Advanced Math Test #Geometry_1
Given a circle with its centre (O) and a constant diameter AB. A point M is placed on the circumference of the circle such that M isn't overlapping A or B. C is symmetric to O through A. The line, which is perpendicular to AB at C, meets AM at N. BN meets the circumference of the circle at a second point E. BM meets CN at F.
Are 3 points A, E, F collinear?
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