File:Hexaedro estrellado de Joel ampliado.gif

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Hexaedro_estrellado_de_Joel_ampliado.gif(342 × 390 pixels, file size: 767 KB, MIME type: image/gif, looped, 81 frames, 6.4 s)

Captions

Captions

It is an irregular three-dimensional polytope that has 72 interior triangular faces, 38 vertices and 108 non-uniform edges.

Summary

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Description
Español: El hexaedro estrellado de Joel ampliado posee 72 caras interiores triangulares las caras interiores de este poliedro están representadas por un conjunto de triángulos rectángulos. 24 vértices interiores, 8 vértices intermedios y 6 vértices exteriores para un total de 38 vértices. Además, posee 72 aristas interiores, 24 aristas exteriores y 12 aristas intermedias, para un total de 108 aristas. Con los 6 vértices exteriores se forma perfectamente un octaedro regular imaginario. El hexaedro estrellado de Joel ampliado pertenece al conjunto que en las secuencias poliédricas que ocupan la posición # 23, (L=23). El hexaedro estrellado de Joel y el hexaedro estrellado de Joel ampliado ambos poliedros pertenecen al conjunto de los poliedros estrellados huecos y estas dos variedades representan la tercera estelación del cubo.
English: The expanded Joel star hexahedron has 72 triangular inner faces. The inner faces of this polyhedron are represented by a set of right triangles. 24 interior vertices, 8 intermediate vertices and 6 exterior vertices for a total of 38 vertices. In addition, it has 72 interior edges, 24 exterior edges and 12 intermediate edges, for a total of 108 edges. With the 6 outer vertices, an imaginary regular octahedron is perfectly formed. The extended Joel star hexahedron belongs to the set that in the polyhedral sequences occupying position # 23, (L = 23). Joel's starry hexahedron and Joel's starry hexahedron expanded both polyhedra belong to the set of hollow starry polyhedra and these two varieties represent the third stellation of the cube.
Français : L'hexaèdre étoilé de Joel a 72 faces internes triangulaires, dont les faces internes sont représentées par un ensemble de triangles rectangles. 24 sommets intérieurs, 8 sommets intermédiaires et 6 sommets extérieurs pour un total de 38 sommets. De plus, il possède 72 bords intérieurs, 24 bords extérieurs et 12 bords intermédiaires, pour un total de 108 bords. Avec les 6 sommets extérieurs, un octaèdre régulier imaginaire est parfaitement formé. L'hexaèdre étoile de Joel étendu appartient à l'ensemble qui, dans les séquences polyédriques, occupe la position # 23 (L = 23). L'hexaèdre étoilé de Joel et l'hexaèdre étoilé de Joel ont augmenté les deux polyèdres appartiennent à l'ensemble des polyèdres étoilés creux et ces deux variétés représentent la troisième stellation du cube.
Italiano: L'esaedro di stella di Joel espanso ha 72 facce interne triangolari, le facce interne di questo poliedro sono rappresentate da una serie di triangoli retti. 24 vertici interni, 8 vertici intermedi e 6 vertici esterni per un totale di 38 vertici. Inoltre, ha 72 bordi interni, 24 bordi esterni e 12 bordi intermedi, per un totale di 108 bordi. Con i 6 vertici esterni, un ottaedro immaginario regolare è perfettamente formato. L'esaedro di stella di Joel espanso appartiene all'insieme che nelle sequenze poliedriche occupa la posizione # 23, (L = 23). L'esaedro stellato di Joel e l'esaedro stellato di Joel hanno espanso entrambi i poliedri appartengono all'insieme dei poliedri stellati cavi e queste due varietà rappresentano la terza stellazione del cubo.
Date
Source Own work
Author J.Joel Leonardo

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Date/TimeThumbnailDimensionsUserComment
current23:00, 25 December 2019Thumbnail for version as of 23:00, 25 December 2019342 × 390 (767 KB)J.Joel Leonardo (talk | contribs)User created page with UploadWizard

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