|
(click for a larger, unmodified image)
 |
1. First, visualize how this hexagon shape can be translated upwards
and downwards to match perfectly with the rest of the tessellation.
In the horizontal direction, however, more is involved than just
translations. |
 |
2. Outlining the unicorn shape inside of the hexagon reveals very
little about how the tessellation really works. We need to actually
transform (i.e., move, rotate, reflect) this outline shape to
see what really happens. |
The following animation shows how the unicorns that face each
other interlock. The technique is glide reflection, which was
also used in the previous example.

All M. C. Escher works (c) Cordon Art B.V.-Baarn-the Netherlands.
Modifications for demonstration purposes only. Used with permission.

top of the page
|