"There is a 2nd, higher order distribution between 0 and 1, A and B, and Red and Green."
Peter, just because second order arithmetic is analytical does not mean that 1 =! 1.
The reason that analytical arithmetic is stronger than Peano arithmetic in this regard, is that it allows identities between quantities to be defined as if they were natural numbers, thus {3,5} = {8}. Also, though, {1,2} = {3} and {2,3} = {5} and {2,2,2,2} = {8} and so on.
In other words, there are infinite ways in which subsets can be combined in the continuum between one natural number and its successor. (A good reference is the Hermann Weyl classic, The Continuum.)
In the same respect, there are infinite ways to combine discrete elements of the continuous electromagnetic spectrum. In your limitation of the spectrum to visible light, with some subset of the continuum of UV --> IF, where {red] = 0 and {green} = {1}, there are also infinite combinations of conveniently chosen discrete wave packets other than the linear model you describe. As I said before, that model of elements in linear superposition will exactly correspond to the results of Bell's theorem. No way around it.
