Polytopes for Group SmallGroup(324,37) = (C3 x C9) ⋊ D6

This page is part of the Atlas of Small Chiral Polytopes
Polytopes related to this group :
This group is the automorphism group of these regular covers of chiral polytopes :
  1. {9,6}*324a
  2. {6,9}*324a



Other Groups of Order 324 :
  1. SmallGroup(324,37) = (C3 x C9) ⋊ D6
  2. SmallGroup(324,64) = ((C9 ⋊ C9) ⋊ C2) x C2
  3. SmallGroup(324,67) = ((C27 ⋊ C3) ⋊ C2) x C2
  4. SmallGroup(324,77) = ((C33 ⋊ C3) ⋊ C2) x C2
  5. SmallGroup(324,118) = (C9 ⋊ C6) x S3