CMV - that cannot be contained within or on a circle of radius

[sarawallebo]

LIC 13:

There exists at least one set of three data points, separated by exactly A PTS and B PTS consecutive intervening points, respectively, that cannot be contained within or on a circle of radius RADIUS1. In addition, there exists at least one set of three data points (which can be the same or different from the three data points just mentioned) separated by exactly A PTS and B PTS consecutive intervening points, respectively, that can be contained in or on a circle of radius RADIUS2. Both parts must be true for the LIC to be true. The condition is not met when NUMPOINTS < 5.
0 ≤ RADIUS2