File:120-cell characteristic isocline chord great rectangle.png
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editDescription120-cell characteristic isocline chord great rectangle.png |
English: The characteristic isoclinic rotation of the 120-cell, in the invariant planes in which its edges (#1 chords) lie, takes those edges to similar edges in Clifford parallel central planes. Since an isoclinic rotation is a double rotation (in two completely orthogonal invariant central planes at once), the vertices travel between central planes on helical great circle isoclines, not on ordinary great circles. The chords of the helical isocline of this particular rotation are #2 chords of 25.2~° arc-length. |
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Source | Own work |
Author | Dc.samizdat |
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 04:15, 15 November 2023 | 3,000 × 2,595 (503 KB) | Dc.samizdat (talk | contribs) | show two irregular great hexagons | |
02:56, 15 November 2023 | 3,000 × 2,595 (644 KB) | Dc.samizdat (talk | contribs) | no shading of the polygons outside the great rectangle plane | ||
00:50, 15 November 2023 | 3,000 × 2,595 (696 KB) | Dc.samizdat (talk | contribs) | Uploaded own work with UploadWizard |
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Horizontal resolution | 601.18 dpc |
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Vertical resolution | 601.18 dpc |