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- Kisrhombille_tiling abstract "In geometry, the kisrhombille tiling or 3-6 kisrhombille tiling is a tiling of the Euclidean plane. It is constructed by congruent 30-60 degree right triangles with 4, 6, and 12 triangles meeting at each vertex.".
- Kisrhombille_tiling thumbnail Tiling_Dual_Semiregular_V4-6-12_Bisected_Hexagonal.svg?width=300.
- Kisrhombille_tiling wikiPageID "2886586".
- Kisrhombille_tiling wikiPageRevisionID "576539895".
- Kisrhombille_tiling dual Truncated_trihexagonal_tiling.
- Kisrhombille_tiling faceList "30".
- Kisrhombille_tiling faceType "V4.6.12".
- Kisrhombille_tiling hasPhotoCollection Kisrhombille_tiling.
- Kisrhombille_tiling imageFile "Tiling Dual Semiregular V4-6-12 Bisected Hexagonal.svg".
- Kisrhombille_tiling propertyList Isohedral_figure.
- Kisrhombille_tiling rotationGroup "p6, [6,3]+,".
- Kisrhombille_tiling symmetryGroup "360.0".
- Kisrhombille_tiling type List_of_convex_uniform_tilings.
- Kisrhombille_tiling subject Category:Tessellation.
- Kisrhombille_tiling comment "In geometry, the kisrhombille tiling or 3-6 kisrhombille tiling is a tiling of the Euclidean plane. It is constructed by congruent 30-60 degree right triangles with 4, 6, and 12 triangles meeting at each vertex.".
- Kisrhombille_tiling label "Kisrhombille tiling".
- Kisrhombille_tiling sameAs Q6416869.
- Kisrhombille_tiling sameAs Q6416869.
- Kisrhombille_tiling wasDerivedFrom Kisrhombille_tiling?oldid=576539895.
- Kisrhombille_tiling depiction Tiling_Dual_Semiregular_V4-6-12_Bisected_Hexagonal.svg.
- Kisrhombille_tiling isPrimaryTopicOf Kisrhombille_tiling.