Verse and Dimensions Wikia
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Verse and Dimensions Wikia

An imaginary-order triangular tiling is a regular noncompact hyperbolic tiling with triangular faces and pseudogonal vertex figures.

The vertices of any given imaginary-order triangular tiling are considered ultraideal points, which means that they are not in the plane nor are ideal points. The dual of an imaginary-order triangular tiling is an order-3 pseudogonal tiling.

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See Also[]

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Trigonal dihedron Tetrahedron Octahedron Icosahedron Triangular tiling Order-7 triangular tiling Order-8 triangular tiling ... Infinite-order triangular tiling Imaginary-order triangular tiling
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Pseudogonal hosohedron Imaginary-order triangular tiling Imaginary-order square tiling Imaginary-order pentagonal tiling Imaginary-order hexagonal tiling Imaginary-order heptagonal tiling Imaginary-order octagonal tiling ... Imaginary-order apeirogonal tiling Imaginary-order pseudogonal tiling
Regular
Rectified
Birectified
Truncated
Bitruncated
Cantellated
Cantitruncated
Order-3 pseudogonal tiling Tripseudogonal tiling Imaginary-order triangular tiling Truncated order-3 pseudogonal tiling Truncated imaginary-order triangular tiling Rhombitripseudogonal tiling Truncated tripseudogonal tiling
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