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In geometry, a octagonal trapezohedron' or deltohedron is the sixth in an infinite series trapezohedra which are dual polyhedron to the antiprisms. It has sixteen faces which are congruent kites. It is a isohedral figure, (face-transitive), having all its faces the same. More specifically, all faces must be not merely congruent but must be transitive, i.e. must lie within the same symmetry orbit. Convex isohedral polyhedra are the shapes that will make fair dice.

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  • En geometrio, oklatera kajtopluredro estas pluredro, la sesa en malfinia serio de kajtopluredroj. Ĝi havas 16 edrojn kiuj estas kajtoj. Ĝi estas edro-transitiva kaj ĝia estas oklatera kontraŭprismo. (eo)
  • Geometrian, trapezoedro oktogonala edo deltoedro oktogonala antiprismen dualen amaigabeko sailaren seigarrena da. Hamasei aurpegi ditu: kometa kongruenteak. (eu)
  • In geometry, a octagonal trapezohedron' or deltohedron is the sixth in an infinite series trapezohedra which are dual polyhedron to the antiprisms. It has sixteen faces which are congruent kites. It is a isohedral figure, (face-transitive), having all its faces the same. More specifically, all faces must be not merely congruent but must be transitive, i.e. must lie within the same symmetry orbit. Convex isohedral polyhedra are the shapes that will make fair dice. (en)
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  • Trapezohedron (en)
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  • Trapezohedron (en)
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  • En geometrio, oklatera kajtopluredro estas pluredro, la sesa en malfinia serio de kajtopluredroj. Ĝi havas 16 edrojn kiuj estas kajtoj. Ĝi estas edro-transitiva kaj ĝia estas oklatera kontraŭprismo. (eo)
  • Geometrian, trapezoedro oktogonala edo deltoedro oktogonala antiprismen dualen amaigabeko sailaren seigarrena da. Hamasei aurpegi ditu: kometa kongruenteak. (eu)
  • In geometry, a octagonal trapezohedron' or deltohedron is the sixth in an infinite series trapezohedra which are dual polyhedron to the antiprisms. It has sixteen faces which are congruent kites. It is a isohedral figure, (face-transitive), having all its faces the same. More specifically, all faces must be not merely congruent but must be transitive, i.e. must lie within the same symmetry orbit. Convex isohedral polyhedra are the shapes that will make fair dice. (en)
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  • Oklatera kajtopluredro (eo)
  • Trapezoedro oktogonal (eu)
  • Octagonal trapezohedron (en)
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