Okay, so let's play a game. Which kind do you want to play?
By the way, the picture above is a picture of tiling of three-dimensional hyperbolic space by dodecahedrons. A tiling is a covering of some space. For example, the tiles on the floor are a "tiling" of the two-dimensional flat plane. A dodecahedron is a 20-sided figure, akin to a cube which only has six sides, or a soccer ball which is an icosododecahedron. Finally, "hyperbolic space" is a type of geometric universe which is different from the one taught in high school, which is called Euclidean geometry. I don't use the term different from the "true" geometry because no one knows which, if any, are "correct." The one taught in high school seems to work fine for most purposes, so it is the one that we usually think of. But it didn't work for Einstein in his relativity theory, so he ended up using "Hyperbolic Geometry," which had been developed 50 or so years before he came along.