Go Geometry Problem Problem 568: Triangle, Excircles, Tangency Point, Congruence

The figure shows a triangle ABC with the excircle D tangent to AB at F and excircle E tangent to BC at G, DF extended and EG extended meet at H. Prove that DH = EH.
 

Triangle, Excircles, Excenter, Congruence
 

 

 

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