Problem
GEO-B2-M08-P005 Which Circles Pass Through Miquel
#5
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In a complete quadrilateral with points \(A,B,C,D,E,F\) as defined in the theory, name the four circles passing through the Miquel point.
Take the circumcircles of the triangles formed by triples of lines.
They are \((ABE)\), \((ADF)\), \((CDE)\), and \((BCF)\). By Miquel's theorem, they have one common point.
A check of notation for the complete quadrilateral.