Y by HWenslawski
Let
be a triangle and let
and
be the points where the incircle of
is tangent to sides
,
, and
, respectively. We call
and
the points diametrically opposite to
and
respectively, wrt the incircle of
. Let us denote by
and
the intersection points of the lines
with
, the lines
with
and lines
with
respectively. Show that the lines
,
and
are concurrent.






















