File:A periodic tiling by regular hexagons and equilateral triangles.svg
![File:A periodic tiling by regular hexagons and equilateral triangles.svg](https://upload.wikimedia.org/wikipedia/commons/thumb/6/66/A_periodic_tiling_by_regular_hexagons_and_equilateral_triangles.svg/600px-A_periodic_tiling_by_regular_hexagons_and_equilateral_triangles.svg.png)
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Summary
DescriptionA periodic tiling by regular hexagons and equilateral triangles.svg |
English: All tiling elements of same shape are congruent. The side length of equilateral triangles is three times the one of sides of hexagons. Every triangle has one side 45° angled in a mathematical coordinate system ( ‑ 45° in SVG).
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Français : Tous les éléments du pavage de même forme sont isométriques. La longueur des côtés des triangles équilatéraux est trois fois celle des côtés des hexagones. Chaque triangle a un côté incliné à 45° dans un système de coordonnées mathématique ( ‑ 45° en SVG). Pour étudier le code SVG de cette image, d’abord l’ouvrir dans un
éditeur de texte pour accéder à son code. Taper ensuite quelque chose qui vous tente, enregistrer votre fichier modifié (Ctrl + S) et actualiser la fenêtre (F5) qui affiche l’image SVG. Par exemple, vous pourriez remplacer
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Date | |
Source | Own work |
Author | Baelde |
Other versions | |
SVG development InfoField | ![]() This /Baelde was created with a text editor. |
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28 January 2013
image/svg+xml
5a03bd6bf603642d524cea6d26d7f96e9a5946bd
758 byte
600 pixel
600 pixel
File history
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Date/Time | Thumbnail | Dimensions | User | Comment | |
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current | 16:20, 27 January 2022 | ![]() | 600 × 600 (758 bytes) | commons>Arthur Baelde | lines more visible, framing a little changed |
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Width | 600 |
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Height | 600 |