USCP - Universal Self Consistent Principle

 The exercise of my theory is this:

Think that whichever direction you go e.g. try pointing in any direction, you will return to the same place you are, in a given period, in the opposite direction. Now think that you can do this in all directions and it will come back in the opposite direction after a while. Each direction you point will take a different amount of time to go back in the opposite direction. So you have a toroidal hyperbolic space.

Imagine that it was possible for particles and objects with mass to exceed the speed of light. If it exceeds 12.6 c (speed of light), it will go back to the past in a certain amount of time.

R(radius of the whole).pi².4.(wr)(angular velocity) divided by pi. root 1 minus (wr)²/c²