Hamiltonian cycle on dodecahedron @EdoTimmermans
Hamiltonian cycle on dodecahedron  @EdoTimmermans
Uploaded June 2012 | Updated September 2026, 1 week ago
A Hamiltonian path visits all the corners of a polyhedron, when the beginning meets the end it is a Hamiltonian cycle. What makes building these objects a bit hard is that you have to hold them with great care while building. A drawing of a Hamiltonian cycle in the dodecahedron can be found on the following link:
en.wikipedia.org/wiki/Hamiltonian_path
Hamiltonian cycle on dodecahedron25-gon star-dodecahedronTight chains of triangular bipyramidsTrefoil knot made of magnets, famous from M.C. Eschers knot drawingsIcosahedra rhombic lattice, magnets tutorialSchoens I-WP surface, disphenoid cell
Edo Timmermans (geometric art) |

Hamiltonian cycle on dodecahedron

SHARE TO X SHARE TO REDDIT SHARE TO FACEBOOK WALLPAPER