File:600-cell vertex geometry.png

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Summary

Description
English: The 120 vertices of the 600-cell are distributed at eight different chord lengths from each other: √1, √2, √3, √4 (as in the 24-cell) and at four fractions of √5 that are functions of the golden ratio. The chords occur in hexagonal, square, and triangular great circles (as in the 24-cell) and in pentagonal and decagonal great circles.
Date
Source Own work
Author Dc.samizdat

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Captions

Vertex geometry of the 600-cell, showing the 5 great circle regular polygons and the 8 vertex-to-vertex chord lengths. The pentagonal features are in the golden ratio.

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23 April 2019

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93a8dc15c6d0149de0057d6ef008735b1629b5d4

820,119 B

1,975 pixel

3,000 pixel

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Date/TimeThumbnailDimensionsUserComment
current05:49, 4 January 2021Thumbnail for version as of 05:49, 4 January 20213,000 × 1,975 (801 KB)wikimediacommons>Dc.samizdatfix framing

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