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Euclidean Patterns in Non-Euclidean Tilings
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hqc90
Index
« hqc89
hqc91 »
Orbifold Symbol: 2*23
Dual Net:
hqc103
Vertex Degree: {4}
Transitivity
Vertex-1 Edge-2 Face-2
Vertex Symbol
{3.6.6.6}
Delaney Dress Symbol
<90.1:4:1 2 4,1 3 4,2 4:3 6,4>
This hnet is generated by the following 1 Subgroup Tiling(s):
Image
Tiling
Orbifold Symbol
Transitivity (Vert,Edge,Face)
Vertex Degree
Vertex Symbol
QC665
*2323
(2,3,4)
{4,4}
{3.6.6.6}{6.6.3.6}
And generates the following 3 Systre Net(s):
Image
Network
Space Group
Space Group Number
Symmetry Class
Chiral
Vertex Degree
Nodes/Primitive Unit Cell
Transitivity (Vertex,Edge)
sqc5523
I432
211
cubic
Y
{4}
12
(1,2)
sqc11146
Fd-3m
227
cubic
N
{4}
24
(1,2)
sqc11147
I4132
214
cubic
Y
{4}
24
(1,3)