Derived Solids

The "hexpropellor" operation is defined as a variant of George Hart's propellor operation, where hexagons rather than tetragons are inserted around the faces of the original polyhedron.

(box: x-ray)  (slider: perspective)  (image: L=rotate R=zoom)

6-Truncated Joined Truncated Tetrahedron
(canonical)

Tetrakis Cuboctahedron (canonical)

Pentakis Icosidodecahedron
(canonical)

Hexpropello Cube (dextro) (canonical)

Hexpropello Dodecahedron (dextro)
(canonical)

Orthokis Propello Cube (canonical)

Orthotruncated Propello Octahedron
(canonical)

Orthokis Propello Dodecahedron
(canonical)

Orthotruncated Propello Icosahedron
(canonical)

Tetrakis Snub Cube (laevo)
(canonical)

Pentakis Snub Dodecahedron (laevo)
(canonical)

Expanded Cuboctahedron (canonical)

Expanded Icosidodecahedron
(canonical)

Snub Cuboctahedron (canonical)

Snub Icosidodecahedron (canonical)

Tetrated Dodecahedron (canonical)

Tetrahedrally Expanded Tetrated Dodecahedron (canonical)

Pyritohedrally Expanded Dodecahedron (canonical)

132-Pentagon Polyhedron

Snub Truncated Octahedron
(canonical)

Dual Snub Truncated Octahedron
(canonical)

Snub Truncated Icosahedron
(canonical)

Dual Snub Truncated Icosahedron
(canonical)

Snub Hexpropello Dodecahedron
(canonical)

Dual Snub Hexpropello Dodecahedron
(canonical)

Expanded Joined Hexpropello Dodecahedron
(canonical)

Expanded Propello Truncated Icosahedron
(canonical)

Expanded Joined Truncated Pentakis Dodecahedron
(canonical)