>>11958790Well alright then.
According to the optimum theory of everything, the Universe is an infinite array of real-numbers representing energymatter and their coordinates representing space. These real-numbers mix locally with their neighbors which can be simulated by averaging.
So why this particular configuration of energymatter? How did complexity emerge from such a simple equation, u = e / s to the point that it allows me to exist and type this?
First understand that the Universe's energymatter sums to 0. It has to since only nothing can generate everything, this is counter intuitive but we have other proofs, for example in the fact that the curvature of spacetime on average is flat as would be the case in a subtotal 0 Universe.
Okay, so accepting that the Universe is 0, how does the Universe ensure 0 if it can only operate locally? By generating in pairs of opposites, matter and antimatter, etc... and what do you know, but when we array 1 - 1 + 1 - 1 + 1 - 1 and simulate infinite depth and scope it generates complexity that is indistinguishable computationally from the 4 fundamental forces of physics.
