From Wikipedia, the free encyclopedia
| Description |
All the 35 hexominoes, in a SVG document. They're coloured according to their symmetry groups:
- 20 hexominoes (coloured black) have no symmetry. Their symmetry groups consist only of the identity mapping
- 6 hexominoes (coloured red) have an axis of mirror symmetry aligned with the gridlines. Their symmetry groups have two elements, the identity and an orthogonal reflection.
- 2 hexominoes (coloured green) have an axis of mirror symmetry at 45° to the gridlines. Their symmetry groups have two elements, the identity and a diagonal reflection.
- 5 hexominoes (coloured blue) have point symmetry, also known as rotational symmetry of order 2. Their symmetry groups have has two elements, the identity and a 180° rotation.
- 2 hexominoes (coloured purple) have two axes of mirror symmetry, both aligned with the gridlines. Their symmetry groups have four elements.
|
| Source |
en:Image:Hexominos.png by AndrewKepert
|
| Date |
13 October 2006
|
| Author |
Júlio Reis
|
| Permission |
See below.
|
|
File links
The following pages on the English Wikipedia link to this file (pages on other projects are not listed):
