Pseudo Great Rhombicuboctahedron

+The Pseudo Great Rhombicuboctahedron is a fascinating [polyhedron](/wiki/polyhedron) that defies strict classification among the common uniform solids. While structurally similar to the [rhombicuboctahedron](/wiki/rhombicuboctahedron), it distinguishes itself through a unique twist in its arrangement of faces around certain vertices. This specific geometric deviation means it lacks the full [uniformity](/wiki/uniformity) and [transitivity](/wiki/transitivity) characteristic of [Archimedean solids](/wiki/archimedean_solid).

+It possesses 26 faces: 12 squares, 8 hexagons, and 6 octagons, just like its uniform counterpart. However, its 48 vertices are not all equivalent. Instead, it features two sets of vertices that are mirror images of each other, giving it a chiral or "pseudo-uniform" character. This subtle difference in vertex configuration prevents it from being classified as an [Archimedean solid](/wiki/archimedean_solid) despite its regular polygonal faces. Instead, it is sometimes considered a [Johnson solid](/wiki/johnson_solid) or a related structure due to its specific combination of regular faces and its non-uniform vertices. Its distinct visual [geometry](/wiki/geometry) makes it an intriguing subject in the study of [polyhedra](/wiki/polyhedron).

+The Pseudo Great Rhombicuboctahedron is a fascinating [polyhedron](/wiki/polyhedron) that defies strict classification among the common uniform solids. It shares many facets with the great rhombicuboctahedron, yet possesses a unique twist in its arrangement, offering a distinct visual [geometry](/wiki/geometry).

+## See also

+- [Truncated Cuboctahedron](/wiki/truncated_cuboctahedron)

+- [Rhombicuboctahedron](/wiki/rhombicuboctahedron)

+- [Archimedean Solid](/wiki/archimedean_solid)