Model Overview & Print Notes

This model is a 3D representation of a four-dimensional mathematical object with one side, no edges, and zero volume. In this 3D representation, the surface intersects with itself, but in four-dimensional space the self-intersection can be eliminated. This lattice-based design has another interesting feature in that it is composed of a single “strand” that wraps around the surface and joins back onto itself. See here for video: https://youtu.be/ohBylVM5S_k The concept of a Klein bottle was first described in 1882 by the German mathematician Felix Klein. It is a closed non-orientable surface that has no inside or outside. It is similar to the Möbius strip, but unlike the Möbius strip it has no boundaries and cannot physically exist in three-dimensional space. See here for similar “Chain Link Klein Bottle”: https://social.thangs.com/m/729957