Truncated snub demitesseract (EntityTopic, 13)
From Hi.gher. Space
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<[#embed [hash 063ZGRTKPDPCPT406NJMG8RPWJ]]> | <[#embed [hash 063ZGRTKPDPCPT406NJMG8RPWJ]]> | ||
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+ | ==Coordinates== | ||
+ | |||
+ | <pre> | ||
+ | epacs<0, 1, 3*phi, 3*phi^2> | ||
+ | epacs<0, 2+phi, 1+3*phi, 3+2*phi> | ||
+ | epacs<0, phi^3, phi^4, 3+phi> | ||
+ | epacs<1, 2, 1+3*phi, phi^4> | ||
+ | epacs<1, 2*phi, 3*phi^2, 2+phi> | ||
+ | epacs<phi, 2, phi^3, 3*phi^2> | ||
+ | </pre> | ||
+ | |||
+ | where phi = (1+√5)/2 is the Golden Ratio. | ||
==Software models== | ==Software models== |
Revision as of 20:50, 26 March 2014
The truncated snub demitesseract is a CRF polychoron derived from the snub demitesseract via truncation. Its surface consists of 24 truncated icosahedra, 96 tridiminished icosahedra, and 120 truncated tetrahedra.
Projections
Centered on a truncated icosahedron:
Coordinates
epacs<0, 1, 3*phi, 3*phi^2> epacs<0, 2+phi, 1+3*phi, 3+2*phi> epacs<0, phi^3, phi^4, 3+phi> epacs<1, 2, 1+3*phi, phi^4> epacs<1, 2*phi, 3*phi^2, 2+phi> epacs<phi, 2, phi^3, 3*phi^2>
where phi = (1+√5)/2 is the Golden Ratio.