Octagonal octagoltriate (EntityTopic, 13)

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Revision as of 23:02, 4 December 2010 by Hayate (Talk | contribs)


The octagonal octagoltriate is a powertope formed by taking the octagon of the octagon. It is therefore the convex hull of two duoprisms of regular octagons of side 1 and 1+√2, oriented in opposite axes. It is also the simplest non-trivial ditetrate and can also be called the octagonal ditetrate.


Notable Tetrashapes
Regular: pyrochoronaerochorongeochoronxylochoronhydrochoroncosmochoron
Powertopes: triangular octagoltriatesquare octagoltriatehexagonal octagoltriateoctagonal octagoltriate
Circular: glomecubinderduocylinderspherindersphonecylindronediconeconinder
Torii: tigertorispherespheritorustorinderditorus