Like I say, we need the better author on this

I am confusing my self. If we assume the vacuum increases dimension to meet the N, what stops a black hole from infinite dimension? On what basis can we decide? So we look, is the universe stable enough in 3D, like a seismologist.

I can make a curved 4D system with four queues and have two charge types, two different photon axis as long as I know my primes. There should be a Dophatine for each, with a ladder.  I guess you have to show me equiprobable settings in the error term, show the coloring cannot be done. But I see nothing i the consruction of the error generator that causes this. I can't see what I have done differently in the 3D case.

Take the rollover number at highest precision, say 8/7.  Count that up against the Phi powers, always aligning them to minimize count differences. You will find a striking minimum, but it will be way beyond the significance of your computer. A huge friggen power of 8/7.

So any barrier must be the flat surface, we never got to 5D because the spectral peak a 4D is impossible to pass. Th scaling solutions, Planck is perfect, is a barrier and we see that before we see the stable 4D version. But since we can construct the stable 4D version, we can find the trasnsition point and test it against the scaled 4D version.

What is a world of infinite complexity? Any guesses? None?