olymmath

HMMT November 2011 U2

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Let ABCDA B C D be a rectangle with AB=6A B=6 and BC=4B C=4. Let EE be the point on BCB C with BE=3B E=3, and let FF be the point on segment AEA E such that FF lies halfway between the segments ABA B and CDC D. If GG is the point of intersection of DFD F and BCB C, find BGB G.

Dataset text NuminaMath olympiads. Quoted with source.

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