
Monohedral triangle tiling of the gyroid, which is the dual tessellation of a partial Cayley surface complex of the group:
<br/>G = ⟨ f₁,t₁ | f₁², t₁⁶, (f₁t₁)⁴, (f₁t₁f₁t₁⁻¹f₁t₁²)² ⟩<br/>
Ball of radius 21. (1/2)
Monohedral triangle tiling of the gyroid, which is the dual tessellation of a partial Cayley surface complex of the group:
<br/>G = ⟨ f₁,t₁ | f₁², t₁⁶, (f₁t₁)⁴, (f₁t₁f₁t₁⁻¹f₁t₁²)² ⟩<br/>
Ball of radius 21. (1/2)
Module that can be used to create the structure. (2/2)
Monohedral triangle tiling of the gyroid, which is the dual tessellation of a partial Cayley surface complex of the group:
<br/>G = ⟨ f₁,t₁ | f₁², t₁⁶, (f₁t₁)⁴, (f₁t₁f₁t₁⁻¹f₁t₁²)² ⟩<br/>
Ball of radius 21. (1/2)
Absolutely love this beautiful patterned Victorian tile from Partick Lesser Hall in the West End of Glasgow. The building was designed by William Leiper and was built in 1872.
#glasgow #architecture#partick #tile #tiling #ceramics #victoriantiles #design
Absolutely love this beautiful patterned Victorian tile from Partick Lesser Hall in the West End of Glasgow. The building was designed by William Leiper and was built in 1872.
#glasgow #architecture#partick #tile #tiling #ceramics #victoriantiles #design
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