Template:Order i-4-3 tiling table

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Paracompact hyperbolic uniform tilings in [(∞,4,3)] family
Symmetry: [(∞,4,3)]
(*∞43)
[(∞,4,3)]+
(∞43)
[(∞,4,3+)]
(3*4∞)
[(∞,1+,4,3)]
(*∞323)
CDel branch 01rd.pngCDel split2-i4.pngCDel node.png CDel branch 01rd.pngCDel split2-i4.pngCDel node 1.png CDel branch.pngCDel split2-i4.pngCDel node 1.png CDel branch 10ru.pngCDel split2-i4.pngCDel node 1.png CDel branch 10ru.pngCDel split2-i4.pngCDel node.png CDel branch 11.pngCDel split2-i4.pngCDel node.png CDel branch 11.pngCDel split2-i4.pngCDel node 1.png CDel branch hh.pngCDel split2-i4.pngCDel node h.png CDel branch hh.pngCDel split2-i4.pngCDel node.png CDel branch.pngCDel split2-i4.pngCDel node h1.png = CDel branch.pngCDel ia2b-cross.pngCDel branch 11.png
H2 tiling 34i-1.png H2 tiling 34i-3.png H2 tiling 34i-2.png H2 tiling 34i-6.png H2 tiling 34i-4.png H2 tiling 34i-5.png H2 tiling 34i-7.png H2 snub 44ia.png
(∞,4,3) t0,1(∞,4,3) t1(∞,4,3) t1,2(∞,4,3) t2(∞,4,3) t0,2(∞,4,3) t0,1,2(∞,4,3) s(∞,4,3) ht0,2(∞,4,3) ht1(∞,4,3)
Dual tilings
H2chess 34ia.png H2chess 34id.png H2checkers 34i.png
V(3.∞)4 V3.∞.4.∞ V(4.∞)3 V3.8.∞.8 V(3.4) 4.6.∞.6 V6.8.∞ V3.3.3.4.3.∞ V(4.3.4)2.∞ V(6.∞.6)3
Template documentation

See also

Tiling templates: