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Hexagonial

Author: mathforces
Problem has been solved: 10 times

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Hexagon $ ABCDEF $ is inscribed in some circle $ \omega $. It is known that $ AB = BC = CD = 2020 $ AND $ DE = EF = FA = 2026 $. Let $ r $ be the radius $ \omega $. It is known that $ r $ is representable in the form $ \frac {\sqrt {m}} {n} $, for coprime natural numbers $ m $ and $ n $. What is $ m + n $?





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