File:Tetraedro Estrellado Davinciano.gif
Tetraedro_Estrellado_Davinciano.gif (674 × 492 pixels, file size: 974 KB, MIME type: image/gif, looped, 124 frames, 24 s)
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Summary
[edit]DescriptionTetraedro Estrellado Davinciano.gif |
Español: El Tetraedro Estrellado Davinciano tiene 12 caras exteriores triangulares equiláteras. Posee 4 vértices intermedios y 4 vértices exteriores, para un total de 8 vértices, posee 6 aristas intermedias, 12 aristas exteriores, para un total de 18 aristas.
Con el conjunto de los vértices exteriores del tetraedro regular, se construye perfectamente otro tetraedro regular imaginario. Con el conjunto de vértices exteriores del tetraedro estrellado se define perfectamente un tetraedro regular convexo pero lo más extraño es que con el conjunto de vértices intermedio del tetraedro estrellado se define perfectamente otro tetraedro regular convexo más pequeño que el anterior. Es el único poliedro estrellado regular que posee esta cualidad de esta cualidad. El conjugado de un tetraedro es otro tetraedro. El tetraedro estrellado Davinciano fue pintada por el célebre Pintor Italiano Leonardo Da vinci (tetraedro estrellado Davinciano publicado en el año 1508). |
Date | |
Source | Own work |
Author | J.Joel Leonardo |
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Annotations InfoField | This image is annotated: View the annotations at Commons |
Tetraedro Estrellado Davinciano cuyo bispar poliédrico es 4 (6, 3) + 4 (3, 3). https://es.wikipedia.org/wiki/Archivo:Tetraedro_Estrellado_Davinciano_o_primera_estelacion_del_tetraedro.jpg https://www.geogebra.org/classic/jF68xr72
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