         |
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and Demiregular Tessellations |
| Demiregular tessellations limit the number of different polygon
arrangements to exactly two or three. If we remove this limitation
and consider tessellations of regular polygons with more than
three different polygon arrangements, the number of possibilities
becomes infinite.
Here is an example:
Here is another example even more complex than the last:
As you may see, we can increase the complexity of our tessellations of regular polygons as much as we wanted. For example, we can always make the tessellation design larger and more complex. Try creating some unique ones of your own!
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