Template:Infinite_triangular_hyperbolic_tilings_table
Template:Infinite triangular hyperbolic tilings table
More information (p q r), t0 ...
| Infinite triangular hyperbolic tilings | |||||||||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| (p q r) | t0 | h0 | t01 | h01 | t1 | h1 | t12 | h12 | t2 | h2 | t02 | h02 | t012 | s | |||||
 (∞ 3 2) |
t0{∞,3} ∞3 | h0{∞,3} (3.∞)3 | t01{∞,3} ∞.3.∞ | t1{∞,3} (3.∞)2 | t12{∞,3} 6.∞.6 | h12{∞,3} 3.3.3.∞.3.3 | t2{∞,3} 3∞ | t02{∞,3} 3.4.∞.4 | t012{∞,3} 4.6.∞ | s{∞,3} 3.3.3.3.∞ | |||||||||
 (∞ 4 2) |
t0{∞,4} ∞4 | h0{∞,4} (4.∞)4 | t01{∞,4} ∞.4.∞ | h01{∞,4} 3.∞.3.3.∞ | t1{∞,4} (4.∞)2 | h1{∞,4} (4.4.∞)2 | t12{∞,4} 8.∞.8 | h12{∞,4} 3.4.3.∞.3.4 | t2{∞,4} 4∞ | h2{∞,4} ∞∞ | t02{∞,4} 4.4.∞.4 | h02{∞,4} 4.4.4.∞.4 | t012{∞,4} 4.8.∞ | s{∞,4} 3.3.4.3.∞ | |||||
 (∞ 5 2) |
t0{∞,5} ∞5 | h0{∞,5} (5.∞)5 | t01{∞,5} ∞.5.∞ | t1{∞,5} (5.∞)2 | t12{∞,5} 10.∞.10 | h12{∞,5} 3.5.3.∞.3.5 | t2{∞,5} 5∞ | t02{∞,5} 5.4.∞.4 | t012{∞,5} 4.10.∞ | s{∞,5} 3.3.5.3.∞ | |||||||||
 (∞ 6 2) |
t0{∞,6} ∞6 | h0{∞,6} (6.∞)6 | t01{∞,6} ∞.6.∞ | h01{∞,6} 3.∞.3.3.3.∞ | t1{∞,6} (6.∞)2 | h1{∞,6} (4.3.4.∞)2 | t12{∞,6} 12.∞.12 | h12{∞,6} 3.6.3.∞.3.6 | t2{∞,6} 6∞ | h2{∞,6} (∞.3)∞ | t02{∞,6} 6.4.∞.4 | h02{∞,6} 4.3.4.4.∞.4 | t012{∞,6} 4.12.∞ | s{∞,6} 3.3.6.3.∞ | |||||
 (∞ 7 2) |
t0{∞,7} ∞7 | h0{∞,7} (7.∞)7 | t01{∞,7} ∞.7.∞ | t1{∞,7} (7.∞)2 | t12{∞,7} 14.∞.14 | h12{∞,7} 3.7.3.∞.3.7 | t2{∞,7} 7∞ | t02{∞,7} 7.4.∞.4 | t012{∞,7} 4.14.∞ | s{∞,7} 3.3.7.3.∞ | |||||||||
 (∞ 8 2) |
t0{∞,8} ∞8 | h0{∞,8} (8.∞)8 | t01{∞,8} ∞.8.∞ | h01{∞,8} 3.∞.3.4.3.∞ | t1{∞,8} (8.∞)2 | h1{∞,8} (4.4.4.∞)2 | t12{∞,8} 16.∞.16 | h12{∞,8} 3.8.3.∞.3.8 | t2{∞,8} 8∞ | h2{∞,8} (∞.4)∞ | t02{∞,8} 8.4.∞.4 | h02{∞,8} 4.4.4.4.∞.4 | t012{∞,8} 4.16.∞ | s{∞,8} 3.3.8.3.∞ | |||||
 (∞ ∞ 2) |
t0{∞,∞} ∞∞ | h0{∞,∞} (∞.∞)∞ | t01{∞,∞} ∞.∞.∞ | h01{∞,∞} 3.∞.3.∞.3.∞ | t1{∞,∞} ∞4 | h1{∞,∞} (4.∞)4 | t12{∞,∞} ∞.∞.∞ | h12{∞,∞} 3.∞.3.∞.3.∞ | t2{∞,∞} ∞∞ | h2{∞,∞} (∞.∞)∞ | t02{∞,∞} (∞.4)2 | h02{∞,∞} (4.∞.4)2 | t012{∞,∞} 4.∞.∞ | s{∞,∞} 3.3.∞.3.∞ | |||||
 (∞ 3 3) |
t0(∞,3,3) (∞.3)3 | t01(∞,3,3) (3.∞)2 | t1(∞,3,3) (3.∞)3 | t12(∞,3,3) 3.6.∞.6 | t2(∞,3,3) 3∞ | t02(∞,3,3) 3.6.∞.6 | t012(∞,3,3) 6.6.∞ | s(∞,3,3) 3.3.3.3.3.∞ | |||||||||||
 (∞ 4 3) |
t0(∞,4,3) (∞.3)4 | t01(∞,4,3) 3.∞.4.∞ | t1(∞,4,3) (4.∞)3 | h1(∞,4,3) (6.6.∞)3 | t12(∞,4,3) 3.8.∞.8 | t2(∞,4,3) (4.3)∞ | t02(∞,4,3) 4.6.∞.6 | h02(∞,4,3) 4.4.3.4.∞.4.3 | t012(∞,4,3) 6.8.∞ | s(∞,4,3) 3.3.3.4.3.∞ | |||||||||
 (∞ 5 3) |
t0(∞,5,3) (∞.3)5 | t01(∞,5,3) 3.∞.5.∞ | t1(∞,5,3) (5.∞)3 | t12(∞,5,3) 3.10.∞.10 | t2(∞,5,3) (5.3)∞ | t02(∞,5,3) 5.6.∞.6 | t012(∞,5,3) 6.10.∞ | s(∞,5,3) 3.3.3.5.3.∞ | |||||||||||
 (∞ 6 3) |
t0(∞,6,3) (∞.3)6 | t01(∞,6,3) 3.∞.6.∞ | t1(∞,6,3) (6.∞)3 | h1(∞,6,3) (6.3.6.∞)3 | t12(∞,6,3) 3.12.∞.12 | t2(∞,6,3) (6.3)∞ | t02(∞,6,3) 6.6.∞.6 | h02(∞,6,3) 4.3.4.3.4.∞.4.3 | t012(∞,6,3) 6.12.∞ | s(∞,6,3) 3.3.3.6.3.∞ | |||||||||
 (∞ 7 3) |
t0(∞,7,3) (∞.3)7 | t01(∞,7,3) 3.∞.7.∞ | t1(∞,7,3) (7.∞)3 | t12(∞,7,3) 3.14.∞.14 | t2(∞,7,3) (7.3)∞ | t02(∞,7,3) 7.6.∞.6 | t012(∞,7,3) 6.14.∞ | s(∞,7,3) 3.3.3.7.3.∞ | |||||||||||
 (∞ 8 3) |
t0(∞,8,3) (∞.3)8 | t01(∞,8,3) 3.∞.8.∞ | t1(∞,8,3) (8.∞)3 | h1(∞,8,3) (6.4.6.∞)3 | t12(∞,8,3) 3.16.∞.16 | t2(∞,8,3) (8.3)∞ | t02(∞,8,3) 8.6.∞.6 | h02(∞,8,3) 4.4.4.3.4.∞.4.3 | t012(∞,8,3) 6.16.∞ | s(∞,8,3) 3.3.3.8.3.∞ | |||||||||
 (∞ ∞ 3) |
t0(∞,∞,3) (∞.3)∞ | t01(∞,∞,3) 3.∞.∞.∞ | t1(∞,∞,3) ∞6 | h1(∞,∞,3) (6.∞)6 | t12(∞,∞,3) 3.∞.∞.∞ | t2(∞,∞,3) (∞.3)∞ | t02(∞,∞,3) (∞.6)2 | h02(∞,∞,3) (4.∞.4.3)2 | t012(∞,∞,3) 6.∞.∞ | s(∞,∞,3) 3.3.3.∞.3.∞ | |||||||||
 (∞ 4 4) |
t0(∞,4,4) (∞.4)4 | h0(∞,4,4) (8.∞.8)4 | t01(∞,4,4) (4.∞)2 | h01(∞,4,4) (4.4.∞)2 | t1(∞,4,4) (4.∞)4 | h1(∞,4,4) (8.8.∞)4 | t12(∞,4,4) 4.8.∞.8 | h12(∞,4,4) 4.4.4.4.∞.4.4 | t2(∞,4,4) 4∞ | h2(∞,4,4) ∞∞ | t02(∞,4,4) 4.8.∞.8 | h02(∞,4,4) 4.4.4.4.∞.4.4 | t012(∞,4,4) 8.8.∞ | s(∞,4,4) 3.4.3.4.3.∞ | |||||
 (∞ 5 4) |
t0(∞,5,4) (∞.4)5 | h0(∞,5,4) (10.∞.10)5 | t01(∞,5,4) 4.∞.5.∞ | t1(∞,5,4) (5.∞)4 | t12(∞,5,4) 4.10.∞.10 | h12(∞,5,4) 4.4.5.4.∞.4.5 | t2(∞,5,4) (5.4)∞ | t02(∞,5,4) 5.8.∞.8 | t012(∞,5,4) 8.10.∞ | s(∞,5,4) 3.4.3.5.3.∞ | |||||||||
 (∞ 6 4) |
t0(∞,6,4) (∞.4)6 | h0(∞,6,4) (12.∞.12)6 | t01(∞,6,4) 4.∞.6.∞ | h01(∞,6,4) 4.4.∞.4.3.4.∞ | t1(∞,6,4) (6.∞)4 | h1(∞,6,4) (8.3.8.∞)4 | t12(∞,6,4) 4.12.∞.12 | h12(∞,6,4) 4.4.6.4.∞.4.6 | t2(∞,6,4) (6.4)∞ | h2(∞,6,4) (∞.3.∞)∞ | t02(∞,6,4) 6.8.∞.8 | h02(∞,6,4) 4.3.4.4.4.∞.4.4 | t012(∞,6,4) 8.12.∞ | s(∞,6,4) 3.4.3.6.3.∞ | |||||
 (∞ 7 4) |
t0(∞,7,4) (∞.4)7 | h0(∞,7,4) (14.∞.14)7 | t01(∞,7,4) 4.∞.7.∞ | t1(∞,7,4) (7.∞)4 | t12(∞,7,4) 4.14.∞.14 | h12(∞,7,4) 4.4.7.4.∞.4.7 | t2(∞,7,4) (7.4)∞ | t02(∞,7,4) 7.8.∞.8 | t012(∞,7,4) 8.14.∞ | s(∞,7,4) 3.4.3.7.3.∞ | |||||||||
 (∞ 8 4) |
t0(∞,8,4) (∞.4)8 | h0(∞,8,4) (16.∞.16)8 | t01(∞,8,4) 4.∞.8.∞ | h01(∞,8,4) 4.4.∞.4.4.4.∞ | t1(∞,8,4) (8.∞)4 | h1(∞,8,4) (8.4.8.∞)4 | t12(∞,8,4) 4.16.∞.16 | h12(∞,8,4) 4.4.8.4.∞.4.8 | t2(∞,8,4) (8.4)∞ | h2(∞,8,4) (∞.4.∞)∞ | t02(∞,8,4) 8.8.∞.8 | h02(∞,8,4) 4.4.4.4.4.∞.4.4 | t012(∞,8,4) 8.16.∞ | s(∞,8,4) 3.4.3.8.3.∞ | |||||
 (∞ ∞ 4) |
t0(∞,∞,4) (∞.4)∞ | h0(∞,∞,4) (∞.∞.∞)∞ | t01(∞,∞,4) 4.∞.∞.∞ | h01(∞,∞,4) 4.4.∞.4.∞.4.∞ | t1(∞,∞,4) ∞8 | h1(∞,∞,4) (8.∞)8 | t12(∞,∞,4) 4.∞.∞.∞ | h12(∞,∞,4) 4.4.∞.4.∞.4.∞ | t2(∞,∞,4) (∞.4)∞ | h2(∞,∞,4) (∞.∞.∞)∞ | t02(∞,∞,4) (∞.8)2 | h02(∞,∞,4) (4.∞.4.4)2 | t012(∞,∞,4) 8.∞.∞ | s(∞,∞,4) 3.4.3.∞.3.∞ | |||||
 (∞ 5 5) |
t0(∞,5,5) (∞.5)5 | t01(∞,5,5) (5.∞)2 | t1(∞,5,5) (5.∞)5 | t12(∞,5,5) 5.10.∞.10 | t2(∞,5,5) 5∞ | t02(∞,5,5) 5.10.∞.10 | t012(∞,5,5) 10.10.∞ | s(∞,5,5) 3.5.3.5.3.∞ | |||||||||||
 (∞ 6 5) |
t0(∞,6,5) (∞.5)6 | t01(∞,6,5) 5.∞.6.∞ | t1(∞,6,5) (6.∞)5 | h1(∞,6,5) (10.3.10.∞)5 | t12(∞,6,5) 5.12.∞.12 | t2(∞,6,5) (6.5)∞ | t02(∞,6,5) 6.10.∞.10 | h02(∞,6,5) 4.3.4.5.4.∞.4.5 | t012(∞,6,5) 10.12.∞ | s(∞,6,5) 3.5.3.6.3.∞ | |||||||||
 (∞ 7 5) |
t0(∞,7,5) (∞.5)7 | t01(∞,7,5) 5.∞.7.∞ | t1(∞,7,5) (7.∞)5 | t12(∞,7,5) 5.14.∞.14 | t2(∞,7,5) (7.5)∞ | t02(∞,7,5) 7.10.∞.10 | t012(∞,7,5) 10.14.∞ | s(∞,7,5) 3.5.3.7.3.∞ | |||||||||||
 (∞ 8 5) |
t0(∞,8,5) (∞.5)8 | t01(∞,8,5) 5.∞.8.∞ | t1(∞,8,5) (8.∞)5 | h1(∞,8,5) (10.4.10.∞)5 | t12(∞,8,5) 5.16.∞.16 | t2(∞,8,5) (8.5)∞ | t02(∞,8,5) 8.10.∞.10 | h02(∞,8,5) 4.4.4.5.4.∞.4.5 | t012(∞,8,5) 10.16.∞ | s(∞,8,5) 3.5.3.8.3.∞ | |||||||||
 (∞ ∞ 5) |
t0(∞,∞,5) (∞.5)∞ | t01(∞,∞,5) 5.∞.∞.∞ | t1(∞,∞,5) ∞10 | h1(∞,∞,5) (10.∞)10 | t12(∞,∞,5) 5.∞.∞.∞ | t2(∞,∞,5) (∞.5)∞ | t02(∞,∞,5) (∞.10)2 | h02(∞,∞,5) (4.∞.4.5)2 | t012(∞,∞,5) 10.∞.∞ | s(∞,∞,5) 3.5.3.∞.3.∞ | |||||||||
 (∞ 6 6) |
t0(∞,6,6) (∞.6)6 | h0(∞,6,6) (12.∞.12.3)6 | t01(∞,6,6) (6.∞)2 | h01(∞,6,6) (4.3.4.∞)2 | t1(∞,6,6) (6.∞)6 | h1(∞,6,6) (12.3.12.∞)6 | t12(∞,6,6) 6.12.∞.12 | h12(∞,6,6) 4.3.4.6.4.∞.4.6 | t2(∞,6,6) 6∞ | h2(∞,6,6) (∞.3)∞ | t02(∞,6,6) 6.12.∞.12 | h02(∞,6,6) 4.3.4.6.4.∞.4.6 | t012(∞,6,6) 12.12.∞ | s(∞,6,6) 3.6.3.6.3.∞ | |||||
 (∞ 7 6) |
t0(∞,7,6) (∞.6)7 | h0(∞,7,6) (14.∞.14.3)7 | t01(∞,7,6) 6.∞.7.∞ | t1(∞,7,6) (7.∞)6 | t12(∞,7,6) 6.14.∞.14 | h12(∞,7,6) 4.3.4.7.4.∞.4.7 | t2(∞,7,6) (7.6)∞ | t02(∞,7,6) 7.12.∞.12 | t012(∞,7,6) 12.14.∞ | s(∞,7,6) 3.6.3.7.3.∞ | |||||||||
 (∞ 8 6) |
t0(∞,8,6) (∞.6)8 | h0(∞,8,6) (16.∞.16.3)8 | t01(∞,8,6) 6.∞.8.∞ | h01(∞,8,6) 4.3.4.∞.4.4.4.∞ | t1(∞,8,6) (8.∞)6 | h1(∞,8,6) (12.4.12.∞)6 | t12(∞,8,6) 6.16.∞.16 | h12(∞,8,6) 4.3.4.8.4.∞.4.8 | t2(∞,8,6) (8.6)∞ | h2(∞,8,6) (∞.4.∞.3)∞ | t02(∞,8,6) 8.12.∞.12 | h02(∞,8,6) 4.4.4.6.4.∞.4.6 | t012(∞,8,6) 12.16.∞ | s(∞,8,6) 3.6.3.8.3.∞ | |||||
 (∞ ∞ 6) |
t0(∞,∞,6) (∞.6)∞ | h0(∞,∞,6) (∞.∞.∞.3)∞ | t01(∞,∞,6) 6.∞.∞.∞ | h01(∞,∞,6) 4.3.4.∞.4.∞.4.∞ | t1(∞,∞,6) ∞12 | h1(∞,∞,6) (12.∞)12 | t12(∞,∞,6) 6.∞.∞.∞ | h12(∞,∞,6) 4.3.4.∞.4.∞.4.∞ | t2(∞,∞,6) (∞.6)∞ | h2(∞,∞,6) (∞.∞.∞.3)∞ | t02(∞,∞,6) (∞.12)2 | h02(∞,∞,6) (4.∞.4.6)2 | t012(∞,∞,6) 12.∞.∞ | s(∞,∞,6) 3.6.3.∞.3.∞ | |||||
 (∞ 7 7) |
t0(∞,7,7) (∞.7)7 | t01(∞,7,7) (7.∞)2 | t1(∞,7,7) (7.∞)7 | t12(∞,7,7) 7.14.∞.14 | t2(∞,7,7) 7∞ | t02(∞,7,7) 7.14.∞.14 | t012(∞,7,7) 14.14.∞ | s(∞,7,7) 3.7.3.7.3.∞ | |||||||||||
 (∞ 8 7) |
t0(∞,8,7) (∞.7)8 | t01(∞,8,7) 7.∞.8.∞ | t1(∞,8,7) (8.∞)7 | h1(∞,8,7) (14.4.14.∞)7 | t12(∞,8,7) 7.16.∞.16 | t2(∞,8,7) (8.7)∞ | t02(∞,8,7) 8.14.∞.14 | h02(∞,8,7) 4.4.4.7.4.∞.4.7 | t012(∞,8,7) 14.16.∞ | s(∞,8,7) 3.7.3.8.3.∞ | |||||||||
 (∞ ∞ 7) |
t0(∞,∞,7) (∞.7)∞ | t01(∞,∞,7) 7.∞.∞.∞ | t1(∞,∞,7) ∞14 | h1(∞,∞,7) (14.∞)14 | t12(∞,∞,7) 7.∞.∞.∞ | t2(∞,∞,7) (∞.7)∞ | t02(∞,∞,7) (∞.14)2 | h02(∞,∞,7) (4.∞.4.7)2 | t012(∞,∞,7) 14.∞.∞ | s(∞,∞,7) 3.7.3.∞.3.∞ | |||||||||
 (∞ 8 8) |
t0(∞,8,8) (∞.8)8 | h0(∞,8,8) (16.∞.16.4)8 | t01(∞,8,8) (8.∞)2 | h01(∞,8,8) (4.4.4.∞)2 | t1(∞,8,8) (8.∞)8 | h1(∞,8,8) (16.4.16.∞)8 | t12(∞,8,8) 8.16.∞.16 | h12(∞,8,8) 4.4.4.8.4.∞.4.8 | t2(∞,8,8) 8∞ | h2(∞,8,8) (∞.4)∞ | t02(∞,8,8) 8.16.∞.16 | h02(∞,8,8) 4.4.4.8.4.∞.4.8 | t012(∞,8,8) 16.16.∞ | s(∞,8,8) 3.8.3.8.3.∞ | |||||
 (∞ ∞ 8) |
t0(∞,∞,8) (∞.8)∞ | h0(∞,∞,8) (∞.∞.∞.4)∞ | t01(∞,∞,8) 8.∞.∞.∞ | h01(∞,∞,8) 4.4.4.∞.4.∞.4.∞ | t1(∞,∞,8) ∞16 | h1(∞,∞,8) (16.∞)16 | t12(∞,∞,8) 8.∞.∞.∞ | h12(∞,∞,8) 4.4.4.∞.4.∞.4.∞ | t2(∞,∞,8) (∞.8)∞ | h2(∞,∞,8) (∞.∞.∞.4)∞ | t02(∞,∞,8) (∞.16)2 | h02(∞,∞,8) (4.∞.4.8)2 | t012(∞,∞,8) 16.∞.∞ | s(∞,∞,8) 3.8.3.∞.3.∞ | |||||
 (∞ ∞ ∞) |
t0(∞,∞,∞) ∞∞ | h0(∞,∞,∞) (∞.∞)∞ | t01(∞,∞,∞) (∞.∞)2 | h01(∞,∞,∞) (4.∞.4.∞)2 | t1(∞,∞,∞) ∞∞ | h1(∞,∞,∞) (∞.∞)∞ | t12(∞,∞,∞) (∞.∞)2 | h12(∞,∞,∞) (4.∞.4.∞)2 | t2(∞,∞,∞) ∞∞ | h2(∞,∞,∞) (∞.∞)∞ | t02(∞,∞,∞) (∞.∞)2 | h02(∞,∞,∞) (4.∞.4.∞)2 | t012(∞,∞,∞) ∞3 | s(∞,∞,∞) (3.∞)3 | |||||
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Template documentationSee also
Tiling templates:
- {{Coxeter–Dynkin diagram}}
- {{Tessellation}}
Tables:
- {{Cantic table}}
- {{Deltoidal table}}
- {{Expanded table}}
- {{Expanded4 table}}
- {{Finite triangular hyperbolic tilings table}}
- {{Hexagonal regular tilings}}
- {{Hexagonal tiling cell tessellations}}
- {{Hexagonal tiling table}}
- {{Hexagonal tiling vertex figure tessellations}}
- {{Infinite triangular hyperbolic tilings table}}
- {{Octagonal regular tilings}}
- {{Omnitruncated symmetric table}}
- {{Omnitruncated table}}
- {{Omnitruncated4 table}}
- {{Order 3-2-2-2 tiling table}}
- {{Order 3-2-3-2 tiling table}}
- {{Order 4-3-3 tiling table}}
- {{Order 4-4 tiling table}} (square)
- {{Order 4-4-3 tiling table}}
- {{Order 4-4-4 tiling table}}
- {{Order 5-3-3 tiling table}}
- {{Order 5-4 tiling table}}
- {{Order 5-4-3 tiling table}}
- {{Order 5-4-4 tiling table}}
- {{Order 5-5 tiling table}}
- {{Order 6-3-3 tiling table}}
- {{Order 6-4 tiling table}}
- {{Order 6-4-3 tiling table}}
- {{Order 6-4-4 tiling table}}
- {{Order 6-5 tiling table}}
- {{Order 6-6 tiling table}}
- {{Order 7-3 tiling table}}
- {{Order 7-4 tiling table}}
- {{Order 7-7 tiling table}}
- {{Order 8-3 tiling table}} (octagonal)
- {{Order 8-4 tiling table}}
- {{Order 8-6 tiling table}}
- {{Order 8-8 tiling table}}
- {{Order i-3 tiling table}}
- {{Order i-3-3 tiling table}}
- {{Order i-4 tiling table}}
- {{Order i-4-3 tiling table}}
- {{Order i-4-4 tiling table}}
- {{Order i-5 tiling table}}
- {{Order i-i tiling table}}
- {{Order i-i-3 tiling table}}
- {{Order i-i-4 tiling table}}
- {{Order i-i-i tiling table}}
- {{Order-3 tiling table}}
- {{Order-4 regular tilings}}
- {{Order-5 regular tilings}}
- {{Order-6 regular tilings}}
- {{Order-7 regular tilings}}
- {{Order-8 regular tilings}}
- {{Quasiregular3 table}}
- {{Quasiregular4 table}}
- {{Quasiregular5 table}}
- {{Quasiregular6 table}}
- {{Quasiregular7 table}}
- {{Quasiregular8 table}}
- {{Regular hyperbolic tiling table}}
- {{Regular pentagonal tiling table}}
- {{Rhombic figure table}}
- {{Snub table}}
- {{Snub4 table}}
- {{Square regular tiling table}}
- {{Square tiling tessellations}}
- {{Square tiling vertex figure tessellations}}
- {{Triangular regular tiling}}
- {{Triangular tiling table}}
- {{Triangular tiling vertex figure tessellations}}
- {{Truncated figure1 table}}
- {{Truncated figure2 table}}
- {{Truncated figure3 table}}
- {{Truncated figure4 table}}
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Subpages of this template.