Acronym | gidsac |
Name |
great disnub cube, compound of 6 squap |
© | |
Circumradius | sqrt((4+sqrt(2))/8) = 0.822664 |
Vertex figure | [33,4] |
External links |
Squares pairwise fall into coincident face planes. So either they can be considered separately (type A); or they are considered as (regular) 2-square-compounds (type B).
(Type A) 48 | 2 2 | 3 1 || 1 ----+-------+-------++-- 2 | 48 * | 1 1 || 1 2 | * 48 | 2 0 || 1 ----+-------+-------++-- 3 | 1 2 | 48 * || 1 4 | 4 0 | * 12 || 1 ----+-------+-------++-- ♦ 8 | 8 8 | 8 2 || 6
(Type B) 48 | 2 2 | 3 1 || 1 ----+-------+------++-- 2 | 48 * | 1 1 || 1 2 | * 48 | 2 0 || 1 ----+-------+------++-- 3 | 1 2 | 48 * || 1 8 | 8 0 | * 6 || 2 ----+-------+------++-- ♦ 8 | 8 8 | 8 2 || 6
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