An infinite tunnel woven from a repeating triangular hyperbolic tiling, its hues drifting with depth as you fly through.
In hyperbolic geometry, regular tiles (here, triangles) can repeat endlessly while appearing to grow larger toward a horizon instead of shrinking — unlike the flat, Euclidean tiling you see on a checkerboard floor. This tunnel fakes that non-Euclidean growth by scaling and recoloring rings of triangles as they recede toward the vanishing point, creating the illusion of flying forward through an infinite lattice even though the camera is really just sliding along one repeating strip of geometry.