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Three Forks PuzzleThree Holes in a CubeHoles in the Faces of a DodecahedronZeolite AThree Cylinders in a Cube
Three Forks Puzzle
Updated this month
Three Holes in a Cube
Updated this month
Holes in the Faces of a Dodecahedron
Updated this month
Zeolite A
Updated this month
Three Cylinders in a Cube
Updated this month
Rhombic Triacontahedron Built on a CubeTwo Stellations of the Rhombic TriacontahedronTwo Ways to Fold a Net into a Triangular DipyramidExpanding CubeCompound of Five Cubes and Small Rhombicosidodecahedron
Rhombic Triacontahedron Built on a Cube
Updated this month
Two Stellations of the Rhombic Triacontahedron
Updated this month
Two Ways to Fold a Net into a Triangular Dipyramid
Expanding Cube
Compound of Five Cubes and Small Rhombicosidodecahedron
Midsphere Tetrahedra and the Canonical TetrahedronIcosidodecahedron as a Common ElementConstruction Based on Kepler's Mysterium CosmographicumFifteen Great Circles on a SphereDodecahedron Measures
Midsphere Tetrahedra and the Canonical Tetrahedron
Icosidodecahedron as a Common Element
Construction Based on Kepler's Mysterium Cosmographicum
Fifteen Great Circles on a Sphere
Dodecahedron Measures
Cluster of 30 CubesReducing a 3×4 Matrix to Row-Echelon FormPythagorean Theorem 3DIntersection of Three Polygonal Cylindrical SurfacesDissecting Two Bilinski Dodecahedra into a Cube
Cluster of 30 Cubes
Reducing a 3×4 Matrix to Row-Echelon Form
Pythagorean Theorem 3D
Intersection of Three Polygonal Cylindrical Surfaces
Dissecting Two Bilinski Dodecahedra into a Cube

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