# Intersecting 17-sided polygons

Discrete Mathematics Level pending

Suppose $$A=A_1A_2...A_{17}$$ and $$B=B_1B_2...B_{17}$$ are two polygons, possibly self-intersecting. Suppose no three out of $$34$$ vertices of $$A$$ and $$B$$ lie on the same straight line. Find the largest possible number of intersections of $$A$$ and $$B$$.

Details and assumptions

You should not count any self intersections of the polygons.

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