The equilateral triangle, square and regular hexagon are the only regular shapes that can tile a plane. This means that if you stood inside mirror boxes that were these shapes, you would see unending and unbroken tiling, off to infinity in every direction. Patterns placed on the floor of these boxes will immediately tesselate to infinity.

But it is easy to construct a box in the shape of a pentagon, or other regular shapes that cannot tile a plane. What would we see when stood inside these shapes? What would a pattern on the floor look like?

Make a prediction, then step inside and find out!

What do you see?

What is the same or different in each Maze?

How does it make you feel?

Let us know what you think!