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The 356- branch establishes a PrimeSet() class and the associated PrimeMembership() class, within the numbers/number_sets/integers package, along with a minimal set of related theorems and some demonstrations/testing in the numbers/number_sets_integers demonstrations notebook.
The branch notably does not attempt to integrate the prime number set into the compilation of inclusions, merges, etc., in the number_operation.py code. Something for future development if we find it useful.
As usual, the code has been at least minimally tested by a successful run of build.py --essential.
15 changed files sounds like a lot, but about half of those are related to a some new prime-related theorems.

Establish the PrimeSet() and PrimeMembership() classes in numbers/number_sets/integers package, along with some minimal assorted prime-related theorems. Includes some minor reformatting to make some files a little more PEP08-compliant.
Establish prime_within_real theorem in numbers/number_sets/real_numbers, based on recent establishment of the PrimeSet() class of prime numbers.
Establish prime_within_rational theorem in numbers/number_sets/rational_numbers, based on recent establishment of the PrimeSet() class of prime numbers.
Update numbers/number_sets/integers demonstrations notebook for recent establishment of the PrimeSet() and PrimeMembership() classes and related theorems and methods.
Add the prime_within_int theorem to special imports in integer.py.
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