Bell's Theorem

It says: If you explain a distributed result with local variables, then you need instantaneous light to get quantum effects, mainly superposition at a distance.  The action at a distance is the coordination of two events faster than the constant light supports.

So what connects measurements at a distance, beyond local? An algebraic system with error correction, a system that restores app parties to one  outcome from a finite semi-repeatable sequence. A constrained channel imposed on all parties prior to the experiment.

Scientists use photon spin in these experiments, lightweight.  The priors to the experiment are more accurate when spin is measured more accurately, but the more accurate, the more coherent two paths will become, information is equivalent to energy in this case. 

Use theabstract tree model. The experiment is accurate when scientists make a rounder tree trunk, but that happens ex ante to the experiment and the algebra has already been settled.  This is a restatement of Bell, it says total information content is conserved and maximum entropy implies minimum redundancy or parallel indifference curves, rounder trunk. Scientists have the equivalent of plank in terms of information flow, and this all boils down to a finite model having a finite set of homomorphic compact generators. 

The scientist needs to make a rounder trunk to get experimental results, the results always tell us the tree trunk was unnaturally round and inconclusive.  Everything gets error coded back to the partitioned, symmetric algebra.