Four identical hexagons representing “3D cubes” in such a way that they produce the outlines of 5 regular hexagons. Can you see them?
It is enough to make two actions in order outlines of 6 regular hexagons appear. Which are those two actions?
It is enough to rotate each hexagon in a pair of adjacent hexagons at 60 degrees. In current solution these are the yellow and the green ones.