Bongard Problems with "world" finitely many black dots in 2D space vs. other Bongard Problems.

Assumed contained in bounding box.

All that's relevant to solving these BPs is the number of dots and their position in the box.

Two examples are considered "the same" when they have dots in all the same places. (For example, there is only one possible example that has just one dot in the center of the bounding box.)

There cannot be two dots occupying one point in space.

Assumed contained in bounding box.

Bongard Problems with "world" finitely many dots in 2D space vs. other Bongard Problems.