Photo of two purple and natural colored infinity puzzles with no picture combined in different ways
https://media.mathstodon.xyz/media_attachments/files/111/495/338/780/818/629/original/1f3768ce7015cf50.png
While I said the challenge puzzle has no border, it really does. The border just looks like the other pieces. So we started to ask what if a puzzle really had no border, What would that look like? Pieces from the left could connect to the right and the top to the bottom. In that way, we create a tiling puzzle, which can be assembled in thousands of different ways. We can think of this topologically like a closed surface. Mathematics teaches us that something that tiles like this has the same topology as a torus. We decided to call this an "infinity" puzzle.
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