See BP1006 for the version about numerical properties where each part is a cluster of dots; examples in that BP would be sorted the same way here that they are there.

See BP999 and BP1004 for versions where each object is itself a collection of objects, so that rules specifically pertaining to collections can manifest (e.g. "all the objects are different").

See BP1002 for a Bongard Problem about only visual self-similarity instead of conceptual self-similarity.

See BP1006 for the version about numerical properties where each part is a cluster of dots; examples in that BP would be sorted the same way here that they are there.

See BP999 for a similar but different idea: collections of collections that satisfy the same pattern as each of their collections.

See BP1002 for a Bongard Problem about only visual self-similarity instead of conceptual self-similarity.

See BP1006 for the version about numerical properties where each part is a cluster of dots; examples in that BP would be sorted the same way here that they are there.

See BP999 for a similar but different idea: collections of collections that satisfy the same pattern as each of their collections.

See BP1002 for a Problem about only visual self-similarity instead of conceptual self-similarity.

See BP1006 for the version about numerical properties where each part is a cluster of dots; examples in that BP would be sorted the same way here that they are there.

See BP999 for a similar idea: a collection of collections that satisfies the same pattern as each of its collections.

See BP1002 for a Problem about only visual self-similarity instead of conceptual self-similarity.

See BP999 for the version where each part is a collection of multiple objects.

See BP1006 for the version about numerical properties where each part is a cluster of dots.

See BP1002 for a Problem about only visual self-similarity instead of conceptual self-similarity.

The whole satisfies the same pattern as its parts vs. not so.

See BP999 for the version where each part is a collection.

See BP1002 for a Problem about only visual self-similarity instead of conceptual self-similarity.

Aaron David Fairbanks