THREE-DIMENSIONAL PUZZLE

摘要

An unprecedented three-dimensional puzzle capable of implementing Fyodorov's space-filling solids is implemented. Provided is a Fyodorov's space-filling three-dimensional puzzle which is a three-dimensional puzzle comprising a plurality of first convex polyhedrons, and a plurality of second convex polyhedrons that are in a mirror relation with the first convex polyhedrons, wherein each of the first convex polyhedrons and second convex polyhedrons cannot be divided into two or more congruent convex polyhedrons, and wherein two first convex polyhedrons form a third convex polyhedron, two second convex polyhedrons form a fourth convex polyhedron, and the third convex polyhedron and the fourth convex polyhedron can be formed by filling the inside of all the Fyodorov's space-filling solids.