2006 OIM Problems/Problem 5
Problem
Given a circle 
, consider a quadrilateral 
with its four sides tangent to , with 
tangent to at 
and 
tangent to at 
. Let 
and 
be the points where 
intersect , and 
the midpoint of 
. Show that 
.
~translated into English by Tomas Diaz. ~orders@tomasdiaz.com
Solution
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