain look abnormal?
Yes
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"
Where is/are the abnormality located?
Lower Right
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Is this an MRI scan?
Yes
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Is this an MRI image with T2 weighted?
No
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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 tumor located?
Lower Right Lobe
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Which organ system is imaged?
Head
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Can brain edema be observed in the picture?
Yes
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What color does the brain edema show in the picture?
Dark Gray
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How much damage will be caused to the body taking such an image?
None
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Is this image taken via CT?
No
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"
What is the mr weighting in this image?
T1
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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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jJ47+ua4L4g+LxpGo2cTeWFm3MOuRg49O9AGT8YPhVc/EnwZqPhu0uUDXcQET87VIYHOav/D3w5deHdLg0x7f5beBY2duQdowTg81taBfW2rQq9vMrgLhl5GOelWb22+yXDXCXm4hCHXj86AJre3XyisijOwAjAUDPtUt1NEoMMahmRdqZf8AP61V0/U9Pu7xYZJQSrqpR/vKT6gda0ddsI7CGSPfiQOOMYAHWgDKOpzCVYrQjJGHCg5+lY/iifWZdGkh02Uw3HLeYY8ZOe/tjtWlcMsTExlWL8/K3BA9sdaoa3f20kKiKcxsmQWUYXJ7Zx1oA8p+I3iL4haTNN9istPnhmGbdpbzZLyvZTwee9eD+J/EXjzSdfGva2kpYpuVnOUyD2+lfT2sw+FbCUX2qXKzNwuXPGPSvFP2hvEmieIhFoXhaPzLqJyAsCEhcjjOATg0AfKP7afhvT9N8aadr2m300kd5byRNFLbhAjqVlcrg9C1wRjHG3OTnjxivX/2u/EWnan4h0nSrK9E7xWrXVx93dC8qxIYnAOVYGEtggfK6no1eQUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAS2N09jew3sZO6GVXXacHIOetfrp8E7AeFvgB4YsbvT7jRmXSYBbWurRiKbBQOVdSfkcbsMp5BBFflj8CCB8cPBpLAAeK9OyT2/0mOv1xl+Ing/U3trIXcUtvNAWjUxbkJbgnuM8UAa1tc288KGCaN3wAGjORz71oo8ExCzJujAAYMPun1FY+jabp/wDr9MjjEWQsUsUajb7EkVt2dtdpu3oq7FztIzuHqB70AW9PaK1Y+XGQrNuzsK4/LvUFtJcpdvdXsrrCVbEeeoz8pOe9PcTNF5flEgAF3A+6Pwqot1HaWpafd8pOAyEgqfSgDe0v7RcokVsiiSQERlxz+Brxr4wSX198R7XSre3k228H7xc8Bs8jr0r2Hwzqkmksb1YBcQwxlgrD5lOODyO1cVbSWmua9LrkpCzSuxAC7t//ANagC54MtX0mBC0JiLgZ3EEH9Kl8WRXYglvLe92/xMTgEDuOO1RavqVpDNbW9xcFZLh9sVuHGSfXAp1zctfRzaXcod8asCCe/TB5FAHP/CbXG1/xfc2rzkQxlWDHB6H1NeleKLqCKEwgOWJIWQDJGfQ5/WuF+G3hWDTPEN/ssGkeWFfLAIHOPve9dRd3M5jjhmPlAHgkcEn1oAy2kikLYll+ZQGIGeTxz6CsTWvBySxNcWlzIAWJkRWPUd8Hit1RbQq+2Y7lbAZeMAc8UT6qskBSV9u4HGF5YjpwKAPFfEfw+8W+ItQk068jeKGNPluzLu8zJ6Bexx3rY8L/AA30rwars1pGZZ0XfK33mwOPpXa65runadHFNqmpRQ+bxGj85OegA5NYOoX+t3cxs9AgYSMzBZbteE77tuOfxoA/P3/gob8ONH8KfGZ/FHhjTbe3tdUBGoLaqQPtoJZ3YAbVLqyHg5ZlkYjOSfAa+0/+Ci/w31/w38GbHV9R1C2mWTxUtxMS0aOHlgkUhc4aT7oO0ZIAJwAGI+LKACiiigAooooAKKKKACiiigAooooAKKKKAOm+C0Tz/GPwnDG2GfxNYKpxnBNwnav1n8JWVj4Z8LWulNFbSC0tETzwmHGcnOP0r8pP2dRGf2gvAglXKnxlpe4eo+1xV+td9oFnrUqPDKglSMoOANhDEdetAF6Hx3pEsX2C3tmZmxv8tTxxjOR0retL5blEaFHVvKAUSNkgA+uev1rmLHwC+nylYvMciQlnkm+TOM9a6aytWsHIZk3FQFJ55oAWUhFeZXZGY/xL94/SmXdp9qSMpN1UDakZOTV5yraf5MbjCOHkLKAw57H0zTbWS+vJXtNL08zksD8oGWYnsB1JoASGwWKweKaKUsykb9vQfzrJlt9Is70CGICQp8oUBRgV6ppnwm1WLw4Ne8TrNao979mjskXfPJIBnaFH/wBasrxjpPhHwelvHffCnWbx7hkVriz1OJGiZugKFTux1xx9aAPNvEeg2cot9eCYvLSQtbz4OHUj7hx1ya5P4RX2uaj4YS41nUVe4t7qaOVIlKlT5hIHPoOOa9N8XxQaWxtLeUvEPm/ex4wOoB4+Vh+RrmNEtLGTfdWUQ2NI5cxoMM7etAGroZjivvP/AHsUwUGYlivy88D3qXVJCYpI5IY8IyhWAOTntx1pxtoogzxbdzoFdy2cH0qtPBK1yIFTIRcFWXB6f5xQBDJHFDOixxHcSdyen6/0qOdUli/0cCOVe4HT1qxHbj7SVjjPIwGaHaef89abPE6LIIoHUqSVLdj7CgDldX8GTajqMWqyFJHhH+jB0/1YPcc1PdJFaWsQiQmeSIjYzjAP1rduLfATex5jUS442+p6c1iXGlvc3gCTFirtsCEjjFAHwt/wU8+KXjuTxFpPwZ1m208aULaHWreWFHMxk33VuAWLY2gBuNuc857V8n19j/8ABVLwDcQx+HvH8hjIt7mTTTL5K+ZIHDyqrOOdqlJCFI6yMeMnPxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1nwDlEHx08FzHOE8W6cxx7XUdfq39ourFme2cINhbzGUAO+Se3QYr8sf2YB4YP7S3w8HjbV7bT9G/4TnSf7Xv7y4WGG2tftkXmyyOxCoipuYsSAACTX6o6Y+nSXS6XdXCy3UUY81UJwAMqXPbGVoAs6h49vtLubK2uLTBuZtgniUvGhK53EAcDtXT3upyafB9scAtIFzsQ46df8KzLLV9It7WO0ji8x8k+cOQAO3TNaF7rUWp2kkUcAh2qAu7J3H19qAMbWvGEqtHYneARkgMTk+leqfsawWmvfENbuJopJtNgkubaymOVlnUfID68814B4j1meyvjaRIyyFSwYj730Nej/ALEXxL03w38bbLU9VEabZMGNjt8wEYxzQB7/AKZ45+JfhXxlcX/jrQktBFcTzaZdWUB/dzOpLksDncegOPavLpP2mPEHjnx29n44ubm4WzmWTS5pbUrcJnOVy3+s+vavtW5+Hnw78d6PB418PiRXkiZpLaWYKIFOcuc/eAPavmnxdp37NXhLUb6/8V622qatFIxsRACWU9Cm1Qcj34xQB5l8SvEWo36S3Gn6Kl75sLETeXtkTbyRIvY471y3grTpV0i2uftikXBLCQNtyTz+XbNaXib4kXuo6fqWueHPCyWNnZWkhmMs3710Hy5GfrXO+HPEt5dXUFnBZqIMRv5i9htzjPr+VAHa3tnCi/JGr/IOAPmJ781XSOO5hJiZ8Ix64BPHp3rSNuZ3iv5du0sAvbJx6evvWZc5m1B9ndySGXBC+vUGgCtPZtawBWJZ3BK5IG0Z44700WzTglozujjwxPPvz71bu5wD5sRYqzhQDGeKp2kEzXDxzbikh5UH5h7kCgDE17xfpekWwinkX5QMEuDgEe3TmuK1n43eF/DxcaiZNqKTI0EDYHvz2q58RYJNO1If2fpM88synCJHuBI+n9a5vwz4M1jXdQceKPDqRwsx3RStvY+5Hp7GgD5v/wCCh3xRsPiR8K7TT9Ft7icWeuW17JOYThYWiuY9x4+Vd7ouehLAdxXxtX0j/wAFJtX07SPizbfDbww9nHYW2mwXd7a2xDNFdFplCNyTGBEVYJxxKGOQVx83UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoj+wZ8QNH8ffCDRo012ybU9Jsxpmp2cMjI1okWUg3K/OJIlV9wyrMJAMFWVfzur0z9lj9oOT9nv4jR67qmmT6loV4Y01jTYblkJCtlLiNdwRpo8tt38FZJEBTfvUA/T288Ok3Mc0N45R3y4VunoFP1q7HPJZiS0ll2hzncVJ56Hj2qt8PPHvhn4k+FLTx94Z1q3vtLnh8+0uYCSJEOR3+ZSGBUggMrAqwBBATxFdxqHmR2RJhmJmP3T9aAMbxY9tcXsKRvv2Rgs4X5sg817R+z18GfAuhfDm3+NHxes7y8t9V1F7fRrPTgElAXkkk8ge9eHXs0MsH2qBo5Nijdk9fXFfdHiDw34QsfhJ8NdPggieK98OxzWtnbsd87Mctsx/EDQBy3jTXbzxbDYeAPghqGsaNLfahFZNBeXeVbzO+/gAVyPxx8BfDX9l2/1HRfil41WbX7SMLqFvpg3NHn/a5DGvefGHwrtrv4eXPjzw/DfWS6ZNbXPktFjyChBLH64xmvlP/goNo+kTfHzU/GapPJouv2VvfpM/IeR0AZV+jDpQB25+Emk+Mv2dte+KXgjwTql1YXnhZ5kury6jilt3MoUsQOMEZ4rw6yuf+EVkWDzjHCqg+VId8gIUAAk9q9V+Emv/ABZ1z9hXxp4stJphpWkfZ7TyAQB5JlHB5BJFeM+OPF/hW4sYrOW4nRyrMSUw7txnkc4oA73SvGNvcOjK5d8APubGPpWzcfan3XEzMRICqPyAAfc9xXB/DO1sry2GoqkjKSMxMnzAepzyM11mpSXV6Ahn2KwUJleFIP8AWgB95q0dgqS3w3xxxlo5Gk5Pqv196w9P8X6ZqtxOdMs2kYKTsRgWQe9ZvifVruzVkVE81ZMNg4GP8KxNA09/EXjI3i6ZNaPFb+XLLb5UzDr823t70AdNZ+LtG1iWW3uGEMkKASADJBHqBXIfGHxrq/gPwfrfi6EedFpulT38vkLgmKKNpCByPmwpxn8xWt4k1LwxpPiaz0OW6tYtSJzHBFKnyr235Oc/WvEf+Cinxz0jwN8HdV0Dw54qi/tTxDENKjtYmieVI3H+ksysc+WYd8ZYAlWlTGCQQAfnz488VTeOvHOteN7i0W3k1nVrm+eBX3CMzStIVB4zjdjPtWTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AATv/aR0j4K/Eu68K/ELxbdWXhrXbUxxxMENrDfl4gk0pY/uUMYkRnHGTEXwqb0+7ZdX03xNpFvqGhXyy2c5V7O7hKvHMrKGWRGHDIQQQRnIINfkVX0F+zN+3x4w+DGmReA/Hmm3HiLw6Z0HmPfyNe2UIWGJY4TIxQxRxxtshAQbm++o4oA+3Z7mLS9TH21EYF8AIvJOOeD2r6I8F/EPX/iH8CPD0vg/Wmj8T/DLVd8EA+aSTT5DkSIO+05BFeC6VdeEfiB4U0/xh4Q12C/0fU7P7Rp2oWpLJIgOCmCNysrAqysAyMCrAEECbwd8Qdd+E/iZL3Rbqa3lCH98jkAg9QexHseKAP0A8LftpweILq28N6reyvBq2kvb6tbC1yHUjDh0I/EHsa8i+Kemf8Ln8NWXh7wte6Paafo5eOFtWjOJod/HzdQR+Rq58HfjP8NvH9wPEt0unaV4mAijuZZIMQzoRhm29AD3ApfFEOpaZ8Q5fFHhXxd4ZvdLul2Xtp56hI48YJWM+/vQB5V8YLvTPgt+zrq3gmW/t7qfUbqJopNPkKqqCQHDLnaR9ea8/wBLbQpbP7dc6TBKCMi4lIJBOMgnsMV0f7Quq+F9XvoNIt7WBrZp0QSIwIwDncc9Oa5f/hCYHvbWdJBPYouZLckHDZ4xQB2Wi6/pM1g1npNuownREAHHVs/SorTxJai4ktEuN7BxiPzASfTn0rnPiDq1j4c0xv7HdUu5BjZnAHHQ1534G8U6pp3jCyj1LbDBqM2z7QQ2d4PQ9vpQB6j8TNDuGtrfVI7YqjqGmWJsZYHgEjtVjTfENtpXhuLVpbMQNIxSUR/eJzgAnsPrUXiDxhYt5+i648ewZ/eb+M9Pl9B6n1ryP4neJrx7WLwf4JF1cJqb7ZvscRZ1C9GU+u6gDrPiBe/DXwvp97rfimCyMl0GPnXG1fIUKSzvI2NiqoJLEgACvzJ/aX8cR+OvjFq9zafZWtNNuZNPsZ7O6E6XEMUrgSiRflcMSWBHG0qMnG4++/tyfEofDzwp/wAKfj+Jd7e+L7wx/wBsjTb20uILSyzdQ3NhcyRTNJb3YlijDwFFPlsQxAfY3yLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6f+z7+118Xv2brHVNF8DXNld6bqo3y6Xq8UksEFx8oFzEEdDHLtXYSDtdcB1bYhX1eD/gpjqms6ppsXi/4W24sYbGKO/n0+/Y3P2rePMuIww2eXsztt2Gd2MzYr5ZooA/Rrwb+1l8FX8MW3j2H4naRao9qZ5LXUNSjjvoCoO8Nbgl2cYICKG38bNwKk7Gi/tqfs/wCt2L6y3xv0uDTIJ5EnSdXhuGCx7y6Qunmt1+XahDH5RlhivzNooA+6dD/4KS/Dbxz8Y9N+F2neBG0PwHqRt7SPXtYu41v4L9mG27uWeXyI7XewWRQ2VTdLvOPJP0F4S1K9svANt4pimikTU7YXkBspFkRYn5VhIhKnqCCCQVYEHBr8lK3vC3xU+J/gfT30nwV8R9e0e1kmMsltpesT28bSFQpcrGwBYqqgnrgAdqAP011rxPol+7T6rMzMoHnb2Gd/T/OK0tV0/wANa58PtQvYLqK2i0uI3M99JchIoERSxkZ2wEUAEkk4ABJr8t5/ij8Tbp/NufiLrsjf3n1eYn9Wpug/Ez4keFvD174R8MfEHXNO0nUlddR0uw1aaG3ug6bHEkaMFcMgCncDkDB4oA+1vg1+0L4F+Ofxjn+Gfj34sadoENg0w/tzWdWsrHS5EjlWP93cSTBZC27coz8ygntXKeP/APgoz4/+Bt74m8BfBGx+Guu6Fr+n3sXhbx5p1pqCatZ2k3nQJcITcxS2N9FgnEkKkOiyorxPFI/xzRQBc8QeINe8W69feKvFWt3mp6pqd5Ld6lqWoXLzXF3cSOXkllkclpHZiWZmJJJJJJNU6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
Where is the brain edema located?
Lower Right Lobe
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jJ47+ua4L4g+LxpGo2cTeWFm3MOuRg49O9AGT8YPhVc/EnwZqPhu0uUDXcQET87VIYHOav/D3w5deHdLg0x7f5beBY2duQdowTg81taBfW2rQq9vMrgLhl5GOelWb22+yXDXCXm4hCHXj86AJre3XyisijOwAjAUDPtUt1NEoMMahmRdqZf8AP61V0/U9Pu7xYZJQSrqpR/vKT6gda0ddsI7CGSPfiQOOMYAHWgDKOpzCVYrQjJGHCg5+lY/iifWZdGkh02Uw3HLeYY8ZOe/tjtWlcMsTExlWL8/K3BA9sdaoa3f20kKiKcxsmQWUYXJ7Zx1oA8p+I3iL4haTNN9istPnhmGbdpbzZLyvZTwee9eD+J/EXjzSdfGva2kpYpuVnOUyD2+lfT2sw+FbCUX2qXKzNwuXPGPSvFP2hvEmieIhFoXhaPzLqJyAsCEhcjjOATg0AfKP7afhvT9N8aadr2m300kd5byRNFLbhAjqVlcrg9C1wRjHG3OTnjxivX/2u/EWnan4h0nSrK9E7xWrXVx93dC8qxIYnAOVYGEtggfK6no1eQUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAS2N09jew3sZO6GVXXacHIOetfrp8E7AeFvgB4YsbvT7jRmXSYBbWurRiKbBQOVdSfkcbsMp5BBFflj8CCB8cPBpLAAeK9OyT2/0mOv1xl+Ing/U3trIXcUtvNAWjUxbkJbgnuM8UAa1tc288KGCaN3wAGjORz71oo8ExCzJujAAYMPun1FY+jabp/wDr9MjjEWQsUsUajb7EkVt2dtdpu3oq7FztIzuHqB70AW9PaK1Y+XGQrNuzsK4/LvUFtJcpdvdXsrrCVbEeeoz8pOe9PcTNF5flEgAF3A+6Pwqot1HaWpafd8pOAyEgqfSgDe0v7RcokVsiiSQERlxz+Brxr4wSX198R7XSre3k228H7xc8Bs8jr0r2Hwzqkmksb1YBcQwxlgrD5lOODyO1cVbSWmua9LrkpCzSuxAC7t//ANagC54MtX0mBC0JiLgZ3EEH9Kl8WRXYglvLe92/xMTgEDuOO1RavqVpDNbW9xcFZLh9sVuHGSfXAp1zctfRzaXcod8asCCe/TB5FAHP/CbXG1/xfc2rzkQxlWDHB6H1NeleKLqCKEwgOWJIWQDJGfQ5/WuF+G3hWDTPEN/ssGkeWFfLAIHOPve9dRd3M5jjhmPlAHgkcEn1oAy2kikLYll+ZQGIGeTxz6CsTWvBySxNcWlzIAWJkRWPUd8Hit1RbQq+2Y7lbAZeMAc8UT6qskBSV9u4HGF5YjpwKAPFfEfw+8W+ItQk068jeKGNPluzLu8zJ6Bexx3rY8L/AA30rwars1pGZZ0XfK33mwOPpXa65runadHFNqmpRQ+bxGj85OegA5NYOoX+t3cxs9AgYSMzBZbteE77tuOfxoA/P3/gob8ONH8KfGZ/FHhjTbe3tdUBGoLaqQPtoJZ3YAbVLqyHg5ZlkYjOSfAa+0/+Ci/w31/w38GbHV9R1C2mWTxUtxMS0aOHlgkUhc4aT7oO0ZIAJwAGI+LKACiiigAooooAKKKKACiiigAooooAKKKKAOm+C0Tz/GPwnDG2GfxNYKpxnBNwnav1n8JWVj4Z8LWulNFbSC0tETzwmHGcnOP0r8pP2dRGf2gvAglXKnxlpe4eo+1xV+td9oFnrUqPDKglSMoOANhDEdetAF6Hx3pEsX2C3tmZmxv8tTxxjOR0retL5blEaFHVvKAUSNkgA+uev1rmLHwC+nylYvMciQlnkm+TOM9a6aytWsHIZk3FQFJ55oAWUhFeZXZGY/xL94/SmXdp9qSMpN1UDakZOTV5yraf5MbjCOHkLKAw57H0zTbWS+vJXtNL08zksD8oGWYnsB1JoASGwWKweKaKUsykb9vQfzrJlt9Is70CGICQp8oUBRgV6ppnwm1WLw4Ne8TrNao979mjskXfPJIBnaFH/wBasrxjpPhHwelvHffCnWbx7hkVriz1OJGiZugKFTux1xx9aAPNvEeg2cot9eCYvLSQtbz4OHUj7hx1ya5P4RX2uaj4YS41nUVe4t7qaOVIlKlT5hIHPoOOa9N8XxQaWxtLeUvEPm/ex4wOoB4+Vh+RrmNEtLGTfdWUQ2NI5cxoMM7etAGroZjivvP/AHsUwUGYlivy88D3qXVJCYpI5IY8IyhWAOTntx1pxtoogzxbdzoFdy2cH0qtPBK1yIFTIRcFWXB6f5xQBDJHFDOixxHcSdyen6/0qOdUli/0cCOVe4HT1qxHbj7SVjjPIwGaHaef89abPE6LIIoHUqSVLdj7CgDldX8GTajqMWqyFJHhH+jB0/1YPcc1PdJFaWsQiQmeSIjYzjAP1rduLfATex5jUS442+p6c1iXGlvc3gCTFirtsCEjjFAHwt/wU8+KXjuTxFpPwZ1m208aULaHWreWFHMxk33VuAWLY2gBuNuc857V8n19j/8ABVLwDcQx+HvH8hjIt7mTTTL5K+ZIHDyqrOOdqlJCFI6yMeMnPxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1nwDlEHx08FzHOE8W6cxx7XUdfq39ourFme2cINhbzGUAO+Se3QYr8sf2YB4YP7S3w8HjbV7bT9G/4TnSf7Xv7y4WGG2tftkXmyyOxCoipuYsSAACTX6o6Y+nSXS6XdXCy3UUY81UJwAMqXPbGVoAs6h49vtLubK2uLTBuZtgniUvGhK53EAcDtXT3upyafB9scAtIFzsQ46df8KzLLV9It7WO0ji8x8k+cOQAO3TNaF7rUWp2kkUcAh2qAu7J3H19qAMbWvGEqtHYneARkgMTk+leqfsawWmvfENbuJopJtNgkubaymOVlnUfID68814B4j1meyvjaRIyyFSwYj730Nej/ALEXxL03w38bbLU9VEabZMGNjt8wEYxzQB7/AKZ45+JfhXxlcX/jrQktBFcTzaZdWUB/dzOpLksDncegOPavLpP2mPEHjnx29n44ubm4WzmWTS5pbUrcJnOVy3+s+vavtW5+Hnw78d6PB418PiRXkiZpLaWYKIFOcuc/eAPavmnxdp37NXhLUb6/8V622qatFIxsRACWU9Cm1Qcj34xQB5l8SvEWo36S3Gn6Kl75sLETeXtkTbyRIvY471y3grTpV0i2uftikXBLCQNtyTz+XbNaXib4kXuo6fqWueHPCyWNnZWkhmMs3710Hy5GfrXO+HPEt5dXUFnBZqIMRv5i9htzjPr+VAHa3tnCi/JGr/IOAPmJ781XSOO5hJiZ8Ix64BPHp3rSNuZ3iv5du0sAvbJx6evvWZc5m1B9ndySGXBC+vUGgCtPZtawBWJZ3BK5IG0Z44700WzTglozujjwxPPvz71bu5wD5sRYqzhQDGeKp2kEzXDxzbikh5UH5h7kCgDE17xfpekWwinkX5QMEuDgEe3TmuK1n43eF/DxcaiZNqKTI0EDYHvz2q58RYJNO1If2fpM88synCJHuBI+n9a5vwz4M1jXdQceKPDqRwsx3RStvY+5Hp7GgD5v/wCCh3xRsPiR8K7TT9Ft7icWeuW17JOYThYWiuY9x4+Vd7ouehLAdxXxtX0j/wAFJtX07SPizbfDbww9nHYW2mwXd7a2xDNFdFplCNyTGBEVYJxxKGOQVx83UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoj+wZ8QNH8ffCDRo012ybU9Jsxpmp2cMjI1okWUg3K/OJIlV9wyrMJAMFWVfzur0z9lj9oOT9nv4jR67qmmT6loV4Y01jTYblkJCtlLiNdwRpo8tt38FZJEBTfvUA/T288Ok3Mc0N45R3y4VunoFP1q7HPJZiS0ll2hzncVJ56Hj2qt8PPHvhn4k+FLTx94Z1q3vtLnh8+0uYCSJEOR3+ZSGBUggMrAqwBBATxFdxqHmR2RJhmJmP3T9aAMbxY9tcXsKRvv2Rgs4X5sg817R+z18GfAuhfDm3+NHxes7y8t9V1F7fRrPTgElAXkkk8ge9eHXs0MsH2qBo5Nijdk9fXFfdHiDw34QsfhJ8NdPggieK98OxzWtnbsd87Mctsx/EDQBy3jTXbzxbDYeAPghqGsaNLfahFZNBeXeVbzO+/gAVyPxx8BfDX9l2/1HRfil41WbX7SMLqFvpg3NHn/a5DGvefGHwrtrv4eXPjzw/DfWS6ZNbXPktFjyChBLH64xmvlP/goNo+kTfHzU/GapPJouv2VvfpM/IeR0AZV+jDpQB25+Emk+Mv2dte+KXgjwTql1YXnhZ5kury6jilt3MoUsQOMEZ4rw6yuf+EVkWDzjHCqg+VId8gIUAAk9q9V+Emv/ABZ1z9hXxp4stJphpWkfZ7TyAQB5JlHB5BJFeM+OPF/hW4sYrOW4nRyrMSUw7txnkc4oA73SvGNvcOjK5d8APubGPpWzcfan3XEzMRICqPyAAfc9xXB/DO1sry2GoqkjKSMxMnzAepzyM11mpSXV6Ahn2KwUJleFIP8AWgB95q0dgqS3w3xxxlo5Gk5Pqv196w9P8X6ZqtxOdMs2kYKTsRgWQe9ZvifVruzVkVE81ZMNg4GP8KxNA09/EXjI3i6ZNaPFb+XLLb5UzDr823t70AdNZ+LtG1iWW3uGEMkKASADJBHqBXIfGHxrq/gPwfrfi6EedFpulT38vkLgmKKNpCByPmwpxn8xWt4k1LwxpPiaz0OW6tYtSJzHBFKnyr235Oc/WvEf+Cinxz0jwN8HdV0Dw54qi/tTxDENKjtYmieVI3H+ksysc+WYd8ZYAlWlTGCQQAfnz488VTeOvHOteN7i0W3k1nVrm+eBX3CMzStIVB4zjdjPtWTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AATv/aR0j4K/Eu68K/ELxbdWXhrXbUxxxMENrDfl4gk0pY/uUMYkRnHGTEXwqb0+7ZdX03xNpFvqGhXyy2c5V7O7hKvHMrKGWRGHDIQQQRnIINfkVX0F+zN+3x4w+DGmReA/Hmm3HiLw6Z0HmPfyNe2UIWGJY4TIxQxRxxtshAQbm++o4oA+3Z7mLS9TH21EYF8AIvJOOeD2r6I8F/EPX/iH8CPD0vg/Wmj8T/DLVd8EA+aSTT5DkSIO+05BFeC6VdeEfiB4U0/xh4Q12C/0fU7P7Rp2oWpLJIgOCmCNysrAqysAyMCrAEECbwd8Qdd+E/iZL3Rbqa3lCH98jkAg9QexHseKAP0A8LftpweILq28N6reyvBq2kvb6tbC1yHUjDh0I/EHsa8i+Kemf8Ln8NWXh7wte6Paafo5eOFtWjOJod/HzdQR+Rq58HfjP8NvH9wPEt0unaV4mAijuZZIMQzoRhm29AD3ApfFEOpaZ8Q5fFHhXxd4ZvdLul2Xtp56hI48YJWM+/vQB5V8YLvTPgt+zrq3gmW/t7qfUbqJopNPkKqqCQHDLnaR9ea8/wBLbQpbP7dc6TBKCMi4lIJBOMgnsMV0f7Quq+F9XvoNIt7WBrZp0QSIwIwDncc9Oa5f/hCYHvbWdJBPYouZLckHDZ4xQB2Wi6/pM1g1npNuownREAHHVs/SorTxJai4ktEuN7BxiPzASfTn0rnPiDq1j4c0xv7HdUu5BjZnAHHQ1534G8U6pp3jCyj1LbDBqM2z7QQ2d4PQ9vpQB6j8TNDuGtrfVI7YqjqGmWJsZYHgEjtVjTfENtpXhuLVpbMQNIxSUR/eJzgAnsPrUXiDxhYt5+i648ewZ/eb+M9Pl9B6n1ryP4neJrx7WLwf4JF1cJqb7ZvscRZ1C9GU+u6gDrPiBe/DXwvp97rfimCyMl0GPnXG1fIUKSzvI2NiqoJLEgACvzJ/aX8cR+OvjFq9zafZWtNNuZNPsZ7O6E6XEMUrgSiRflcMSWBHG0qMnG4++/tyfEofDzwp/wAKfj+Jd7e+L7wx/wBsjTb20uILSyzdQ3NhcyRTNJb3YlijDwFFPlsQxAfY3yLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6f+z7+118Xv2brHVNF8DXNld6bqo3y6Xq8UksEFx8oFzEEdDHLtXYSDtdcB1bYhX1eD/gpjqms6ppsXi/4W24sYbGKO/n0+/Y3P2rePMuIww2eXsztt2Gd2MzYr5ZooA/Rrwb+1l8FX8MW3j2H4naRao9qZ5LXUNSjjvoCoO8Nbgl2cYICKG38bNwKk7Gi/tqfs/wCt2L6y3xv0uDTIJ5EnSdXhuGCx7y6Qunmt1+XahDH5RlhivzNooA+6dD/4KS/Dbxz8Y9N+F2neBG0PwHqRt7SPXtYu41v4L9mG27uWeXyI7XewWRQ2VTdLvOPJP0F4S1K9svANt4pimikTU7YXkBspFkRYn5VhIhKnqCCCQVYEHBr8lK3vC3xU+J/gfT30nwV8R9e0e1kmMsltpesT28bSFQpcrGwBYqqgnrgAdqAP011rxPol+7T6rMzMoHnb2Gd/T/OK0tV0/wANa58PtQvYLqK2i0uI3M99JchIoERSxkZ2wEUAEkk4ABJr8t5/ij8Tbp/NufiLrsjf3n1eYn9Wpug/Ez4keFvD174R8MfEHXNO0nUlddR0uw1aaG3ug6bHEkaMFcMgCncDkDB4oA+1vg1+0L4F+Ofxjn+Gfj34sadoENg0w/tzWdWsrHS5EjlWP93cSTBZC27coz8ygntXKeP/APgoz4/+Bt74m8BfBGx+Guu6Fr+n3sXhbx5p1pqCatZ2k3nQJcITcxS2N9FgnEkKkOiyorxPFI/xzRQBc8QeINe8W69feKvFWt3mp6pqd5Ld6lqWoXLzXF3cSOXkllkclpHZiWZmJJJJJJNU6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
What is the organ system visualized?
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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"
What is the color of brain enhancing tumor in this image?
White
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jJ47+ua4L4g+LxpGo2cTeWFm3MOuRg49O9AGT8YPhVc/EnwZqPhu0uUDXcQET87VIYHOav/D3w5deHdLg0x7f5beBY2duQdowTg81taBfW2rQq9vMrgLhl5GOelWb22+yXDXCXm4hCHXj86AJre3XyisijOwAjAUDPtUt1NEoMMahmRdqZf8AP61V0/U9Pu7xYZJQSrqpR/vKT6gda0ddsI7CGSPfiQOOMYAHWgDKOpzCVYrQjJGHCg5+lY/iifWZdGkh02Uw3HLeYY8ZOe/tjtWlcMsTExlWL8/K3BA9sdaoa3f20kKiKcxsmQWUYXJ7Zx1oA8p+I3iL4haTNN9istPnhmGbdpbzZLyvZTwee9eD+J/EXjzSdfGva2kpYpuVnOUyD2+lfT2sw+FbCUX2qXKzNwuXPGPSvFP2hvEmieIhFoXhaPzLqJyAsCEhcjjOATg0AfKP7afhvT9N8aadr2m300kd5byRNFLbhAjqVlcrg9C1wRjHG3OTnjxivX/2u/EWnan4h0nSrK9E7xWrXVx93dC8qxIYnAOVYGEtggfK6no1eQUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAS2N09jew3sZO6GVXXacHIOetfrp8E7AeFvgB4YsbvT7jRmXSYBbWurRiKbBQOVdSfkcbsMp5BBFflj8CCB8cPBpLAAeK9OyT2/0mOv1xl+Ing/U3trIXcUtvNAWjUxbkJbgnuM8UAa1tc288KGCaN3wAGjORz71oo8ExCzJujAAYMPun1FY+jabp/wDr9MjjEWQsUsUajb7EkVt2dtdpu3oq7FztIzuHqB70AW9PaK1Y+XGQrNuzsK4/LvUFtJcpdvdXsrrCVbEeeoz8pOe9PcTNF5flEgAF3A+6Pwqot1HaWpafd8pOAyEgqfSgDe0v7RcokVsiiSQERlxz+Brxr4wSX198R7XSre3k228H7xc8Bs8jr0r2Hwzqkmksb1YBcQwxlgrD5lOODyO1cVbSWmua9LrkpCzSuxAC7t//ANagC54MtX0mBC0JiLgZ3EEH9Kl8WRXYglvLe92/xMTgEDuOO1RavqVpDNbW9xcFZLh9sVuHGSfXAp1zctfRzaXcod8asCCe/TB5FAHP/CbXG1/xfc2rzkQxlWDHB6H1NeleKLqCKEwgOWJIWQDJGfQ5/WuF+G3hWDTPEN/ssGkeWFfLAIHOPve9dRd3M5jjhmPlAHgkcEn1oAy2kikLYll+ZQGIGeTxz6CsTWvBySxNcWlzIAWJkRWPUd8Hit1RbQq+2Y7lbAZeMAc8UT6qskBSV9u4HGF5YjpwKAPFfEfw+8W+ItQk068jeKGNPluzLu8zJ6Bexx3rY8L/AA30rwars1pGZZ0XfK33mwOPpXa65runadHFNqmpRQ+bxGj85OegA5NYOoX+t3cxs9AgYSMzBZbteE77tuOfxoA/P3/gob8ONH8KfGZ/FHhjTbe3tdUBGoLaqQPtoJZ3YAbVLqyHg5ZlkYjOSfAa+0/+Ci/w31/w38GbHV9R1C2mWTxUtxMS0aOHlgkUhc4aT7oO0ZIAJwAGI+LKACiiigAooooAKKKKACiiigAooooAKKKKAOm+C0Tz/GPwnDG2GfxNYKpxnBNwnav1n8JWVj4Z8LWulNFbSC0tETzwmHGcnOP0r8pP2dRGf2gvAglXKnxlpe4eo+1xV+td9oFnrUqPDKglSMoOANhDEdetAF6Hx3pEsX2C3tmZmxv8tTxxjOR0retL5blEaFHVvKAUSNkgA+uev1rmLHwC+nylYvMciQlnkm+TOM9a6aytWsHIZk3FQFJ55oAWUhFeZXZGY/xL94/SmXdp9qSMpN1UDakZOTV5yraf5MbjCOHkLKAw57H0zTbWS+vJXtNL08zksD8oGWYnsB1JoASGwWKweKaKUsykb9vQfzrJlt9Is70CGICQp8oUBRgV6ppnwm1WLw4Ne8TrNao979mjskXfPJIBnaFH/wBasrxjpPhHwelvHffCnWbx7hkVriz1OJGiZugKFTux1xx9aAPNvEeg2cot9eCYvLSQtbz4OHUj7hx1ya5P4RX2uaj4YS41nUVe4t7qaOVIlKlT5hIHPoOOa9N8XxQaWxtLeUvEPm/ex4wOoB4+Vh+RrmNEtLGTfdWUQ2NI5cxoMM7etAGroZjivvP/AHsUwUGYlivy88D3qXVJCYpI5IY8IyhWAOTntx1pxtoogzxbdzoFdy2cH0qtPBK1yIFTIRcFWXB6f5xQBDJHFDOixxHcSdyen6/0qOdUli/0cCOVe4HT1qxHbj7SVjjPIwGaHaef89abPE6LIIoHUqSVLdj7CgDldX8GTajqMWqyFJHhH+jB0/1YPcc1PdJFaWsQiQmeSIjYzjAP1rduLfATex5jUS442+p6c1iXGlvc3gCTFirtsCEjjFAHwt/wU8+KXjuTxFpPwZ1m208aULaHWreWFHMxk33VuAWLY2gBuNuc857V8n19j/8ABVLwDcQx+HvH8hjIt7mTTTL5K+ZIHDyqrOOdqlJCFI6yMeMnPxxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB1nwDlEHx08FzHOE8W6cxx7XUdfq39ourFme2cINhbzGUAO+Se3QYr8sf2YB4YP7S3w8HjbV7bT9G/4TnSf7Xv7y4WGG2tftkXmyyOxCoipuYsSAACTX6o6Y+nSXS6XdXCy3UUY81UJwAMqXPbGVoAs6h49vtLubK2uLTBuZtgniUvGhK53EAcDtXT3upyafB9scAtIFzsQ46df8KzLLV9It7WO0ji8x8k+cOQAO3TNaF7rUWp2kkUcAh2qAu7J3H19qAMbWvGEqtHYneARkgMTk+leqfsawWmvfENbuJopJtNgkubaymOVlnUfID68814B4j1meyvjaRIyyFSwYj730Nej/ALEXxL03w38bbLU9VEabZMGNjt8wEYxzQB7/AKZ45+JfhXxlcX/jrQktBFcTzaZdWUB/dzOpLksDncegOPavLpP2mPEHjnx29n44ubm4WzmWTS5pbUrcJnOVy3+s+vavtW5+Hnw78d6PB418PiRXkiZpLaWYKIFOcuc/eAPavmnxdp37NXhLUb6/8V622qatFIxsRACWU9Cm1Qcj34xQB5l8SvEWo36S3Gn6Kl75sLETeXtkTbyRIvY471y3grTpV0i2uftikXBLCQNtyTz+XbNaXib4kXuo6fqWueHPCyWNnZWkhmMs3710Hy5GfrXO+HPEt5dXUFnBZqIMRv5i9htzjPr+VAHa3tnCi/JGr/IOAPmJ781XSOO5hJiZ8Ix64BPHp3rSNuZ3iv5du0sAvbJx6evvWZc5m1B9ndySGXBC+vUGgCtPZtawBWJZ3BK5IG0Z44700WzTglozujjwxPPvz71bu5wD5sRYqzhQDGeKp2kEzXDxzbikh5UH5h7kCgDE17xfpekWwinkX5QMEuDgEe3TmuK1n43eF/DxcaiZNqKTI0EDYHvz2q58RYJNO1If2fpM88synCJHuBI+n9a5vwz4M1jXdQceKPDqRwsx3RStvY+5Hp7GgD5v/wCCh3xRsPiR8K7TT9Ft7icWeuW17JOYThYWiuY9x4+Vd7ouehLAdxXxtX0j/wAFJtX07SPizbfDbww9nHYW2mwXd7a2xDNFdFplCNyTGBEVYJxxKGOQVx83UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfoj+wZ8QNH8ffCDRo012ybU9Jsxpmp2cMjI1okWUg3K/OJIlV9wyrMJAMFWVfzur0z9lj9oOT9nv4jR67qmmT6loV4Y01jTYblkJCtlLiNdwRpo8tt38FZJEBTfvUA/T288Ok3Mc0N45R3y4VunoFP1q7HPJZiS0ll2hzncVJ56Hj2qt8PPHvhn4k+FLTx94Z1q3vtLnh8+0uYCSJEOR3+ZSGBUggMrAqwBBATxFdxqHmR2RJhmJmP3T9aAMbxY9tcXsKRvv2Rgs4X5sg817R+z18GfAuhfDm3+NHxes7y8t9V1F7fRrPTgElAXkkk8ge9eHXs0MsH2qBo5Nijdk9fXFfdHiDw34QsfhJ8NdPggieK98OxzWtnbsd87Mctsx/EDQBy3jTXbzxbDYeAPghqGsaNLfahFZNBeXeVbzO+/gAVyPxx8BfDX9l2/1HRfil41WbX7SMLqFvpg3NHn/a5DGvefGHwrtrv4eXPjzw/DfWS6ZNbXPktFjyChBLH64xmvlP/goNo+kTfHzU/GapPJouv2VvfpM/IeR0AZV+jDpQB25+Emk+Mv2dte+KXgjwTql1YXnhZ5kury6jilt3MoUsQOMEZ4rw6yuf+EVkWDzjHCqg+VId8gIUAAk9q9V+Emv/ABZ1z9hXxp4stJphpWkfZ7TyAQB5JlHB5BJFeM+OPF/hW4sYrOW4nRyrMSUw7txnkc4oA73SvGNvcOjK5d8APubGPpWzcfan3XEzMRICqPyAAfc9xXB/DO1sry2GoqkjKSMxMnzAepzyM11mpSXV6Ahn2KwUJleFIP8AWgB95q0dgqS3w3xxxlo5Gk5Pqv196w9P8X6ZqtxOdMs2kYKTsRgWQe9ZvifVruzVkVE81ZMNg4GP8KxNA09/EXjI3i6ZNaPFb+XLLb5UzDr823t70AdNZ+LtG1iWW3uGEMkKASADJBHqBXIfGHxrq/gPwfrfi6EedFpulT38vkLgmKKNpCByPmwpxn8xWt4k1LwxpPiaz0OW6tYtSJzHBFKnyr235Oc/WvEf+Cinxz0jwN8HdV0Dw54qi/tTxDENKjtYmieVI3H+ksysc+WYd8ZYAlWlTGCQQAfnz488VTeOvHOteN7i0W3k1nVrm+eBX3CMzStIVB4zjdjPtWTRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfRH/AATv/aR0j4K/Eu68K/ELxbdWXhrXbUxxxMENrDfl4gk0pY/uUMYkRnHGTEXwqb0+7ZdX03xNpFvqGhXyy2c5V7O7hKvHMrKGWRGHDIQQQRnIINfkVX0F+zN+3x4w+DGmReA/Hmm3HiLw6Z0HmPfyNe2UIWGJY4TIxQxRxxtshAQbm++o4oA+3Z7mLS9TH21EYF8AIvJOOeD2r6I8F/EPX/iH8CPD0vg/Wmj8T/DLVd8EA+aSTT5DkSIO+05BFeC6VdeEfiB4U0/xh4Q12C/0fU7P7Rp2oWpLJIgOCmCNysrAqysAyMCrAEECbwd8Qdd+E/iZL3Rbqa3lCH98jkAg9QexHseKAP0A8LftpweILq28N6reyvBq2kvb6tbC1yHUjDh0I/EHsa8i+Kemf8Ln8NWXh7wte6Paafo5eOFtWjOJod/HzdQR+Rq58HfjP8NvH9wPEt0unaV4mAijuZZIMQzoRhm29AD3ApfFEOpaZ8Q5fFHhXxd4ZvdLul2Xtp56hI48YJWM+/vQB5V8YLvTPgt+zrq3gmW/t7qfUbqJopNPkKqqCQHDLnaR9ea8/wBLbQpbP7dc6TBKCMi4lIJBOMgnsMV0f7Quq+F9XvoNIt7WBrZp0QSIwIwDncc9Oa5f/hCYHvbWdJBPYouZLckHDZ4xQB2Wi6/pM1g1npNuownREAHHVs/SorTxJai4ktEuN7BxiPzASfTn0rnPiDq1j4c0xv7HdUu5BjZnAHHQ1534G8U6pp3jCyj1LbDBqM2z7QQ2d4PQ9vpQB6j8TNDuGtrfVI7YqjqGmWJsZYHgEjtVjTfENtpXhuLVpbMQNIxSUR/eJzgAnsPrUXiDxhYt5+i648ewZ/eb+M9Pl9B6n1ryP4neJrx7WLwf4JF1cJqb7ZvscRZ1C9GU+u6gDrPiBe/DXwvp97rfimCyMl0GPnXG1fIUKSzvI2NiqoJLEgACvzJ/aX8cR+OvjFq9zafZWtNNuZNPsZ7O6E6XEMUrgSiRflcMSWBHG0qMnG4++/tyfEofDzwp/wAKfj+Jd7e+L7wx/wBsjTb20uILSyzdQ3NhcyRTNJb3YlijDwFFPlsQxAfY3yLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB6f+z7+118Xv2brHVNF8DXNld6bqo3y6Xq8UksEFx8oFzEEdDHLtXYSDtdcB1bYhX1eD/gpjqms6ppsXi/4W24sYbGKO/n0+/Y3P2rePMuIww2eXsztt2Gd2MzYr5ZooA/Rrwb+1l8FX8MW3j2H4naRao9qZ5LXUNSjjvoCoO8Nbgl2cYICKG38bNwKk7Gi/tqfs/wCt2L6y3xv0uDTIJ5EnSdXhuGCx7y6Qunmt1+XahDH5RlhivzNooA+6dD/4KS/Dbxz8Y9N+F2neBG0PwHqRt7SPXtYu41v4L9mG27uWeXyI7XewWRQ2VTdLvOPJP0F4S1K9svANt4pimikTU7YXkBspFkRYn5VhIhKnqCCCQVYEHBr8lK3vC3xU+J/gfT30nwV8R9e0e1kmMsltpesT28bSFQpcrGwBYqqgnrgAdqAP011rxPol+7T6rMzMoHnb2Gd/T/OK0tV0/wANa58PtQvYLqK2i0uI3M99JchIoERSxkZ2wEUAEkk4ABJr8t5/ij8Tbp/NufiLrsjf3n1eYn9Wpug/Ez4keFvD174R8MfEHXNO0nUlddR0uw1aaG3ug6bHEkaMFcMgCncDkDB4oA+1vg1+0L4F+Ofxjn+Gfj34sadoENg0w/tzWdWsrHS5EjlWP93cSTBZC27coz8ygntXKeP/APgoz4/+Bt74m8BfBGx+Guu6Fr+n3sXhbx5p1pqCatZ2k3nQJcITcxS2N9FgnEkKkOiyorxPFI/xzRQBc8QeINe8W69feKvFWt3mp6pqd5Ld6lqWoXLzXF3cSOXkllkclpHZiWZmJJJJJJNU6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q=="
How much damage will be caused to the body taking such an image?
None
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"
Is this a CT?
No
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"
What type of MRI is shown in this image?
T1
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WxtJtTh8cz3aeTNdAuVYBJiR8vB+9W/Lc3Ta/JcSFwLWJXLhSVTnhQRx0rgidSk0jwdodvAWeBt8+f93jPrivRJdA1DSfDnkz3bssj+fNtPIHbNAH2R4A+Kmh61+yHqXhjQ9KuZtd065sri5SxBSW4txICYgefvDOWr2fX/hp4Z8b/s9658R9R8ZaTZQQa3aWkWq7Ga7jtJ4xgsIyN6xSfKz5yB1r87PAnxf+K/gHUF8Z+B/EEmnXlkqiK4SPKso6Blbhl+orpNF/b5/aa1rxPa6Nf3NvqyvK8celSWipDMz8sdiADvnNAHp3gWx0Pwf8R7r4o215Dr9/JH/Z2nWtpIZn1ieKTgxZ5EOMEntXso8M+B9F8PRftVftM+O9MgMV3NHo3hv7X+8u5CMHYh6CLpg+lfFfwr+Ivxp+CP7UUPjXXPDN5dW12Z4IdJtkUGCKZwZFhJ4jGed5wBivq7xBqvwt+KFgngy/0+0uTbRJJI15suZodp3CMSRsY2fJwxUfWgCh+yX+0T4y+PP7UPin4h6lbyXOg/D/AMEXa6ZCbdUktxIfldFXHJ4yetfJ/wC074w/4Wh8dV1/xRbBrbRpIWC7+jv/ABg+q96+2fhf4N+C37HvxQ8SfErR7a8urPxD4a+zavavcBgHdchcf3RnpXw18UdY8Hax8Z31uw027/sIyPLeKqKZCoyQqqxCjBxyaAPi39vb4K6P8Pvi7L4k8FajqGq22uWj6t4huZlV0sdQnu5i8IZFGI9rQspbqZCMkqceDV9zfE3XNN8T+Ire7vvD6Tpe6bd20qSWMcH2jY2VVlQlW+U4yfvDIxXxl8Q9FtPD3jbU9I08weRFdMYI7aYyLCjfMIizc7kB2MDkhlIycZoAxqKKKACiiigAooooAKKKKACiiigAooooA3Ph1BdTeLrY2mltdsgfCCMMEJUqrnPAAdlOexxjnFfa2qfDltc+BsGq6Hpclpqc1sG1CxkdI1uI4j5heOPblxkjLA8V8cfBvWrrQPGkep2xUbEXzCybgF8xO3fnFfen7SfjDXdJ8P8AhDX7XUV+fTfKsvsqfKnyZZHCk7Q350AeUw674l8RfD/TvD2liK51WK+Q6aZh5k8LO2SEkPzbNoPBJFdFqGr+OdNa68P6cILlb5mg+1lQoQ7f3nA685xXNy+K/DunaNDrPw/0e+03VLiOM30ty/mTKDkFIFx8qZ79a6dvBfxG8O6F4Zk+IoTw03iO/LadqOsqYo7eBQWM7r94LgYzjqaAOo+Gmm+I9B0nTtM1nUvt0NtavEcqSXR+gPXoehruIUSS5keG3QrswMrwHAwRn6dq5Xwle6feWMDTav58ZuZYoLu2DBJxFIYywz1RvvKe4Oa7TTNOOm2/2CO+XybeZ90LMfnJ5BoAuaQ0mlWe1XEqSRbmB6P2wDXB/F74A/Eb9obxPa+F/Alumo6laWLmO2cxp+4TDooH3pPm4zXU/wBtJHbm1VSVZhuTd1ya7CW28MeD9AsPFXhbxds8Q2sm4Pal1aNT/CGPX8KAPHNBg+KeneMYPBnxC+Gy6RdWSbbi5kfGbh0A8tR6ADrXcatqcUd2La3nY+VbozOSFHHBHNYdj4i8ZeIbme48Yas93Kl9NJBLcN8+W/iLdz6VpQXTXE7XMyRsXh8pSQCaANK00zTb+LUJ5YF82LTvNUCTkL3G0HC5616L+wf4F8M2mveJ/iXqCWt3rOi24k0S11FT5DJt+bB/v15ReG+sr59TtlYme38thnPPv6ivd/2VvHOjaJ4N1nwlqtsba+1ARvaXZtS4jYHB+6M4IoAvfHvUL74qPpr+Ifh/pumx2YM0EukqSWRh90tnnn8K8z+DXj+0+EviJY7i0nNtDFNmExZPmknDe31r6i0PSvhnN4F1DwH4x03VPLDF9J8V2184S33D5opoioIGeQRXzz8SvC2jaRqLRwGGeCFebyElvMQdDnrk0Ach8Tfihr1n4XurTUZp5bnVbkTQyGcsSm7OzaenFeb29y8d4loYmuLu4mk8iAKciNh1c9EXtk+lT+Krq4vLkajcs+2OQxxI7HiMnHX1rnpNLh8R6slnqOqTiOGEq8UU5iBjz1UKfmPuc0AecftL+Kofh/4fuItBkgvZPD+oPFEY/nXbcQnIYggkK+0E56ZxXx1eXdxf3ct9dyl5ZpGklc9WYnJP5mvsH9oL9nrxYP2VfFvx78Ha3YxaPp/iS0sdX06eXN4bQv5aScg5DTSRZwRwCM4JB+OqACiiigAooooAKKKKACiiigAooooAKKKKAOh+FeoJp/j/AEwyJIyzXKw7YgpYsxwn3uPv7T9BX6A+CfGNz4S+Hlv8R5fFeqW0S37NqcttAkbz3aDbHbRFt3zY6kACvif9mW/0ex8Y7r1QbppkEH7okhDHMrHOMAb2iyM88dccfSk0uo+LfDnh7wbpimKDRLWaSVz/AMt7yWX5pCPZc/nQB6deftM+IPinFvTUNDtr6CDyJb2+0aI3oi/uLMBs3e+M14f8SvCXiKTXLfUNV1q41GWLCQwXl+07TLuyEIJbg+nA9q3pfhkl3qDLps5sZVuQHa2BdWUnAbHf6VHZ2i61rD+Crm5aCf7SQEuEKCdE/wCWoB4GSOMUAejeFtTmuNOit9T8M3Om6lAwC21/blGjYqMLjgYx04rs9Tv2tYfKyUZ0jP3c4OO59M15N4O8f+Jdc1qe61nT5TFLFGouNjFWMLbAwY/e44zXqM4N3ZG6UFj5YAz1C9eaAKYcLO1xcqO4BWXJVv7xXGCKtJZS3OmQ3GmuZX8hjIRIDiTPPB5PrxWfcebLayRLD+88vagY8DJ9axPFWvr4UsLe4t5mDteIhdT/AKlGdRJz2G3NAG7DeGzgjgngLzK7LIsqbTnGR+B9aktrm0iQzRRtIrxEhWTbsY/XqBXXfFnw+fEGs2fxC+Ffh+4vvCOu6yNI8P6opV42mhs/MkiLrxuLBsd+1cfFFGkVsIW3ILdTIzrjbIc7lx2INAHR+DLtdR0+WG+jLS26K0aFfvn619M/sn6j4V0OwPn6QuqanMxDQpErm1JPGR94/QcV8s6PdtaLLArZbCsrkdh1r0f4R/EvWPhn4iTxPocdtJdgBrea4hyQcZ4GRkj3oA+k/wBqmy8TeB9Ra5vbKz0ePV7VZI5Syb4gR91o16Z9O1fOGuX2m6cTp13f/azOjhJUOAAR39ga0fHvx48a/E7UWu/HV0+oXLTGXz5fuhvTA6YrzzVtUa5llkWICRj9/PT1xigDmvFqvFpIFvA0pEZLHHJIOBWfpJ1qO3TTbl1eC2uVVVlUMwV+cBsZ/Wug1aOE25uAqA/3QuSR/SuYu7m8trsJ9oICSfeA9uKAOf8AiouqWnwi8c6HoepLCNUim06OF5CFkWSM5Jx2Br8/dX0XVdBu/sOr2TQSlA6hsEMp7gjgjgjjuCOoNfcXxe1Oe0sLm4lt5JbKzsbiV4A2GmdkwH/A9vevlL9odbAeJ9LbTo5FRtEQnzXySfPnB+nTpQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd1+zve6fbfEaKC9mMb3EOLeUgbFdJI5jvOchSkbjgHkjjGSPue78JaN4I10lb+OSPUtLt7y3/hIDNtYYPrn9K/OnQtb1Hw5qkWsaVKEniDBWZAwwylWGD6qSPUZ4wea+3f2WPid/wu34fzX/AIqkc3drEthdyXEgO7ywrKI+4Qh1PYg5HOASAdrqukTWl5a+I9AsoZMoFu4JpXHmhWOGUqQAfapZfDvhPxrcwapfWlwl7YJi3W2kVGaTJ2pIxGdnrjrVzR/CcWk27rZzK8MMjPIsrliAT0BPatGzi0/zWuY51UlR86DPIPFAHPeB/C3juLXNRl8Xaqk1mtlFbaWkBCrbhpcuiIO3v1rtdcutP0KCW9luSkAjb5027fLU85z1470yFvlXZKQy5YuRzmvKf2sfHF/oPg1PD+nMyNqg8u5kC8+UDkqD2yfSgD0bwD4m+F3xc+Hev6s3je00nVDqCWPhbT5pS1xcnPMhVeoODj0rwqXxb4tvfiNqPgWbT3v/ALLe4jgB2i82fejYjsT3HNcjoMdr4E8ML4y07XBDql5cKFiTG+3QcDGe59q9Z/Y48HRXEGp/E3VrXz7iS8Nrpkk0mShyDLIAe+SRmgC9Y+A/2kLjRU0ax8V/2D4dGq/2tD4ZtNbmaO1nxgNErAhHA755rstO0vX9LIstYVpIGkVzdM4JkyOd3o2fzr0r4e/DXxh8VvFmq+G/CotS+jeHb3WZ45Cd08VuNzKgA5IHWuY1uwnu7M6JcSBZdR0+OVCrf89E3oQexFAFbT4Et5t4iEu1SqebnKe2K1YNSuLdow0TKjqo3sMbMHt7e9cN8DdM+KOp+Lzo+vTapPpsIM10sNiksk6oedruMcDsDk1ck+Nfw+1L4j6h4I0jUWw11ssJJYfKDoeDHtJIVwaAOi1q6vU1Z57C6MkEr+YY2OCpxjFR7pPLElwwXdlmO/gH09qkvNFSO6ePO6MRKoycHI/rVcpHcXAw7Kki/NHgY+tADdSubW0sRNdKMOobZHyfxrjdc8VWEMpuLpggaQY9ceprob9k8QTNawXIyzHdlMeUo6c96xdTg8K6bbH7ahuGXJRcABjnHXqaAPMPj98VdB8KeCdV1b7HLK0tv9ltG8rajTP0QFvvfKCxxnAUnBxXxv4h8Saz4ovxqGtXrTOkYjhUn5YowSQijsMkn3JJOSST9P8A7c+taGfg7pOk2M0KzXPifz0txKN4jjt5FJC9SAZByOBkeor5SoAKKKKACiiigAooooAKKKKACiiigAooooAK+h/2D/H8Wnajqvgm8XYqodQgmGFABMcMgYk8/wDLIqoH9/J6V88VtfD3xXL4L8YWGvi4nSCK5QXyW4BaW33DzEwSAcrnGSOcHIIBAB97afqtnqF9rdrda1q0It9Ekk05rGyVxcX+/McDbz8qEdWFVdJ034nRaVFpd5rGnOftTTTXa27M7xsMiI44G08Z9qt6LrOgLpNnr0WoRywTQrItxG4ZXTHDAjqCMHI61tprq+RFqOlrHJDcIXTY+SFHBJHagDW8NwX0du0upuSpZQu9OW45xnoM1yPx5+Gtz468LomlxCe9tW3wRKf9YufmA9662+129/syG5+zBWeHy3cLggDocUvh6++0QLJ12S5GfcYNAHy/4a+AfxU8c6g+l2/hm6t0gJInvZNkSgHsx6/hX1R4A8L6V4E8Daf4Ss4iDZx4YqR80jEMzH1ya0P7YEmlxxFyGt3LKg4KjuAK59PHWmXWsjQ5YJonlVliJUnf+PegDvf2fvGyfDX4v+LfGSeJUsJrv4c6ppVtc5ODcXKnAU9j2rn9JuHu20e7lnLLa6TZo7EZ2ypbhJAT7sM/jXGah4Z0w38Vw93M+4t5bGVtoOOOK1fC39q2ivNfXGy2UDcQeGx25oA7vTP2kvFv7PHh7+1NG8ybTWvy2p20SBsxyrtL9Cdo7gV8pftEzeCf+FmW/jj4c6yLuwvryO5tQHJeFy3zIeAcZPFfSVrcaZrtlJAUSeNhtljde30ryu4/Za8K2niU6vJqs7WMNz5q6eUyUBOcK390HtQB6hHqs0uhWd15TPJNGvzHncdoz+VSS2izJGzjEgjB3Y9qoa5P/Z2nxQqrKXwsQVMmMEY49Mip7h7vTND8203zMsO0CQ8pnv7mgBzrbpGzGFE2qA+zHQ965jXILO0WV1gZwdoEg4A9Kr6oupTLDb2fneYwLO7HAY+lY8/iex8G6TdXPjy/Q2lpG081yYmJjRFLFWVQS3A7DNAHzV+3h4ph1Xxd4d8OQWWxdO0VpDPuP7wySspGMdvK6993tz4RW/8AE34i+IPin4yu/GHiG5dnncra27PlbWAE7IUwAAqg9gMnLHliTgUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2P+yDrfhTxv8K7OKXV5ZtY0ub7HeadMiiK3RFHkyLhiWV04yQPnR8DAGfdbOx07TbD+1LqZdy5IRVAP0x0r87vgv8AFDUfhH49tfFNoxNs2INTiWIM0tqzqXVckYcbQynI+ZRnjIP2laeNn8daZBrPhUTPZTLGWkeMoJEdQwZQQDggg8gEdOtAHc2nil9Qu3t1t42jyEeMrlgSOCal8N6fqEiuNRhMCNKwAU8n0rO8B6LfLcSXF7CI1DblXHp0z6mk8WeL9RTWo7G00xXTPyFpCNxx90Y6k0AdYiBGXMSnJILAYIGO/rXMeMdLtbokRhYpN58sBiNrgcNx2q94b8RNrmlATwvFOku2aBzyp9CfWpb2wNzdvKm7bgg76AMrwCU8bLplrDIn2hmlRopHwRKikkY/DIqW7SW60MWVsYi5iO4eaMbiSOfp6Vo+BdE8A6F8SNN8UapZyt9muWe5NlL5UsimMrgN0ByRziuej0DxS+pJq7TxGO3uZZI7cpndG0p2qxHVgh5Pc0AdF4QQ6TpSWs8yq4XjB5f3+la08iTwMQyH5hk9d31NcZa3+reJ/E0YsQ9pa28pE+5cO5Bwqey+9djK9vptt9pnjOApyQxwOeTj2oAqzkRSm4mJZVP7tWGcH39qbrPiV9NKL5BCOoIYjqeuKWz1n+1r8WUjwKWiLSKnPlj+EH1JHNR64kcelMLqBW2tiLk8D1J9aAKKeJ9Lubgsw8p413BGwSAeeR7mvC/22fG+h6B8Gp/Dl2N2peJ7tI7KHaT5cEEscskpPQZYIoHU5OOAceu3drot+pgjiMUzsA7yEEKuOSSewHNfD/7T3xOtvid8V7y80affpOmgWWlkEYeOPgyjDEHe2SCOq7c9KAPPKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr2j9lv9pK6+HNzb/D/wAT3C/2NPd5tLmTk2c0jovzMzhUtx87sAMgkt3OfF6KAP0p0bxIJ5D9n12yvYzbLMl5ptwJoJAy5Vkb+IY9K5TXrXU/Hd4PDmnxzW9vDKrXl+CVOw8mJPVm9T0r4x+FHxv8b/CC5l/4Ry6WS0uWDXFlPkoSCMuuD8j4GMjgjGQcDH07+z9+1H4J8d21v4dubmHTfEF1dMXtdSu1SOZ8gJslYBWLbgAnDZBGCACQD2XQtCm0+bZDuR1kBSJz96LbgLn1FXtaa71C3Frpt8sZC7nZME+2a4b4p/tB6H8FdGh1T4kaLqNpcXMxFnZx2372624DGPcQrKoYEnIAyO5AMPw08X6V8XLafxN4a1mR7IXHlxeVJwzBQ211HKnDA7TgjIyKAO28H2Oi+E9R/tC+uriS3v4nhvhEQ7yRYzhd33W3d6Twn4rllcWN/bSK4kIUN1aPPyZ98YzXLeOfjB8LPh5qVhpnjD4kWOnX02oQxxaZPFM8slu5CvOzohjiRWOP3hXIDYJ2nHfWmjQi6f8A0cC5VVkYMCrNERlGwecEUAFslppt9K0FqUIyWJYZfJ7VgfE7xlHo9jEtwcCQ/Km7JcZ5xWtH4nga7NrOCXYDnYQQD+HH0rC1jw3od/GbwxF50Voy0j42DOSo9TQAz4T3MVzavqKvIfNvJGnEnJHHy4/wq9qnjNEZrGWJCXf5EK7iD/j7V822v7b+gfDfxBqOg6H4YuNUs47qcx363qKGkXeqBAAwaJiE/ebgdrE7TgBvHfjR+0J42+NGpF9T8vT9OQsIdMsnYIVL7gZST+9cYUZIA+XIVcnIB7B+1Z+01oK6DN8O/hvqFtdXmoxvDr9/GCy20RAzBFxtJcEh2BJGCvB6fMdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVe8PeKPE3hG+OqeFPEV9ply0Zja40+7eGQoSCV3IQcEgcewqjRQBY1XV9V12/k1XW9TuLy6lx5tzdzNJI+AAMsxJOAAPoBXs/wABv21/GXwvtovDPjK3m1vSY4Ire2n88i7sokKBAjNxKkcYZViYrwVUOqqAPEKKAPrzUv8AgoX8L38+7svB2uyzvG5Ec1vboszgfu1LCVvLXPBIViByAeleRfGP9sXxz8UtBPhfTNLj0WxuIdl/5FyZJZ8ltyBgqBI2UqCoXcdpBYqxWvIKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
What is the scanning plane of this image?
Transverse Plane
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"
Do the organs in the image exist in the abdomen?
No
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WxtJtTh8cz3aeTNdAuVYBJiR8vB+9W/Lc3Ta/JcSFwLWJXLhSVTnhQRx0rgidSk0jwdodvAWeBt8+f93jPrivRJdA1DSfDnkz3bssj+fNtPIHbNAH2R4A+Kmh61+yHqXhjQ9KuZtd065sri5SxBSW4txICYgefvDOWr2fX/hp4Z8b/s9658R9R8ZaTZQQa3aWkWq7Ga7jtJ4xgsIyN6xSfKz5yB1r87PAnxf+K/gHUF8Z+B/EEmnXlkqiK4SPKso6Blbhl+orpNF/b5/aa1rxPa6Nf3NvqyvK8celSWipDMz8sdiADvnNAHp3gWx0Pwf8R7r4o215Dr9/JH/Z2nWtpIZn1ieKTgxZ5EOMEntXso8M+B9F8PRftVftM+O9MgMV3NHo3hv7X+8u5CMHYh6CLpg+lfFfwr+Ivxp+CP7UUPjXXPDN5dW12Z4IdJtkUGCKZwZFhJ4jGed5wBivq7xBqvwt+KFgngy/0+0uTbRJJI15suZodp3CMSRsY2fJwxUfWgCh+yX+0T4y+PP7UPin4h6lbyXOg/D/AMEXa6ZCbdUktxIfldFXHJ4yetfJ/wC074w/4Wh8dV1/xRbBrbRpIWC7+jv/ABg+q96+2fhf4N+C37HvxQ8SfErR7a8urPxD4a+zavavcBgHdchcf3RnpXw18UdY8Hax8Z31uw027/sIyPLeKqKZCoyQqqxCjBxyaAPi39vb4K6P8Pvi7L4k8FajqGq22uWj6t4huZlV0sdQnu5i8IZFGI9rQspbqZCMkqceDV9zfE3XNN8T+Ire7vvD6Tpe6bd20qSWMcH2jY2VVlQlW+U4yfvDIxXxl8Q9FtPD3jbU9I08weRFdMYI7aYyLCjfMIizc7kB2MDkhlIycZoAxqKKKACiiigAooooAKKKKACiiigAooooA3Ph1BdTeLrY2mltdsgfCCMMEJUqrnPAAdlOexxjnFfa2qfDltc+BsGq6Hpclpqc1sG1CxkdI1uI4j5heOPblxkjLA8V8cfBvWrrQPGkep2xUbEXzCybgF8xO3fnFfen7SfjDXdJ8P8AhDX7XUV+fTfKsvsqfKnyZZHCk7Q350AeUw674l8RfD/TvD2liK51WK+Q6aZh5k8LO2SEkPzbNoPBJFdFqGr+OdNa68P6cILlb5mg+1lQoQ7f3nA685xXNy+K/DunaNDrPw/0e+03VLiOM30ty/mTKDkFIFx8qZ79a6dvBfxG8O6F4Zk+IoTw03iO/LadqOsqYo7eBQWM7r94LgYzjqaAOo+Gmm+I9B0nTtM1nUvt0NtavEcqSXR+gPXoehruIUSS5keG3QrswMrwHAwRn6dq5Xwle6feWMDTav58ZuZYoLu2DBJxFIYywz1RvvKe4Oa7TTNOOm2/2CO+XybeZ90LMfnJ5BoAuaQ0mlWe1XEqSRbmB6P2wDXB/F74A/Eb9obxPa+F/Alumo6laWLmO2cxp+4TDooH3pPm4zXU/wBtJHbm1VSVZhuTd1ya7CW28MeD9AsPFXhbxds8Q2sm4Pal1aNT/CGPX8KAPHNBg+KeneMYPBnxC+Gy6RdWSbbi5kfGbh0A8tR6ADrXcatqcUd2La3nY+VbozOSFHHBHNYdj4i8ZeIbme48Yas93Kl9NJBLcN8+W/iLdz6VpQXTXE7XMyRsXh8pSQCaANK00zTb+LUJ5YF82LTvNUCTkL3G0HC5616L+wf4F8M2mveJ/iXqCWt3rOi24k0S11FT5DJt+bB/v15ReG+sr59TtlYme38thnPPv6ivd/2VvHOjaJ4N1nwlqtsba+1ARvaXZtS4jYHB+6M4IoAvfHvUL74qPpr+Ifh/pumx2YM0EukqSWRh90tnnn8K8z+DXj+0+EviJY7i0nNtDFNmExZPmknDe31r6i0PSvhnN4F1DwH4x03VPLDF9J8V2184S33D5opoioIGeQRXzz8SvC2jaRqLRwGGeCFebyElvMQdDnrk0Ach8Tfihr1n4XurTUZp5bnVbkTQyGcsSm7OzaenFeb29y8d4loYmuLu4mk8iAKciNh1c9EXtk+lT+Krq4vLkajcs+2OQxxI7HiMnHX1rnpNLh8R6slnqOqTiOGEq8UU5iBjz1UKfmPuc0AecftL+Kofh/4fuItBkgvZPD+oPFEY/nXbcQnIYggkK+0E56ZxXx1eXdxf3ct9dyl5ZpGklc9WYnJP5mvsH9oL9nrxYP2VfFvx78Ha3YxaPp/iS0sdX06eXN4bQv5aScg5DTSRZwRwCM4JB+OqACiiigAooooAKKKKACiiigAooooAKKKKAOh+FeoJp/j/AEwyJIyzXKw7YgpYsxwn3uPv7T9BX6A+CfGNz4S+Hlv8R5fFeqW0S37NqcttAkbz3aDbHbRFt3zY6kACvif9mW/0ex8Y7r1QbppkEH7okhDHMrHOMAb2iyM88dccfSk0uo+LfDnh7wbpimKDRLWaSVz/AMt7yWX5pCPZc/nQB6deftM+IPinFvTUNDtr6CDyJb2+0aI3oi/uLMBs3e+M14f8SvCXiKTXLfUNV1q41GWLCQwXl+07TLuyEIJbg+nA9q3pfhkl3qDLps5sZVuQHa2BdWUnAbHf6VHZ2i61rD+Crm5aCf7SQEuEKCdE/wCWoB4GSOMUAejeFtTmuNOit9T8M3Om6lAwC21/blGjYqMLjgYx04rs9Tv2tYfKyUZ0jP3c4OO59M15N4O8f+Jdc1qe61nT5TFLFGouNjFWMLbAwY/e44zXqM4N3ZG6UFj5YAz1C9eaAKYcLO1xcqO4BWXJVv7xXGCKtJZS3OmQ3GmuZX8hjIRIDiTPPB5PrxWfcebLayRLD+88vagY8DJ9axPFWvr4UsLe4t5mDteIhdT/AKlGdRJz2G3NAG7DeGzgjgngLzK7LIsqbTnGR+B9aktrm0iQzRRtIrxEhWTbsY/XqBXXfFnw+fEGs2fxC+Ffh+4vvCOu6yNI8P6opV42mhs/MkiLrxuLBsd+1cfFFGkVsIW3ILdTIzrjbIc7lx2INAHR+DLtdR0+WG+jLS26K0aFfvn619M/sn6j4V0OwPn6QuqanMxDQpErm1JPGR94/QcV8s6PdtaLLArZbCsrkdh1r0f4R/EvWPhn4iTxPocdtJdgBrea4hyQcZ4GRkj3oA+k/wBqmy8TeB9Ra5vbKz0ePV7VZI5Syb4gR91o16Z9O1fOGuX2m6cTp13f/azOjhJUOAAR39ga0fHvx48a/E7UWu/HV0+oXLTGXz5fuhvTA6YrzzVtUa5llkWICRj9/PT1xigDmvFqvFpIFvA0pEZLHHJIOBWfpJ1qO3TTbl1eC2uVVVlUMwV+cBsZ/Wug1aOE25uAqA/3QuSR/SuYu7m8trsJ9oICSfeA9uKAOf8AiouqWnwi8c6HoepLCNUim06OF5CFkWSM5Jx2Br8/dX0XVdBu/sOr2TQSlA6hsEMp7gjgjgjjuCOoNfcXxe1Oe0sLm4lt5JbKzsbiV4A2GmdkwH/A9vevlL9odbAeJ9LbTo5FRtEQnzXySfPnB+nTpQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd1+zve6fbfEaKC9mMb3EOLeUgbFdJI5jvOchSkbjgHkjjGSPue78JaN4I10lb+OSPUtLt7y3/hIDNtYYPrn9K/OnQtb1Hw5qkWsaVKEniDBWZAwwylWGD6qSPUZ4wea+3f2WPid/wu34fzX/AIqkc3drEthdyXEgO7ywrKI+4Qh1PYg5HOASAdrqukTWl5a+I9AsoZMoFu4JpXHmhWOGUqQAfapZfDvhPxrcwapfWlwl7YJi3W2kVGaTJ2pIxGdnrjrVzR/CcWk27rZzK8MMjPIsrliAT0BPatGzi0/zWuY51UlR86DPIPFAHPeB/C3juLXNRl8Xaqk1mtlFbaWkBCrbhpcuiIO3v1rtdcutP0KCW9luSkAjb5027fLU85z1470yFvlXZKQy5YuRzmvKf2sfHF/oPg1PD+nMyNqg8u5kC8+UDkqD2yfSgD0bwD4m+F3xc+Hev6s3je00nVDqCWPhbT5pS1xcnPMhVeoODj0rwqXxb4tvfiNqPgWbT3v/ALLe4jgB2i82fejYjsT3HNcjoMdr4E8ML4y07XBDql5cKFiTG+3QcDGe59q9Z/Y48HRXEGp/E3VrXz7iS8Nrpkk0mShyDLIAe+SRmgC9Y+A/2kLjRU0ax8V/2D4dGq/2tD4ZtNbmaO1nxgNErAhHA755rstO0vX9LIstYVpIGkVzdM4JkyOd3o2fzr0r4e/DXxh8VvFmq+G/CotS+jeHb3WZ45Cd08VuNzKgA5IHWuY1uwnu7M6JcSBZdR0+OVCrf89E3oQexFAFbT4Et5t4iEu1SqebnKe2K1YNSuLdow0TKjqo3sMbMHt7e9cN8DdM+KOp+Lzo+vTapPpsIM10sNiksk6oedruMcDsDk1ck+Nfw+1L4j6h4I0jUWw11ssJJYfKDoeDHtJIVwaAOi1q6vU1Z57C6MkEr+YY2OCpxjFR7pPLElwwXdlmO/gH09qkvNFSO6ePO6MRKoycHI/rVcpHcXAw7Kki/NHgY+tADdSubW0sRNdKMOobZHyfxrjdc8VWEMpuLpggaQY9ceprob9k8QTNawXIyzHdlMeUo6c96xdTg8K6bbH7ahuGXJRcABjnHXqaAPMPj98VdB8KeCdV1b7HLK0tv9ltG8rajTP0QFvvfKCxxnAUnBxXxv4h8Saz4ovxqGtXrTOkYjhUn5YowSQijsMkn3JJOSST9P8A7c+taGfg7pOk2M0KzXPifz0txKN4jjt5FJC9SAZByOBkeor5SoAKKKKACiiigAooooAKKKKACiiigAooooAK+h/2D/H8Wnajqvgm8XYqodQgmGFABMcMgYk8/wDLIqoH9/J6V88VtfD3xXL4L8YWGvi4nSCK5QXyW4BaW33DzEwSAcrnGSOcHIIBAB97afqtnqF9rdrda1q0It9Ekk05rGyVxcX+/McDbz8qEdWFVdJ034nRaVFpd5rGnOftTTTXa27M7xsMiI44G08Z9qt6LrOgLpNnr0WoRywTQrItxG4ZXTHDAjqCMHI61tprq+RFqOlrHJDcIXTY+SFHBJHagDW8NwX0du0upuSpZQu9OW45xnoM1yPx5+Gtz468LomlxCe9tW3wRKf9YufmA9662+129/syG5+zBWeHy3cLggDocUvh6++0QLJ12S5GfcYNAHy/4a+AfxU8c6g+l2/hm6t0gJInvZNkSgHsx6/hX1R4A8L6V4E8Daf4Ss4iDZx4YqR80jEMzH1ya0P7YEmlxxFyGt3LKg4KjuAK59PHWmXWsjQ5YJonlVliJUnf+PegDvf2fvGyfDX4v+LfGSeJUsJrv4c6ppVtc5ODcXKnAU9j2rn9JuHu20e7lnLLa6TZo7EZ2ypbhJAT7sM/jXGah4Z0w38Vw93M+4t5bGVtoOOOK1fC39q2ivNfXGy2UDcQeGx25oA7vTP2kvFv7PHh7+1NG8ybTWvy2p20SBsxyrtL9Cdo7gV8pftEzeCf+FmW/jj4c6yLuwvryO5tQHJeFy3zIeAcZPFfSVrcaZrtlJAUSeNhtljde30ryu4/Za8K2niU6vJqs7WMNz5q6eUyUBOcK390HtQB6hHqs0uhWd15TPJNGvzHncdoz+VSS2izJGzjEgjB3Y9qoa5P/Z2nxQqrKXwsQVMmMEY49Mip7h7vTND8203zMsO0CQ8pnv7mgBzrbpGzGFE2qA+zHQ965jXILO0WV1gZwdoEg4A9Kr6oupTLDb2fneYwLO7HAY+lY8/iex8G6TdXPjy/Q2lpG081yYmJjRFLFWVQS3A7DNAHzV+3h4ph1Xxd4d8OQWWxdO0VpDPuP7wySspGMdvK6993tz4RW/8AE34i+IPin4yu/GHiG5dnncra27PlbWAE7IUwAAqg9gMnLHliTgUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2P+yDrfhTxv8K7OKXV5ZtY0ub7HeadMiiK3RFHkyLhiWV04yQPnR8DAGfdbOx07TbD+1LqZdy5IRVAP0x0r87vgv8AFDUfhH49tfFNoxNs2INTiWIM0tqzqXVckYcbQynI+ZRnjIP2laeNn8daZBrPhUTPZTLGWkeMoJEdQwZQQDggg8gEdOtAHc2nil9Qu3t1t42jyEeMrlgSOCal8N6fqEiuNRhMCNKwAU8n0rO8B6LfLcSXF7CI1DblXHp0z6mk8WeL9RTWo7G00xXTPyFpCNxx90Y6k0AdYiBGXMSnJILAYIGO/rXMeMdLtbokRhYpN58sBiNrgcNx2q94b8RNrmlATwvFOku2aBzyp9CfWpb2wNzdvKm7bgg76AMrwCU8bLplrDIn2hmlRopHwRKikkY/DIqW7SW60MWVsYi5iO4eaMbiSOfp6Vo+BdE8A6F8SNN8UapZyt9muWe5NlL5UsimMrgN0ByRziuej0DxS+pJq7TxGO3uZZI7cpndG0p2qxHVgh5Pc0AdF4QQ6TpSWs8yq4XjB5f3+la08iTwMQyH5hk9d31NcZa3+reJ/E0YsQ9pa28pE+5cO5Bwqey+9djK9vptt9pnjOApyQxwOeTj2oAqzkRSm4mJZVP7tWGcH39qbrPiV9NKL5BCOoIYjqeuKWz1n+1r8WUjwKWiLSKnPlj+EH1JHNR64kcelMLqBW2tiLk8D1J9aAKKeJ9Lubgsw8p413BGwSAeeR7mvC/22fG+h6B8Gp/Dl2N2peJ7tI7KHaT5cEEscskpPQZYIoHU5OOAceu3drot+pgjiMUzsA7yEEKuOSSewHNfD/7T3xOtvid8V7y80affpOmgWWlkEYeOPgyjDEHe2SCOq7c9KAPPKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr2j9lv9pK6+HNzb/D/wAT3C/2NPd5tLmTk2c0jovzMzhUtx87sAMgkt3OfF6KAP0p0bxIJ5D9n12yvYzbLMl5ptwJoJAy5Vkb+IY9K5TXrXU/Hd4PDmnxzW9vDKrXl+CVOw8mJPVm9T0r4x+FHxv8b/CC5l/4Ry6WS0uWDXFlPkoSCMuuD8j4GMjgjGQcDH07+z9+1H4J8d21v4dubmHTfEF1dMXtdSu1SOZ8gJslYBWLbgAnDZBGCACQD2XQtCm0+bZDuR1kBSJz96LbgLn1FXtaa71C3Frpt8sZC7nZME+2a4b4p/tB6H8FdGh1T4kaLqNpcXMxFnZx2372624DGPcQrKoYEnIAyO5AMPw08X6V8XLafxN4a1mR7IXHlxeVJwzBQ211HKnDA7TgjIyKAO28H2Oi+E9R/tC+uriS3v4nhvhEQ7yRYzhd33W3d6Twn4rllcWN/bSK4kIUN1aPPyZ98YzXLeOfjB8LPh5qVhpnjD4kWOnX02oQxxaZPFM8slu5CvOzohjiRWOP3hXIDYJ2nHfWmjQi6f8A0cC5VVkYMCrNERlGwecEUAFslppt9K0FqUIyWJYZfJ7VgfE7xlHo9jEtwcCQ/Km7JcZ5xWtH4nga7NrOCXYDnYQQD+HH0rC1jw3od/GbwxF50Voy0j42DOSo9TQAz4T3MVzavqKvIfNvJGnEnJHHy4/wq9qnjNEZrGWJCXf5EK7iD/j7V822v7b+gfDfxBqOg6H4YuNUs47qcx363qKGkXeqBAAwaJiE/ebgdrE7TgBvHfjR+0J42+NGpF9T8vT9OQsIdMsnYIVL7gZST+9cYUZIA+XIVcnIB7B+1Z+01oK6DN8O/hvqFtdXmoxvDr9/GCy20RAzBFxtJcEh2BJGCvB6fMdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVe8PeKPE3hG+OqeFPEV9ply0Zja40+7eGQoSCV3IQcEgcewqjRQBY1XV9V12/k1XW9TuLy6lx5tzdzNJI+AAMsxJOAAPoBXs/wABv21/GXwvtovDPjK3m1vSY4Ire2n88i7sokKBAjNxKkcYZViYrwVUOqqAPEKKAPrzUv8AgoX8L38+7svB2uyzvG5Ec1vboszgfu1LCVvLXPBIViByAeleRfGP9sXxz8UtBPhfTNLj0WxuIdl/5FyZJZ8ltyBgqBI2UqCoXcdpBYqxWvIKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
Where is the brain enhancing tumor?
Left Lobe
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"
What organ system is primarily present in this image?
Head
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WxtJtTh8cz3aeTNdAuVYBJiR8vB+9W/Lc3Ta/JcSFwLWJXLhSVTnhQRx0rgidSk0jwdodvAWeBt8+f93jPrivRJdA1DSfDnkz3bssj+fNtPIHbNAH2R4A+Kmh61+yHqXhjQ9KuZtd065sri5SxBSW4txICYgefvDOWr2fX/hp4Z8b/s9658R9R8ZaTZQQa3aWkWq7Ga7jtJ4xgsIyN6xSfKz5yB1r87PAnxf+K/gHUF8Z+B/EEmnXlkqiK4SPKso6Blbhl+orpNF/b5/aa1rxPa6Nf3NvqyvK8celSWipDMz8sdiADvnNAHp3gWx0Pwf8R7r4o215Dr9/JH/Z2nWtpIZn1ieKTgxZ5EOMEntXso8M+B9F8PRftVftM+O9MgMV3NHo3hv7X+8u5CMHYh6CLpg+lfFfwr+Ivxp+CP7UUPjXXPDN5dW12Z4IdJtkUGCKZwZFhJ4jGed5wBivq7xBqvwt+KFgngy/0+0uTbRJJI15suZodp3CMSRsY2fJwxUfWgCh+yX+0T4y+PP7UPin4h6lbyXOg/D/AMEXa6ZCbdUktxIfldFXHJ4yetfJ/wC074w/4Wh8dV1/xRbBrbRpIWC7+jv/ABg+q96+2fhf4N+C37HvxQ8SfErR7a8urPxD4a+zavavcBgHdchcf3RnpXw18UdY8Hax8Z31uw027/sIyPLeKqKZCoyQqqxCjBxyaAPi39vb4K6P8Pvi7L4k8FajqGq22uWj6t4huZlV0sdQnu5i8IZFGI9rQspbqZCMkqceDV9zfE3XNN8T+Ire7vvD6Tpe6bd20qSWMcH2jY2VVlQlW+U4yfvDIxXxl8Q9FtPD3jbU9I08weRFdMYI7aYyLCjfMIizc7kB2MDkhlIycZoAxqKKKACiiigAooooAKKKKACiiigAooooA3Ph1BdTeLrY2mltdsgfCCMMEJUqrnPAAdlOexxjnFfa2qfDltc+BsGq6Hpclpqc1sG1CxkdI1uI4j5heOPblxkjLA8V8cfBvWrrQPGkep2xUbEXzCybgF8xO3fnFfen7SfjDXdJ8P8AhDX7XUV+fTfKsvsqfKnyZZHCk7Q350AeUw674l8RfD/TvD2liK51WK+Q6aZh5k8LO2SEkPzbNoPBJFdFqGr+OdNa68P6cILlb5mg+1lQoQ7f3nA685xXNy+K/DunaNDrPw/0e+03VLiOM30ty/mTKDkFIFx8qZ79a6dvBfxG8O6F4Zk+IoTw03iO/LadqOsqYo7eBQWM7r94LgYzjqaAOo+Gmm+I9B0nTtM1nUvt0NtavEcqSXR+gPXoehruIUSS5keG3QrswMrwHAwRn6dq5Xwle6feWMDTav58ZuZYoLu2DBJxFIYywz1RvvKe4Oa7TTNOOm2/2CO+XybeZ90LMfnJ5BoAuaQ0mlWe1XEqSRbmB6P2wDXB/F74A/Eb9obxPa+F/Alumo6laWLmO2cxp+4TDooH3pPm4zXU/wBtJHbm1VSVZhuTd1ya7CW28MeD9AsPFXhbxds8Q2sm4Pal1aNT/CGPX8KAPHNBg+KeneMYPBnxC+Gy6RdWSbbi5kfGbh0A8tR6ADrXcatqcUd2La3nY+VbozOSFHHBHNYdj4i8ZeIbme48Yas93Kl9NJBLcN8+W/iLdz6VpQXTXE7XMyRsXh8pSQCaANK00zTb+LUJ5YF82LTvNUCTkL3G0HC5616L+wf4F8M2mveJ/iXqCWt3rOi24k0S11FT5DJt+bB/v15ReG+sr59TtlYme38thnPPv6ivd/2VvHOjaJ4N1nwlqtsba+1ARvaXZtS4jYHB+6M4IoAvfHvUL74qPpr+Ifh/pumx2YM0EukqSWRh90tnnn8K8z+DXj+0+EviJY7i0nNtDFNmExZPmknDe31r6i0PSvhnN4F1DwH4x03VPLDF9J8V2184S33D5opoioIGeQRXzz8SvC2jaRqLRwGGeCFebyElvMQdDnrk0Ach8Tfihr1n4XurTUZp5bnVbkTQyGcsSm7OzaenFeb29y8d4loYmuLu4mk8iAKciNh1c9EXtk+lT+Krq4vLkajcs+2OQxxI7HiMnHX1rnpNLh8R6slnqOqTiOGEq8UU5iBjz1UKfmPuc0AecftL+Kofh/4fuItBkgvZPD+oPFEY/nXbcQnIYggkK+0E56ZxXx1eXdxf3ct9dyl5ZpGklc9WYnJP5mvsH9oL9nrxYP2VfFvx78Ha3YxaPp/iS0sdX06eXN4bQv5aScg5DTSRZwRwCM4JB+OqACiiigAooooAKKKKACiiigAooooAKKKKAOh+FeoJp/j/AEwyJIyzXKw7YgpYsxwn3uPv7T9BX6A+CfGNz4S+Hlv8R5fFeqW0S37NqcttAkbz3aDbHbRFt3zY6kACvif9mW/0ex8Y7r1QbppkEH7okhDHMrHOMAb2iyM88dccfSk0uo+LfDnh7wbpimKDRLWaSVz/AMt7yWX5pCPZc/nQB6deftM+IPinFvTUNDtr6CDyJb2+0aI3oi/uLMBs3e+M14f8SvCXiKTXLfUNV1q41GWLCQwXl+07TLuyEIJbg+nA9q3pfhkl3qDLps5sZVuQHa2BdWUnAbHf6VHZ2i61rD+Crm5aCf7SQEuEKCdE/wCWoB4GSOMUAejeFtTmuNOit9T8M3Om6lAwC21/blGjYqMLjgYx04rs9Tv2tYfKyUZ0jP3c4OO59M15N4O8f+Jdc1qe61nT5TFLFGouNjFWMLbAwY/e44zXqM4N3ZG6UFj5YAz1C9eaAKYcLO1xcqO4BWXJVv7xXGCKtJZS3OmQ3GmuZX8hjIRIDiTPPB5PrxWfcebLayRLD+88vagY8DJ9axPFWvr4UsLe4t5mDteIhdT/AKlGdRJz2G3NAG7DeGzgjgngLzK7LIsqbTnGR+B9aktrm0iQzRRtIrxEhWTbsY/XqBXXfFnw+fEGs2fxC+Ffh+4vvCOu6yNI8P6opV42mhs/MkiLrxuLBsd+1cfFFGkVsIW3ILdTIzrjbIc7lx2INAHR+DLtdR0+WG+jLS26K0aFfvn619M/sn6j4V0OwPn6QuqanMxDQpErm1JPGR94/QcV8s6PdtaLLArZbCsrkdh1r0f4R/EvWPhn4iTxPocdtJdgBrea4hyQcZ4GRkj3oA+k/wBqmy8TeB9Ra5vbKz0ePV7VZI5Syb4gR91o16Z9O1fOGuX2m6cTp13f/azOjhJUOAAR39ga0fHvx48a/E7UWu/HV0+oXLTGXz5fuhvTA6YrzzVtUa5llkWICRj9/PT1xigDmvFqvFpIFvA0pEZLHHJIOBWfpJ1qO3TTbl1eC2uVVVlUMwV+cBsZ/Wug1aOE25uAqA/3QuSR/SuYu7m8trsJ9oICSfeA9uKAOf8AiouqWnwi8c6HoepLCNUim06OF5CFkWSM5Jx2Br8/dX0XVdBu/sOr2TQSlA6hsEMp7gjgjgjjuCOoNfcXxe1Oe0sLm4lt5JbKzsbiV4A2GmdkwH/A9vevlL9odbAeJ9LbTo5FRtEQnzXySfPnB+nTpQBwFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd1+zve6fbfEaKC9mMb3EOLeUgbFdJI5jvOchSkbjgHkjjGSPue78JaN4I10lb+OSPUtLt7y3/hIDNtYYPrn9K/OnQtb1Hw5qkWsaVKEniDBWZAwwylWGD6qSPUZ4wea+3f2WPid/wu34fzX/AIqkc3drEthdyXEgO7ywrKI+4Qh1PYg5HOASAdrqukTWl5a+I9AsoZMoFu4JpXHmhWOGUqQAfapZfDvhPxrcwapfWlwl7YJi3W2kVGaTJ2pIxGdnrjrVzR/CcWk27rZzK8MMjPIsrliAT0BPatGzi0/zWuY51UlR86DPIPFAHPeB/C3juLXNRl8Xaqk1mtlFbaWkBCrbhpcuiIO3v1rtdcutP0KCW9luSkAjb5027fLU85z1470yFvlXZKQy5YuRzmvKf2sfHF/oPg1PD+nMyNqg8u5kC8+UDkqD2yfSgD0bwD4m+F3xc+Hev6s3je00nVDqCWPhbT5pS1xcnPMhVeoODj0rwqXxb4tvfiNqPgWbT3v/ALLe4jgB2i82fejYjsT3HNcjoMdr4E8ML4y07XBDql5cKFiTG+3QcDGe59q9Z/Y48HRXEGp/E3VrXz7iS8Nrpkk0mShyDLIAe+SRmgC9Y+A/2kLjRU0ax8V/2D4dGq/2tD4ZtNbmaO1nxgNErAhHA755rstO0vX9LIstYVpIGkVzdM4JkyOd3o2fzr0r4e/DXxh8VvFmq+G/CotS+jeHb3WZ45Cd08VuNzKgA5IHWuY1uwnu7M6JcSBZdR0+OVCrf89E3oQexFAFbT4Et5t4iEu1SqebnKe2K1YNSuLdow0TKjqo3sMbMHt7e9cN8DdM+KOp+Lzo+vTapPpsIM10sNiksk6oedruMcDsDk1ck+Nfw+1L4j6h4I0jUWw11ssJJYfKDoeDHtJIVwaAOi1q6vU1Z57C6MkEr+YY2OCpxjFR7pPLElwwXdlmO/gH09qkvNFSO6ePO6MRKoycHI/rVcpHcXAw7Kki/NHgY+tADdSubW0sRNdKMOobZHyfxrjdc8VWEMpuLpggaQY9ceprob9k8QTNawXIyzHdlMeUo6c96xdTg8K6bbH7ahuGXJRcABjnHXqaAPMPj98VdB8KeCdV1b7HLK0tv9ltG8rajTP0QFvvfKCxxnAUnBxXxv4h8Saz4ovxqGtXrTOkYjhUn5YowSQijsMkn3JJOSST9P8A7c+taGfg7pOk2M0KzXPifz0txKN4jjt5FJC9SAZByOBkeor5SoAKKKKACiiigAooooAKKKKACiiigAooooAK+h/2D/H8Wnajqvgm8XYqodQgmGFABMcMgYk8/wDLIqoH9/J6V88VtfD3xXL4L8YWGvi4nSCK5QXyW4BaW33DzEwSAcrnGSOcHIIBAB97afqtnqF9rdrda1q0It9Ekk05rGyVxcX+/McDbz8qEdWFVdJ034nRaVFpd5rGnOftTTTXa27M7xsMiI44G08Z9qt6LrOgLpNnr0WoRywTQrItxG4ZXTHDAjqCMHI61tprq+RFqOlrHJDcIXTY+SFHBJHagDW8NwX0du0upuSpZQu9OW45xnoM1yPx5+Gtz468LomlxCe9tW3wRKf9YufmA9662+129/syG5+zBWeHy3cLggDocUvh6++0QLJ12S5GfcYNAHy/4a+AfxU8c6g+l2/hm6t0gJInvZNkSgHsx6/hX1R4A8L6V4E8Daf4Ss4iDZx4YqR80jEMzH1ya0P7YEmlxxFyGt3LKg4KjuAK59PHWmXWsjQ5YJonlVliJUnf+PegDvf2fvGyfDX4v+LfGSeJUsJrv4c6ppVtc5ODcXKnAU9j2rn9JuHu20e7lnLLa6TZo7EZ2ypbhJAT7sM/jXGah4Z0w38Vw93M+4t5bGVtoOOOK1fC39q2ivNfXGy2UDcQeGx25oA7vTP2kvFv7PHh7+1NG8ybTWvy2p20SBsxyrtL9Cdo7gV8pftEzeCf+FmW/jj4c6yLuwvryO5tQHJeFy3zIeAcZPFfSVrcaZrtlJAUSeNhtljde30ryu4/Za8K2niU6vJqs7WMNz5q6eUyUBOcK390HtQB6hHqs0uhWd15TPJNGvzHncdoz+VSS2izJGzjEgjB3Y9qoa5P/Z2nxQqrKXwsQVMmMEY49Mip7h7vTND8203zMsO0CQ8pnv7mgBzrbpGzGFE2qA+zHQ965jXILO0WV1gZwdoEg4A9Kr6oupTLDb2fneYwLO7HAY+lY8/iex8G6TdXPjy/Q2lpG081yYmJjRFLFWVQS3A7DNAHzV+3h4ph1Xxd4d8OQWWxdO0VpDPuP7wySspGMdvK6993tz4RW/8AE34i+IPin4yu/GHiG5dnncra27PlbWAE7IUwAAqg9gMnLHliTgUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH2P+yDrfhTxv8K7OKXV5ZtY0ub7HeadMiiK3RFHkyLhiWV04yQPnR8DAGfdbOx07TbD+1LqZdy5IRVAP0x0r87vgv8AFDUfhH49tfFNoxNs2INTiWIM0tqzqXVckYcbQynI+ZRnjIP2laeNn8daZBrPhUTPZTLGWkeMoJEdQwZQQDggg8gEdOtAHc2nil9Qu3t1t42jyEeMrlgSOCal8N6fqEiuNRhMCNKwAU8n0rO8B6LfLcSXF7CI1DblXHp0z6mk8WeL9RTWo7G00xXTPyFpCNxx90Y6k0AdYiBGXMSnJILAYIGO/rXMeMdLtbokRhYpN58sBiNrgcNx2q94b8RNrmlATwvFOku2aBzyp9CfWpb2wNzdvKm7bgg76AMrwCU8bLplrDIn2hmlRopHwRKikkY/DIqW7SW60MWVsYi5iO4eaMbiSOfp6Vo+BdE8A6F8SNN8UapZyt9muWe5NlL5UsimMrgN0ByRziuej0DxS+pJq7TxGO3uZZI7cpndG0p2qxHVgh5Pc0AdF4QQ6TpSWs8yq4XjB5f3+la08iTwMQyH5hk9d31NcZa3+reJ/E0YsQ9pa28pE+5cO5Bwqey+9djK9vptt9pnjOApyQxwOeTj2oAqzkRSm4mJZVP7tWGcH39qbrPiV9NKL5BCOoIYjqeuKWz1n+1r8WUjwKWiLSKnPlj+EH1JHNR64kcelMLqBW2tiLk8D1J9aAKKeJ9Lubgsw8p413BGwSAeeR7mvC/22fG+h6B8Gp/Dl2N2peJ7tI7KHaT5cEEscskpPQZYIoHU5OOAceu3drot+pgjiMUzsA7yEEKuOSSewHNfD/7T3xOtvid8V7y80affpOmgWWlkEYeOPgyjDEHe2SCOq7c9KAPPKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr2j9lv9pK6+HNzb/D/wAT3C/2NPd5tLmTk2c0jovzMzhUtx87sAMgkt3OfF6KAP0p0bxIJ5D9n12yvYzbLMl5ptwJoJAy5Vkb+IY9K5TXrXU/Hd4PDmnxzW9vDKrXl+CVOw8mJPVm9T0r4x+FHxv8b/CC5l/4Ry6WS0uWDXFlPkoSCMuuD8j4GMjgjGQcDH07+z9+1H4J8d21v4dubmHTfEF1dMXtdSu1SOZ8gJslYBWLbgAnDZBGCACQD2XQtCm0+bZDuR1kBSJz96LbgLn1FXtaa71C3Frpt8sZC7nZME+2a4b4p/tB6H8FdGh1T4kaLqNpcXMxFnZx2372624DGPcQrKoYEnIAyO5AMPw08X6V8XLafxN4a1mR7IXHlxeVJwzBQ211HKnDA7TgjIyKAO28H2Oi+E9R/tC+uriS3v4nhvhEQ7yRYzhd33W3d6Twn4rllcWN/bSK4kIUN1aPPyZ98YzXLeOfjB8LPh5qVhpnjD4kWOnX02oQxxaZPFM8slu5CvOzohjiRWOP3hXIDYJ2nHfWmjQi6f8A0cC5VVkYMCrNERlGwecEUAFslppt9K0FqUIyWJYZfJ7VgfE7xlHo9jEtwcCQ/Km7JcZ5xWtH4nga7NrOCXYDnYQQD+HH0rC1jw3od/GbwxF50Voy0j42DOSo9TQAz4T3MVzavqKvIfNvJGnEnJHHy4/wq9qnjNEZrGWJCXf5EK7iD/j7V822v7b+gfDfxBqOg6H4YuNUs47qcx363qKGkXeqBAAwaJiE/ebgdrE7TgBvHfjR+0J42+NGpF9T8vT9OQsIdMsnYIVL7gZST+9cYUZIA+XIVcnIB7B+1Z+01oK6DN8O/hvqFtdXmoxvDr9/GCy20RAzBFxtJcEh2BJGCvB6fMdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVe8PeKPE3hG+OqeFPEV9ply0Zja40+7eGQoSCV3IQcEgcewqjRQBY1XV9V12/k1XW9TuLy6lx5tzdzNJI+AAMsxJOAAPoBXs/wABv21/GXwvtovDPjK3m1vSY4Ire2n88i7sokKBAjNxKkcYZViYrwVUOqqAPEKKAPrzUv8AgoX8L38+7svB2uyzvG5Ec1vboszgfu1LCVvLXPBIViByAeleRfGP9sXxz8UtBPhfTNLj0WxuIdl/5FyZJZ8ltyBgqBI2UqCoXcdpBYqxWvIKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q=="
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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"
What color does the brain enhancing tumor show in the picture?
White
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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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How was this image taken?
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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"
Where does the picture show?
Head
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"
Where is/are the abnormality located?
Upper Right Lobe
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"
Which organ system is imaged?
Head
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2mjV3kCN6dKANjw54vl0lwrR+ZGGwQCARXS2euWNyyXLKQgIHLAYHpzzXGPpenzSl3vtvfAXPNW4lsbGImG4LswAO40Addq/jCZIfK0eMNMvIIJ+Xn72aoax8TPihq+mnS9b8cX01qBjyGuDgD0z1x+Nc7d6lKrBVkYMRgg96qahqcsqupAIX5T2yaAM7xPrFr532KwjG5gQ5Qckdz7CsSS1uZLZoIGVJHGELDdsXv+NaMyqs73cqLubbjC7SxHTNQadau2uXF/JLvi8tV8tnyqMOuPSgCvrgWytLfSrUBDM6rx/d71ZmRVby8lcdBnnFVrR49V8WgMpKW8R3fN0ParV64TMkihVB5J5wB3yKAKrKjID5K4YEAtxj3rK1C3WSJlyQ/QcVuaZY2d4cX2opbJ5ZKySRMynuB8vIzWddIYZfKLxtvTOQOg+ntQB+YP7avg6PwV+0v4msLXSpbW3vLiO+h8zeRMZokeWRWb7wMxlHHAIKjG3A8rr6E/4KVPNJ8f7Jp5zIf+EahwWAGB9pueOK+e6ACiiigAooooAKKKKACiiigAooooAKKKKACvtn/gkT8OrCSHxf8VZ7YSXeYdHtHYsBEhKzyjhtp3FYeoyvl8H5jXxNX6Jf8Ek1j/4Zp1zNv8z+ObgCQdTiztOPwz+tAH0kkDKTiLaqZyuO9TWsaojvNC3zL8pVhnPqeOa09R01baEyRSCRjGpkIU4ye2fXFVEBhiEZUZIwfr6UANgtCkXnsTIjjlkjPy+xrSWCSyuHsZoDHJEwWZXBBXjOCD35FULe2iULsdgc4IA5J+taW2QP9qluHdy2WaRtxPGOSeTQBF57GfaM8H5VHerLFlOwDOFxzxzUVqiGXbhT7YPH68VNcqVhPOAx4255x9aAKE9y7HOzle/pTonuG3ukW2PbwrDvRgTxeT9nUNuzvIwT9asvAIdInvgwY70iCL26tQBh6oh82O1s5iJpSSWI+6o6t9e1VtY1W28OaR9niCrsGETPJPUmr/lspMsw3M4wOPx/KuZ8QQHVNQWLJ+U8bgBQBe+HkE93Z3eozH55ZsbgfbNaeoWYurZoyVIbHHrznn8qfoFomn6PFAspJcF2wehz0PvVi5EZRye/Rs9R9KAMsq3mSSblBPzYAxj2HFZV/PIiSRSRgMCCpI5QdwK17wjzQiEEEZdv7vpWVK8YumjkVB5igKx6de5xQB+e/wDwUzRk/aDsQyBc+F7cqB6efcV88V9Pf8FSPC17Y/FjQfGEk1t9nv8ARns44ombzFe3mZ2ZgRgKVuI8YJOVbIGBn5hoAKKKKACiiigAooooAKKKKACiiigAooooAK/Qb/gkfqtve/AzxB4YsrlHvLfxZLcy28MgaWOOS1tlR2QchSYpAD0JVh2NfnzX0l/wSy8QWmg/tL3EdxqYtpb7wxc29qolCtM/nQSFFHVjsjdsDnCE9AaAP0oivLq2BtLiBtpA+STIOParH9n2msW27T3ZZ1bC2rntjkj1qD+3JWGzUSLgbMRic5Cj6f0plvOX/eovljAxhenuMdKAC3sbmCVIkRixYBVJwc+3vU7GdJGimVwQcbWByD9KhnnvvMRTckgMCvHQ+oNWI5priYmcMcEAnqTQBNaYZdwXr1I9afJu8kgsx3EZHeoYFZVICAZPGRjirHEEKrLLuxnjv9KAKy27CQzMwOfujd046kdqs3drKvhIKsmzztScAlPvbIx0PUdaZPLcJnzrMRow6sOentUt7dSHw/YWzjpNPMDydwYgZ9ulAGf9lR7JR5qs2OS3f3rMGih7syDliMH5eCa0wbo35ZXj2EcBuCp7j3qaaQeVlGG085U9f8KAKTgW8HlR7SAvRehpgxLN5MMRZiowAfz/AFp8rySsd2Tv54HSki1CWw3SWzBJMhgx6gg5GD2oApjTJ5rhbeIfvT/CWAY8/qfaqd/pN9YTMHhKTbwSjAZ9v89KuSmd/wB9bsUyxJYv1Pp/WqGr3dx9m82edmMa4Ubs4xQB8Sf8FYZFF74ItcKGR9VZgFwcsbQ5NfH9fRf/AAUr8ZS678adP8NQ6vHPbaXo6u1uhUtb3E0jFwxA3AmNIDtJ4GCANxJ+dKACiiigAooooAKKKKACiiigAooooAKKKKACp9N1LUdG1G31jR7+e0u7SdJrW6tpTHJDIpDK6MpBVgQCCOQRmoKKAP1//Z++MM3xM+Dfh74hX4sLm+1XSYJZ1s1VrdLnA8xcEtna4dCpJKkEHkGusiuHmu5HFtFGzsTtjhKqM89AeBX5z/8ABPv9rLTvgt4gb4W+Op7O08N61dyTf2lLE263vHWFEMj7wqQ7Y8FtuVYglgu4j9Frm1ubQwahb3v3o8o8J3CVT95evH86ANG3R3Rd6owVgVZDx1q/YXMcV60jW6uxT5Tv6DvxWTJK+4IsuVCjLR9SPSm293cRbLPzMRecXIVQSMjBOetAHRyzJcyE+RhAeAF7U06f5sEsqzQxrEoLCR/mO7pgCoLK9gmJRGLAD5XlXaWH0zUFzdWavILy1nkJT5AjbQPfPU0ARSBhK0QmPlDoRnJP0q5q+rQGCwsorGJPs1oFYJkF9zE/MT3rPu9QsEtZBZWlwrkcPNKCEHtgdfema2Ik1Hz7ZG2m2h+VpC+Pl9+TQBJMLSSYkIygc7Dzj8aS2RN8jAEIz5XJxnjk1FbJDOp867ELAfL5qnB/EZ/WrUSKIiiMGA43r/MUAMe6SDGEVjv5yvGKiuG0uSUvI7DAyq7OpqbzbWGXzpVMsYIL+W3LD0B7VnXGoOkzPJZSNHnosoyFzwORyaAFvbuMRqFtAqJhyztyP8c1kalNbW1rLcTsdpGcL1Y+iir2ozuJ0miuIxEshyqEmTZjo4IwvPvXzN/wUD/aotvhX4Huvhf4eht7zVPFulXNnKkkilbKzkTypJWUHducMyxnhcq7ZOzawB8Q/HzxvB8R/jT4n8Z2OqNe2d7rM/8AZty0HlF7NGKW+VwCCIVjHI3cc85rkaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr9Af+Cdv7X2meOfCdt8C/GV9Z2GtaPbRQaGiQMq3tlDCicEud867GZgNuVIKghX2/n9Vzw54g1fwl4hsPFXh+7+z3+mXsV3Yz+Wr+XNG4dG2sCpwwBwQQccg0AftHfizW8lt9MvjNAF3RStDsfoOGXsc571HeXFnczebb71GwF0YD72Mc46e1fI/7PH/BTbwd4psIvDfxsjj0PWHkZE1CCEnT5tzqI8lmZoW+Y535jAjLF13bR9S6V4s07xbo0HiHTdSgvrW6gR4Lu3KusiFQVYMpwykEEEcEUAbtjfl23FtxiUKoVeFHYZq7LeRfZPtKjAUYO7qB36dq5ldQCBYWfdGnzBF6E/3j71Pb69DGwWT7q8H3U/4GgDS1jT7zR7/+zdZurcjCMWtJFmGxuQdynB4/XinX8Nimp3dlpE0rpHMFs2mOHZAB1GeD9ayhNZzzw2kkcjCWdVIR9rYJ4B+nXirusRjSteuNP+0BlQjyiq5ZzjHQ+nvQBoxw2yokU0wdmUtKoH3DngZ6E/SkuGiRNqyA9jhaqi8AU72IVWz8wyQffFPe8tY5fOmVpk8snB6E4+UkDrzQBRvrp0jOxidpxj/9VZWrS3WnFTOzLLMAxickEDt9M09tXyo/eqG6uIx0P1rx39qf9rf4c/AC0hh1sS6trt2rSWmj20w3lMNiSVz/AKuMsAobBYnO1W2tgA0v2lf2ofCXwD8Gya7rsr3Go3BKaXpUcwWW7lAGQODtRcgs5GFBHBZlVvzP+IHjjX/iX421Tx94onEl/q169zcbWYqhY8RpvZiEUYVVJO1VA7Vs/Gj46fED48+JI/Enju+i/cReXZ2NmjJb2wONxRSzHLEZZiSTgDOFUDjqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvT/wBm79rH4nfsz6rM3hOaO80m9lR9Q0W8ZvKkIKhnjI/1UpQbd+CCMblbauPMKKAP0w+G/wC2/wDAz4oXlvb6V4phtbyYRILHUG+zzebKMCJVfCyuD8uIywzjnkZreIv26v2YfDHiCLwjqXxO82WUOJtS0mwe8s7ULEsieZLFndv3bF8kS7XDCTy8Zr82KKAP0R8b/wDBTr9nz4fw2useA47zxnfqjGOyggmsYUcFVHnSzxAgYZmGxJMmPadm4NVT9nz9vfSfjfPpcPxF8Q2OleKjdtFLp1tA0MV2WfZGYTIzb2IeNfL3FyysQu3Br8+aKAP2be/vLa2inkiVkvIVmtZgPkmiPRh/nrWV4u+IvhHwBoaav418Vabo1s84giuNTvkgRpCCwTdIQCxVWOM5wp9K/Ki1/aE+Pljotl4bsvjh4wh07TYRDp1hF4lulhtYwMBI0Em1F4HCgCuc1/xF4g8V6tLr/inXbzUr+fb597qF0800m1Qq7ncljhQAMngADtQB9U/tQf8ABRrxJP4kHh79mnxg8OlRAPc60+mqDdMycxJFcR5VFyQWZQzMOMKMv8qa3rut+JdUl1vxHrN3qF7Pjzry+uGllkwoUbnYknAAAyegAqrRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
What diseases are included in the picture?
Brain Edema, Brain Enhancing Tumor, Brain Non-enhancing Tumor
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2mjV3kCN6dKANjw54vl0lwrR+ZGGwQCARXS2euWNyyXLKQgIHLAYHpzzXGPpenzSl3vtvfAXPNW4lsbGImG4LswAO40Addq/jCZIfK0eMNMvIIJ+Xn72aoax8TPihq+mnS9b8cX01qBjyGuDgD0z1x+Nc7d6lKrBVkYMRgg96qahqcsqupAIX5T2yaAM7xPrFr532KwjG5gQ5Qckdz7CsSS1uZLZoIGVJHGELDdsXv+NaMyqs73cqLubbjC7SxHTNQadau2uXF/JLvi8tV8tnyqMOuPSgCvrgWytLfSrUBDM6rx/d71ZmRVby8lcdBnnFVrR49V8WgMpKW8R3fN0ParV64TMkihVB5J5wB3yKAKrKjID5K4YEAtxj3rK1C3WSJlyQ/QcVuaZY2d4cX2opbJ5ZKySRMynuB8vIzWddIYZfKLxtvTOQOg+ntQB+YP7avg6PwV+0v4msLXSpbW3vLiO+h8zeRMZokeWRWb7wMxlHHAIKjG3A8rr6E/4KVPNJ8f7Jp5zIf+EahwWAGB9pueOK+e6ACiiigAooooAKKKKACiiigAooooAKKKKACvtn/gkT8OrCSHxf8VZ7YSXeYdHtHYsBEhKzyjhtp3FYeoyvl8H5jXxNX6Jf8Ek1j/4Zp1zNv8z+ObgCQdTiztOPwz+tAH0kkDKTiLaqZyuO9TWsaojvNC3zL8pVhnPqeOa09R01baEyRSCRjGpkIU4ye2fXFVEBhiEZUZIwfr6UANgtCkXnsTIjjlkjPy+xrSWCSyuHsZoDHJEwWZXBBXjOCD35FULe2iULsdgc4IA5J+taW2QP9qluHdy2WaRtxPGOSeTQBF57GfaM8H5VHerLFlOwDOFxzxzUVqiGXbhT7YPH68VNcqVhPOAx4255x9aAKE9y7HOzle/pTonuG3ukW2PbwrDvRgTxeT9nUNuzvIwT9asvAIdInvgwY70iCL26tQBh6oh82O1s5iJpSSWI+6o6t9e1VtY1W28OaR9niCrsGETPJPUmr/lspMsw3M4wOPx/KuZ8QQHVNQWLJ+U8bgBQBe+HkE93Z3eozH55ZsbgfbNaeoWYurZoyVIbHHrznn8qfoFomn6PFAspJcF2wehz0PvVi5EZRye/Rs9R9KAMsq3mSSblBPzYAxj2HFZV/PIiSRSRgMCCpI5QdwK17wjzQiEEEZdv7vpWVK8YumjkVB5igKx6de5xQB+e/wDwUzRk/aDsQyBc+F7cqB6efcV88V9Pf8FSPC17Y/FjQfGEk1t9nv8ARns44ombzFe3mZ2ZgRgKVuI8YJOVbIGBn5hoAKKKKACiiigAooooAKKKKACiiigAooooAK/Qb/gkfqtve/AzxB4YsrlHvLfxZLcy28MgaWOOS1tlR2QchSYpAD0JVh2NfnzX0l/wSy8QWmg/tL3EdxqYtpb7wxc29qolCtM/nQSFFHVjsjdsDnCE9AaAP0oivLq2BtLiBtpA+STIOParH9n2msW27T3ZZ1bC2rntjkj1qD+3JWGzUSLgbMRic5Cj6f0plvOX/eovljAxhenuMdKAC3sbmCVIkRixYBVJwc+3vU7GdJGimVwQcbWByD9KhnnvvMRTckgMCvHQ+oNWI5priYmcMcEAnqTQBNaYZdwXr1I9afJu8kgsx3EZHeoYFZVICAZPGRjirHEEKrLLuxnjv9KAKy27CQzMwOfujd046kdqs3drKvhIKsmzztScAlPvbIx0PUdaZPLcJnzrMRow6sOentUt7dSHw/YWzjpNPMDydwYgZ9ulAGf9lR7JR5qs2OS3f3rMGih7syDliMH5eCa0wbo35ZXj2EcBuCp7j3qaaQeVlGG085U9f8KAKTgW8HlR7SAvRehpgxLN5MMRZiowAfz/AFp8rySsd2Tv54HSki1CWw3SWzBJMhgx6gg5GD2oApjTJ5rhbeIfvT/CWAY8/qfaqd/pN9YTMHhKTbwSjAZ9v89KuSmd/wB9bsUyxJYv1Pp/WqGr3dx9m82edmMa4Ubs4xQB8Sf8FYZFF74ItcKGR9VZgFwcsbQ5NfH9fRf/AAUr8ZS678adP8NQ6vHPbaXo6u1uhUtb3E0jFwxA3AmNIDtJ4GCANxJ+dKACiiigAooooAKKKKACiiigAooooAKKKKACp9N1LUdG1G31jR7+e0u7SdJrW6tpTHJDIpDK6MpBVgQCCOQRmoKKAP1//Z++MM3xM+Dfh74hX4sLm+1XSYJZ1s1VrdLnA8xcEtna4dCpJKkEHkGusiuHmu5HFtFGzsTtjhKqM89AeBX5z/8ABPv9rLTvgt4gb4W+Op7O08N61dyTf2lLE263vHWFEMj7wqQ7Y8FtuVYglgu4j9Frm1ubQwahb3v3o8o8J3CVT95evH86ANG3R3Rd6owVgVZDx1q/YXMcV60jW6uxT5Tv6DvxWTJK+4IsuVCjLR9SPSm293cRbLPzMRecXIVQSMjBOetAHRyzJcyE+RhAeAF7U06f5sEsqzQxrEoLCR/mO7pgCoLK9gmJRGLAD5XlXaWH0zUFzdWavILy1nkJT5AjbQPfPU0ARSBhK0QmPlDoRnJP0q5q+rQGCwsorGJPs1oFYJkF9zE/MT3rPu9QsEtZBZWlwrkcPNKCEHtgdfema2Ik1Hz7ZG2m2h+VpC+Pl9+TQBJMLSSYkIygc7Dzj8aS2RN8jAEIz5XJxnjk1FbJDOp867ELAfL5qnB/EZ/WrUSKIiiMGA43r/MUAMe6SDGEVjv5yvGKiuG0uSUvI7DAyq7OpqbzbWGXzpVMsYIL+W3LD0B7VnXGoOkzPJZSNHnosoyFzwORyaAFvbuMRqFtAqJhyztyP8c1kalNbW1rLcTsdpGcL1Y+iir2ozuJ0miuIxEshyqEmTZjo4IwvPvXzN/wUD/aotvhX4Huvhf4eht7zVPFulXNnKkkilbKzkTypJWUHducMyxnhcq7ZOzawB8Q/HzxvB8R/jT4n8Z2OqNe2d7rM/8AZty0HlF7NGKW+VwCCIVjHI3cc85rkaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr9Af+Cdv7X2meOfCdt8C/GV9Z2GtaPbRQaGiQMq3tlDCicEud867GZgNuVIKghX2/n9Vzw54g1fwl4hsPFXh+7+z3+mXsV3Yz+Wr+XNG4dG2sCpwwBwQQccg0AftHfizW8lt9MvjNAF3RStDsfoOGXsc571HeXFnczebb71GwF0YD72Mc46e1fI/7PH/BTbwd4psIvDfxsjj0PWHkZE1CCEnT5tzqI8lmZoW+Y535jAjLF13bR9S6V4s07xbo0HiHTdSgvrW6gR4Lu3KusiFQVYMpwykEEEcEUAbtjfl23FtxiUKoVeFHYZq7LeRfZPtKjAUYO7qB36dq5ldQCBYWfdGnzBF6E/3j71Pb69DGwWT7q8H3U/4GgDS1jT7zR7/+zdZurcjCMWtJFmGxuQdynB4/XinX8Nimp3dlpE0rpHMFs2mOHZAB1GeD9ayhNZzzw2kkcjCWdVIR9rYJ4B+nXirusRjSteuNP+0BlQjyiq5ZzjHQ+nvQBoxw2yokU0wdmUtKoH3DngZ6E/SkuGiRNqyA9jhaqi8AU72IVWz8wyQffFPe8tY5fOmVpk8snB6E4+UkDrzQBRvrp0jOxidpxj/9VZWrS3WnFTOzLLMAxickEDt9M09tXyo/eqG6uIx0P1rx39qf9rf4c/AC0hh1sS6trt2rSWmj20w3lMNiSVz/AKuMsAobBYnO1W2tgA0v2lf2ofCXwD8Gya7rsr3Go3BKaXpUcwWW7lAGQODtRcgs5GFBHBZlVvzP+IHjjX/iX421Tx94onEl/q169zcbWYqhY8RpvZiEUYVVJO1VA7Vs/Gj46fED48+JI/Enju+i/cReXZ2NmjJb2wONxRSzHLEZZiSTgDOFUDjqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvT/wBm79rH4nfsz6rM3hOaO80m9lR9Q0W8ZvKkIKhnjI/1UpQbd+CCMblbauPMKKAP0w+G/wC2/wDAz4oXlvb6V4phtbyYRILHUG+zzebKMCJVfCyuD8uIywzjnkZreIv26v2YfDHiCLwjqXxO82WUOJtS0mwe8s7ULEsieZLFndv3bF8kS7XDCTy8Zr82KKAP0R8b/wDBTr9nz4fw2useA47zxnfqjGOyggmsYUcFVHnSzxAgYZmGxJMmPadm4NVT9nz9vfSfjfPpcPxF8Q2OleKjdtFLp1tA0MV2WfZGYTIzb2IeNfL3FyysQu3Br8+aKAP2be/vLa2inkiVkvIVmtZgPkmiPRh/nrWV4u+IvhHwBoaav418Vabo1s84giuNTvkgRpCCwTdIQCxVWOM5wp9K/Ki1/aE+Pljotl4bsvjh4wh07TYRDp1hF4lulhtYwMBI0Em1F4HCgCuc1/xF4g8V6tLr/inXbzUr+fb597qF0800m1Qq7ncljhQAMngADtQB9U/tQf8ABRrxJP4kHh79mnxg8OlRAPc60+mqDdMycxJFcR5VFyQWZQzMOMKMv8qa3rut+JdUl1vxHrN3qF7Pjzry+uGllkwoUbnYknAAAyegAqrRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z"
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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Tniusu2k8J6EL6zsJL6RZ1WZ5ZwGCsTuky2c4yOPQ0AYSTaz/AMJxceGrl9tm9ss1pjuN21wP0NeleGtOi0+wXaqFQOigfgK4zSrGfUdSg1W5jYvubocFQwwVwfoOleiWcYghC22TGPvZORx1/WgBx077VEBMo2upzjHH4elfMX7Y3gyy8P25u2KZZxsTbzk/zHevq6JVit/3yhQfmyDnPvnoPoa+Vv27ppL3xJp8Ftcp9mhgYuuOC2ODz1oA8c8H213ZeA/FWpxDaiWttFuZRkM8hH8q6L9ljRYtX+Ia2ssKs+0eUMdPUVt+Bvhpeaj+zT4l1awTz5r2WJ4Y4vvPHC+WwOOnP5U79jbQLi9+JS6zCn7q2hYTMSMYPQ9e9AH1vb6Rb2EKWtuMBVHA5HTufWrgjAdn+zuUKkbC+APb/OatWiAlYnQPuB+Tdzj2/wD1VI9rEi7ZJACB8o5JXPr6/WgDk/EFvbyK6XEa/L2PIbuPTFYlqXt0eV2d0RsHEvyg9gfrXSeKrGUXnlPOpzHuOWJJAOOQPUmuG8c6Xp0WlyeJbOG3F/aRSNpV9IVKx3JQhWywO3JAXpQBuw6hf2jXNrK4+zyQCONREjbXwctllyCfTPbis17rQPCnjPwnHrWjWWuaJ4gumtZ7TWbeN7S4WVTE0E6SjmKQkxujfKwY54NR+GdSuNd0+A3sKz3TQQySrAu9WLxqxKnv824fhVzx14FsviP8KdS+FV7PBJes7TaRax3BFzZTIN4I7AnbkqDngcUAfnD/AMFff2QZv2OP22tf8LWkujLo3jGI+LvDVhoVoIINMsL64nK2AjX5FFvJHLCvlko0caMAhYxp8wV96/8ABV+8vvjH+zT8J/jhdjSpL7w3qF74X128MYXUJWkUTW8LELl4Ymtb1wGYbWujtU73I+CqACiiigAooooAKKKKACiiigAooooAKKKKAOr+AyaLL8cvBkfiTT7e705vFenC/tbuJXimg+0x70dWBDKVyCCCCCc1+sUOqxaV+wZ4b+HF6DZ6x8V/GE+sapNghZLaaYv8wYcjy0GO3NfkZ8ONO1DVvH+i6fpSM1xJqkHlBDzkODx78V+v2v2B1r4y/wDCI3wA0T4Q+GrLSommlUwi6nREXcW434U4XrknFAGgtlHbWEMGgX32YxR4tj3jA+7j17cVz3xQPibXvA134Xt5hb39wDGHgXCschiR0xnHau50y3077eVe7XJjZzEIcbscn2wP1rlfiTNriaHJrWjQxkWUiS3MUhPIBwcE8e/4UAdN8Nrg6lYQNer+/RUSWPu2FHP55Br0J4UUhIY0UfeIGOD64rzn4M+LdK8W6FZ6/p8okt7sbkZuNpyQwPvuFeka3qC6bpcmoi2RlXnzC2W3+mPrQBXvJ4YUEJCtuPJ3EBfY9fzzXF+Jfhl4C8eeK4Y/EmhPqcImUkyXRgQYPQYVtw+vFb2kyvqiG4ZjgnJYAlt3YY9Pxq5a2SQyG4mADODhiCdx74oA3764+CvgvTzofwq8EwzWGpaFNYXNpfkea7g58r5QNjKCWLjblSK8m+GXwK0f4W6lcalo5K+fKWWAMSsSk52Z7gdK6CzhtG8XTLEoFwjrJu92XZ19SuATW9PYM8zCd5NwGGAU8jHXIPT/AAoAsxXVvbyiS4UAr0JBBjHr6mriyxz2qyJN5g27lIjAEgB5zx1PFc1q8jrGVCtgDaWO38iD0pnhLxC9vLDot1dMrbj5bsB0POAemMjHTFAE/jKb7L4lhdiMy2hLcHClTnpnk4PWuZ8Q+HWm8BHStTTz7Wa0MAcLnzI2ZgDnsQzdexFanjrVvtnjW0/enZBZsG3AFSWzgYPT61i+IrnxWzWFv4WtlZmu/wB/dylTFbx4y7EDkg8YH97FAHT+Dp9H8JeCrbwXLZMhsrZbefUrGKOK5V16jzFUMQe4Oec1jzaZJpUthN4JsoLJIbpZ45JroPJuDhiR9zknk5yTk9amhjuHaSS5uS7FyZJSQWbJ69Kju7qYSXMME1syLHve2SRTKcfxbQSQRjqBQB87ftv+BZ/Efg34vfCnwD8PLfXJvEi22t+FYEtI2ntLq3u4JbprYHlZTbC5XEeHdZGjAYybW/L2v2X8S3FpP448N61JbPOX1UQSTMwG7zhtyT3zwCPavyX/AGgtOGkfHrxvpIQr9l8X6lDtbqNt1IuD+VAHIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB63+wN4NvfiJ+278JPAljZSTnV/iJpFpcCKBpDHA93Gs0pVedscReQnoAhJ4Br9WdQ8N6r4q8R674iu9dSHT9Y+IN9rWnIkEYM8sDvbwTklfmVV37VPHOa/Nf/gkp4rs/BH/AAUT+F/iW8ltVMGuSJapeShEluJLaWOCMZYZZpXRVXOWYqACSBX6ZeHPE6+IvDml6pI0KMmlxRMiEHGN2eB0y2TjrQBzHiW717wNr0d8NB1O/tJZcs+lwodhzgbgzZXORwoI4zU3h1NT+IunXlj4svNSs50UrHatpbRRlW/jDNgOcHtXchxIh3NuznO4DBH0NZUmjX9nfwX+jXDF4gT5UjY8xcEbST+npQBxPgDw5f8AwX8Uy6CZFXRb67L2bbjmGU4+XrgA/wAya9Z8TXs+p2TRqAACNxDDjjj3JH1rLvrfSdd0s2urWDSRuRuBX54pB0I9wR1q/AsMdg1m9ypLIBGXbBcj1x0P4CgB+gQeRbxv5TSoRkkkjPrwK0Lm+hk05iloYmRiwUHKuCcd/unpzVKIJb2axCTICbWZT90epz0rA8W+IZ9O0i5ufD0lu/2aBjK91J5SRArgMSeg798kYoAWY6jpV9oPiu6jZrTX3u0tZNoCEwyiPAOfXPX04rsBqEcYMdqAEAKuFY4P19Pzrj9R/t7xL4YsfAWhaXp8fh9PDcEUWovMxlN7G5mNzDyNhd2JKelWPAOoaw+jRjWroXVzayeTemFGTaw/jZWGUBHOeVPrQB0N9atLbMylZDtyFySazJtAF5d20lsiq8fGQM8dcHIrr9B0WfV5RBp8G92H3Qfm5+nau+8O/s+XFlYrrXiGGSGMHEaMwRWbGTubPQDr9aAPn/W9C1CDU5ruUljvAY528AdKbJqaWGnSR7yz5LZVPvNjA/KvYPGFv8OI45rOGG9DSTLHJIYxtjwMM4OSWUj09K8j+Kvg288Ia/LpVzOHiEcctvIowJYnUMjDPTg0AYkuqalNAY7VEdxwXkX5c9hwcirtlJJDaojOiMF3OiLu+uMGq9qoWNZ4UBBTJBIH+c05b6Szk3opjI53evX26e9AHOePVurXxX4Ruo5wTN4ns44VhZShYzJtJAOTkE59COlfkH8Rfh/4v+E3xB134V/ELRjp2v8AhnWbrStc09pkkNreW8rQzRF42ZG2yIy7lJU4yCRzX63/ABe8Qz6D4etfG9tbpO3h7X7DUmhhGC/lzjcBzySD+lflp+1R8WNI+PX7T/xH+OXh+xubWw8aePdY12ytr1FWaKG7vZrhEkCsyhwsgBAYjIOCetAHBUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB61+wXrnhnwx+2t8KfEfi20vZ7Sw8f6VcpFYOiu1wl1G0AYuCPL84R7wPm2btpBwa/Rv4FeEr6x8IwXOvaxd3b3Fskg015Fj+ycvlV2rzknJJJOa/Kz4Q+MrX4c/Fnwv8Qr6GWSDQfEVlqM0cCguyQTpKQoJAJIXjJAz3Ffrz4VtZtKiurfUmieexvpYMO3DvHI+CQMYXbg++RQB1U2n22l20f2C9lLMQr2zbRKnGRkgkH9PpUtheST3CxTNkgYULyqg/wBc9q5xW1iOUTmSOSNslZA2Ac+nPWtzTLlrpjLKg3ry7ZwT9T+VAFy61CGztpLuQFcDLKx7/TNcR8S/iomgeFodS0u/ge7ldiLZZQHVVOM5PA9cck1s+P7y5t/Ct7NGdrrEcHHT09zXk/7Iul+B/ir+0Bd6T8b/ABr/AGb4f0u0a9SJlB8wo4ynbPGeCaAPVNe+KXgvT/AWlWVlrF3JJqdibvOqnyzI68Mo2ANx1HQHpWR4W0q88Z6bGNTZDalg6kphnPXLc/lXj8/ivVvj/wDHmS28OsTo+ji4tdOlEYX/AEYyNtkYAAbiMduK+iNBgtNJtU0iNwqwRhV2jrgDrQB0vhma+s9MTRtPiWOO2fIVhxgqef61nzPPJqi34lYSnAaYLhmwP1Fcp431rx7Z6ZZXPh68hg/svV45pGmBkW4tAD5kLoFyRk5Ug8g47Vr6BNdy6VbRXqsskalnJ+8N38J74xjjtQB6x8IPF58DaqmvR2ULCaRYpJAMRxtuyG2/wk9OuO+K9t/bA+Ivjq78J+HplgmkivVeG9mll4UgblCjBAUggcda+VdA1m/tJHs7Z0lgmGwwEDBPbBJ+9noa+wPhD4M8Q/tDfD+Oz8HS6DqmsWelyW154Y1nVVtrhpGUolzAJMAleOOelAHyTpGqah4u1K30jR7Sdrm7uDAlu0hO6QtwB368V0X7aVhB4O+KEfgNrkyzaHoNhZaiElBIuEhBdPwJx+Fe8+EP2dvDf7D3g+f4r/H/AMPw3fiuC5J0Kx+35jtnAzvG04lkLYwnQDk+lfFXxK8Ya1408VX/AIn124L3mp30t3dysxJMjsWOCfr3oAZaarM1uSLcFRkoRxkH6n9aq3FxeXknl/aFVT93ac7vz5P503T70QQtDM0ROecISQPw6VXu9UgglVndV3DaoXODmgDN+IUMqfDnVY1gRpPsJCHGRvLAAc9Otfj9X6yftOXWvX3wB8VWvhCxu5dWuNI8rSorEP8AaDcMyCNYVjJYybvuhec4r8m6ACiiigAooooAKKKKACiiigAooooAKKKKACv1I/Z++Jtx478FeBvihqU89wPGvh3yry5uIlRxq9iTbXZ2x/IBIYxKo4+VwcDoPy3r6/8A+CX/AMR7TV9M8Vfs66prn2a+uHTxH4KEpjWL7fboVuYeSHdpoRF8gzhbdmG3B3AH3It/dQyI1vukVshiTuKn2/PtWpZXkwOTJhCPmGMjGOP1rl/CfiCDWLCO7EPl7YQ3lsSGQnrn8c/lW1HPPeEtJIdqcKG4x7AHoPxoA0NaS3vdGnjlJ8maFlfb2HQnivmnxb8F3fxFKlvJJ85IDoeWB9frX0hKPtNrJYGMcR/MoX0rz2Oc22tSafdRFpVnGwyZHy9lH+NAHRfBX4daJ8N/Dpt7G28u6utrXc5IJOOgye1b2p+ItG8PJJeXOpIu9if9YNzNjp0HWqr/AGy+017O0n8pZIyrOvDRZGCR6n096jOjWVtDbpeXgu1hCf6+LacjoTyw3E8k+tAFfWtavtZ8I3F/ol/cWN6IGZZ7BRK8EuAQYw/DMMcA8cnitaN9Yfw9btNeiSeSNDcPNw80mxdzkDgEtknHGSazp9OlFxK2lgJLIp8mUMQu4jjdx/Q1bs57uOyhtJbQyyrBwZJWA8wAA8jGeemeKAI7XUbiyuRHLIWORnHygdOmf/rVcuvil8UNE8T2R8PeLbmBQ6OnlSlArA/dBzn/APXVG+W51GNxe6O8MkQDB5ApS4HquCTx05xTI/s8KyTMEh8kByjkBlPYj8fegDs/j98efHnxO1MWviHxZfan5EhdxdXLOsJYLwgPC4xjj61wlhY/bpvOv5TGnIwG4PHUY681mW9zLd3s13NHu81t3m7cnH+etb2nTyW1uBErZU/M4Q4XI7A/55oAxfEum3cQZtN37GzhkbAYDrzgE1X0awu0dr2/uEDsFZFAyc57811Vhb29xMdQvZPLt7ciW6lKgPKM8Rr2yx4+mTVPV9S0+WaTUNN0S1s4yCLe3ind1Qk9csMn+VAHIfFvxDceC/h7rfxJW6tbT/hE9Ku9dtpdQkZLdruCFxaQuQy7vMu5beMKCGZiADkivyNr7w/4Kh/FBPCvwf0n4V6Pqzx3fjPV/t+o21rqhQx6XY5SFJoQMyx3F3LLMCx2hrBCFYgFPg+gAooooAKKKKACiiigAooooAKKKKACiiigArb+GvjzWfhZ8RtA+J3h2C2l1Dw5rdrqlhFexF4Xmt5llQSKCCyFkAIBGRnkViUUAfsboWveCvit4M0v9or4ZaXcS+F/HiC7RreUR3eh6hG7RXMLRvlXj3oylTlTgMjEEE7EGn2yXAW0u5WiDbljmVQzD3/rjpXwN/wTD/bK0D4C+KtS+DPxeu418E+LMlLmb5V0vUyESO5Z8jbGyqEckEDbGcqocn7h1LRfFGjapcaL4kvI4jvzZXNkdySQsMrJ3HPoPSgDoxewzSsizLJKSOUYNtHviub8WeD7nzv7Tsov3nbaQARnp+fNammPYaWwgTl34Z8cFsZDdKvT3Su4V5ArbRuWNuSD3/8ArUAcv4e8RXUQW21VtoUsjgLnd0wTz61u6ppl3rdlA2j6kIZI5RJ5ZXKzkdI8jo3pVXVtCiuVMlrarLj5vnX7vPPU/wD6qt6daS29v9jnRXjZTvQHIPt0xQA60bVINKkS/LrPGkjSwyIV8tgPukHkEZ5rS8uK4s4hJF87KP8AZ28A5HHFZOvS3tno6nSbYSM+2LeZiDGpIHAx81baTsr7ZFddpwzhfvY44Hbp+tAEV1MsNuzu29yMO6tzntiuW1O5kuWktoQoAOXbORtA78+tbHiXVJ3xaQDeSAAW9z7VFpXhmGJftF1MzsXJOAQSfw4x9aAMqwspHkSSIM6oOVC8Ak+lb1yJY8EorurZKhiCD6fhVmWGK1iL24UOrcDqB+HrVMXsrnEMigsMOSw3A98D0oAs63erNaJptrDttYFQ+XnIeTHzSEd/QHsK5bV/Evgqx8G638SfFvilbDwz4cTfrepuwVd2QFhiwMtIxKqqrkszBQCTXGftTftH+EP2e/AR1zV78S3d2JINO02GQLPeSADMaDB2oNw3ynhARwzsiN+dHxa/aa+Mvxq0K08I+OPFKtoenX815p2iWVpHBbwSydyEUNMVXKq0rO6qzAN87ZAG/tIfH3xN+0l8Urr4keI7GGyj8lLTSdMtzuSxs48+VCGwC5GSWcgbmZjhQQo4OiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+lf2b/wDgpJ40+C3w/j+Gfj7wW3jHTNOAXQJX1n7Jc6fFg/uPNMMvmQg4KoQCnIDbdqr81UUAfqH+zJ+1T8IP2jYI5vDtwNO8UW7BJfDmoTxJdv8AuTLI9t83+lRLsly6AOojLSRxqyk+xRXMTXaz3UElwu8E+WxjKjuwx1OfX0r8Y9F1rWfDes2niLw7q1zYahYXMdzY31lO0U1tMjBkkjdSGR1YBgwIIIBFffH7Lv8AwVL+FGq+GtO8I/tQWt1o1/o2hpajxNpkE11/askKpGktwCZJDPIMtI+MFlZ9w3hFAPqyCBVVlVg+ASSy8Dn+tPG/aAGYMfTp+FeY+D/2xv2QfHviiXTPDn7Q+iRGKB50Osm40qDYCF2mS9jijZiWHyBixwSAQCRF8R/2tvgX4G8H3/iqf4zeF9UWxgLxabofiOzu7mdshUVIYZCzuSQB2UZZiqgsADsvFeoMdY07wla2073N9dI8skcTvHaQqctJJt5A/rXWr5rOy7VKhfkPmZUjruHFfmzq3/BT747XnxX8O+LtF1XWdH8LaRqFnc614O0jxNNbJ4iWOWOS4ivpolXz1l2GNVaMpFG2AjMZXl/Svwz4j+F/xT8G/wDCxPgvruna5o1xMoim0m7Ey25aKOXypVGGgkUSKTFIFkQMAyg0AZItEe/admKkYyTgYFWWuFeIs33QuFTfg47YA4x3oii83fLqNnJ5wbbGm4gKPcd68z+IP7Y37Lfwh1C/8O+NPjVpsWrWNjcyz6Vp1nc3tw00RdfsgMEbwxXDPGyBJpItpKmQop3UAekNNPEBG8m52HGzJyM8DHr9K8J/a5/bM+Hv7OOmX/ha1uItS8crbRfY9AG8i1MoYpLdOo2oqqA/lbhM4ePhVfzV8h/aX/4Kr6Brfw//AOEO/ZW0vxHo2pX/AJkWp+KNet4ILu2tyB8tqIJpQkjZYebkNGBlcuweP4joA6X4s/Fnxr8avG11488d6l593cHbDBHuENpCGJWCFSSUjXccDJJJZmLMzMeaoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA79P2sP2ponEkX7Svj9WByGXxlfAg+v8Ara4CiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k="
How was this image taken?
MRI
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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