Related: in [1] there's a VR version of the hyperbolic plane where there's "more space" than the Euclidean space we live in. So the person in the demo walks a l

Related: in [1] there's a VR version of the hyperbolic plane where there's "more space" than the Euclidean space we live in. So the person in the demo walks a loop and a half in order to end up back where he started in hyperbolic space. That group has some talks filmed on youtube that explain it in more detail if you want to listen, but I can't find the right snippet. [1] https://www.youtube.com/watch?v=T7p-VgAWlao https://www.youtube.com/watch?v=T7p-VgAWlao