The Visible Meta-Computer

Under Construction

I'm going to insert a new section in between "Meta-Computer (Concise)" and "Philosophical Implications", which will be called "The Visible Meta-Computer". The Visible Meta-Computer can be visualized as a stack of graph paper, which is 2 ^ 64 (roughly 16 thousand trillion) sheets thick. The height of each sheet is 2 ^ 65,533 squares. The minimum width of each sheet is 12 squares, and can grow in additional increments of 6 squares, indefinitely. The leftmost 4 columns of each sheet contain 16 rows of meta-computer program code. I will include a diagram of several sample sheets, including the top 3 or 4 sheets, as well as the "active" sheet, plus the next 2 or 3 sheets directly below the active sheet. The active sheet happens to be initialized in such a fashion that the bits (grid squares) in its leftmost 4 columns and top 16 rows just happen to spell out a working program, which then proceeds to initialize exactly M(6) = 2 ^ (2 ^ 65,536) 3D lattices, each lattice containing exactly 2 ^ 65,533 grid intersections (and taking up 6 columns on the active sheet). One of those lattices (which takes up 6 columns and 2 ^ 65,533 rows in its 2D form) just happens to consist of the computer that hosts the simulation of our universe.

I don't know how I can sugar-coat it any better than that. It's kind of a messy theory. I will go into detail about what each part of each sheet of graph paper represents, the 16 possible machine instructions, the contents of the active sheet and how it gives rise to the 3D lattice which hosts the simulation of our universe, etc. That's the game plan. When that's done I can begin submitting my Computaverse theory to various forums.