In contrast, here's a tiling of Euclidean space by cubes. They redden with distance in the same way as above, and the farthest of them are also around 5 units distant. But in Euclidean space, apparent size shrinks linearly with distance. Here's a spherical space tiled by regular dodecahedra, three of which fit around each edge, with small spheres marking their centers. The deep reddish-brown dodecahedra appear largest in this picture, but they're also the most distant.
Previous attempts live here .