User talk:Tomruen/Uniform honeycombs Johnson

Tilings
I make there to be 28 tilings in E3 as well, but find Norman's names overly confusing.

1.     The cubics, being comb powers of the horogon. 1 The powers of the horogon are the cubics in all dimensions. 2-11   10 further examples in 2d, which make comb products with the horogon. 6 have symmetry [3,6] where x3x6o = o3o6x 1 has symmetry [4,4] where x4o4o = o4x4o = x4o4x = '1' 2 are snubs s3s6s and s4s4o 1 laminate being LPC1. 12-28  17 further examples in 3d. 7 have the symmetry [4,3,4], where x4o3o4o and x4o3o4x is counted at '1' 4 have the symmetry of [3,4,A], being x3*4*Ao, where * is freely o or x       1 has the symmetry of [3,3,3,3;], being x3x3o3o3z 5 are laminates, being LB2, LC2, LPA2, LPB2, LPC2.

Wendy.krieger (talk) 09:46, 6 July 2014 (UTC)