Over the past several months I have realized that in order for my thoughts on parallel universes to be accepted by the scientific community, I have to prove or show the mathematicians that it is possible for parallel universes in math itself. In order to do this, I need to show that pi can be calculated in only two general ways(physically or algebraically) and that both of these separate ways of reaching pi can be changed in parallel universes to arrive at different values of pi in the parallel universes. The algebraic route to pi is easy to prove for different values of pi in parallel universes. It is the physical route to pi that is giving me problems, because this involves a proof that I'm not even sure how to explain let alone but down into a proof. Here is a general description of what the proof is. I need to prove that Euclidian geometry will have exactly one different value of pi in another universe. Or I need to prove that in another universe Euclidian geometry will have a different value for pi. In my efforts to try to explain what I am trying to get at, I have created a diagram of what I am thinking. Here is that diagram;