Bread draws a circle. He then selects four random distinct points on the circumference of the circle to form a convex quadrilateral. Kwu comes by and randomly chooses
another 3 distinct points (none of which are the same as Bread’s four points) on the
circle to form a triangle. Find the probability that Kwu’s triangle does not intersect
Bread’s quadrilateral, where two polygons intersect if they have at least one pair of
sides intersecting.