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- Compound_of_twenty_octahedra_with_rotational_freedom abstract "This uniform polyhedron compound is a symmetric arrangement of 20 octahedra, considered as triangular antiprisms. It can be constructed by superimposing two copies of the compound of 10 octahedra UC16, and for each resulting pair of octahedra, rotating each octahedron in the pair by an equal and opposite angle θ.When θ is zero or 60 degrees, the octahedra coincide in pairs yielding (two superimposed copies of) the compounds of ten octahedra UC16 and UC15 respectively. At a certain intermediate angle, octahedra (from distinct rotational axes) coincide in sets four, yielding the compound of five octahedra. At another intermediate angle the vertices coincide in pairs, yielding the compound of twenty octahedra (without rotational freedom).".
- Compound_of_twenty_octahedra_with_rotational_freedom thumbnail UC13-20_octahedra.png?width=300.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageID "14895644".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageLength "2733".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageOutDegree "18".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageRevisionID "575382353".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Antiprism.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Cartesian_coordinate_system.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Category:Polyhedral_compounds.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Compound_of_five_octahedra.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Compound_of_ten_octahedra.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Compound_of_twenty_octahedra.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Cyclic_symmetry_in_three_dimensions.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Golden_ratio.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Icosahedral_symmetry.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Octahedron.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Subgroup.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Symmetry_group.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Triangle.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink Uniform_polyhedron_compound.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLink File:UC13-20_octahedra.png.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLinkText "Compound of twenty octahedra with rotational freedom".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageWikiLinkText "compound of 20 octahedra with rotational freedom".
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageUsesTemplate Template:Citation.
- Compound_of_twenty_octahedra_with_rotational_freedom wikiPageUsesTemplate Template:Polyhedron-stub.
- Compound_of_twenty_octahedra_with_rotational_freedom subject Category:Polyhedral_compounds.
- Compound_of_twenty_octahedra_with_rotational_freedom hypernym Arrangement.
- Compound_of_twenty_octahedra_with_rotational_freedom type MusicalWork.
- Compound_of_twenty_octahedra_with_rotational_freedom comment "This uniform polyhedron compound is a symmetric arrangement of 20 octahedra, considered as triangular antiprisms. It can be constructed by superimposing two copies of the compound of 10 octahedra UC16, and for each resulting pair of octahedra, rotating each octahedron in the pair by an equal and opposite angle θ.When θ is zero or 60 degrees, the octahedra coincide in pairs yielding (two superimposed copies of) the compounds of ten octahedra UC16 and UC15 respectively.".
- Compound_of_twenty_octahedra_with_rotational_freedom label "Compound of twenty octahedra with rotational freedom".
- Compound_of_twenty_octahedra_with_rotational_freedom sameAs Q12350729.
- Compound_of_twenty_octahedra_with_rotational_freedom sameAs Kombinaĵo_de_20_okedroj_kun_turna_libereco.
- Compound_of_twenty_octahedra_with_rotational_freedom sameAs m.03h0tfd.
- Compound_of_twenty_octahedra_with_rotational_freedom sameAs Q12350729.
- Compound_of_twenty_octahedra_with_rotational_freedom wasDerivedFrom Compound_of_twenty_octahedra_with_rotational_freedom?oldid=575382353.
- Compound_of_twenty_octahedra_with_rotational_freedom depiction UC13-20_octahedra.png.
- Compound_of_twenty_octahedra_with_rotational_freedom isPrimaryTopicOf Compound_of_twenty_octahedra_with_rotational_freedom.