Super Abstraction - 5th Dimension

Banach ~ Tarski states that a 3D solid sphere can be decomposed into a finite number of pieces that can be rearranged—without stretching or distorting any of them—and reassembled into two spheres, each the same size as the original. From there, it follows that any 3D shape can be cut up and reassembled into any other 3D shape, irrespective of volume. They have an infinitely fine structure.

You could blow through the pieces of the spheres,
as if they did not exist at all!