Non-Euclidean Ideas

What is non-euclidean?

We live on a euclidean plane of exsistance. The geometry we see and experience is linier, logical and conforms to the laws of our 3D plane. Non-euclidean geometry does not abide by the laws we know. For example, four 90° right turns should lead you back to the point you started at, but on a non euclidian plane, this may not be the case. If you want to get to a higher point, you have to walk up the stairs, ending up higher than you were to begin with, but in a non-euclidean plane you could walk down the stair and end up higher.
These short videos do a better job at explaining it. You don't have to watch all of them, but I reccomend at least the first two, starting with the left.

Once you start to get your head around it, it's not all that hard to grasp. Small things are big inside, big thngs are small inside. Four right turns in a corridor doesn't take you back to where you started. Things are not as they seem. A door might lead you seamlessly back into an area that doesn't make sense when mapped out on a 2D plane. It is a fun consept to play around with as the normal laws pf physics don't need to apply.