In a five dimensional system

The structured error queue has rank 4, there is a lot of room for disequilibrium.

There will be a magnetic mass, it will collapse on occasion within the error queue.  So there will be two modes of light, one has a bit of mass. and is internal to the system   One is four steps per update, the other is three.  The error term has five steps to roll over. We will have to invent another force to replace magnetism.  What we call light in 3D becomes a bit of mass in 5D. The 5D system as taken our 3D Avogadros and made it a relative constant such that within precision, the Avagrados does not adapt with N.

The proton will have pentarks, and each of the five pentarks will contain one or more complete 3D protons and the equivalent N count,mashed into infinite small, from the respect of the hugely accurate new Plank's. I hope I do not end up obsessing about that solution, but one has to maintain ive queues, and look at the spread you need to separate by looking at the various Poisson distributions.

Send a 3D proton into a 5D quasar, soon the proton wants to emit 3D light quant, but the 5D speed of error correct catches it and closes the magnetic field, gets an internal cancellation. The proton will show 3D light as a mass phenomena and he Avagadro adjustment defered to the new N force that replaced magnetism.

Gravity in a 5D system determines if it is stable or quasi stable. My hunch is that the 5D has sudden big bangs and spews 3D remnants. But I see no reason to believe me on this hunch, find me the 5D Makov equivalent. How do we derive that> Pr that an squishey thing has never been neasure, measured once, measure twice measured 3 time.  Most of the squisheys have balanced, and sum would be measure four time.  Give me the Markov for those rprobability sets.