File:Tiny Triangle Derivations of Three Semiplanigons.png
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English: 3 demiregular VRPs can also be derived by adding or removing tiny triangles from 3 of the 11 Catalaves VRPs: the skew quadrilateral V(32.4.12) is a truncated scalene right triangle V(4.6.12). The isosceles trapezoid is a truncated triangle V(63) or extended Floret pentagon V(34.6). The right trapezoid V(3.42.6) is an extended prismatic pentagon V(33.42). Meanwhile, the last demiregular VRP, the tie kite V(3.4.3.12), can be derived by dissecting a square V(44) into four equilateral triangles V(63) and four tie kites V(3.4.3.12), but not to scale! |
| Date | |
| Source | Own work |
| Author | Harry Princeton |
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 17:31, 28 October 2019 | | 4,000 × 1,400 (227 KB) | Harry Princeton (talk | contribs) | Noted that V(3.3.4.12) is derived from intersecting V(4.6.12) with V(3.3.3.3.3.3); four V(3.4.3.12) plus four V(6.6.6) equals one V(4.4.4.4), not to scale. Also V(3.3.6.6) can be truncated from V(6.6.6) or augmented from V(3.3.3.3.6). Finally V(3.4.4.6) is derived from augmenting V(3.3.3.4.4). |
| 01:10, 8 July 2019 |  | 630 × 382 (4 KB) | Harry Princeton (talk | contribs) | Cross-wiki upload from en.wikipedia.org |
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