There is also the idea that while prime numbers have a random distribution, they might actually approximately be traceable to their immutable positions in some definable way by using the odd-composite non-prime sequences.
catching hold of these patterns is like the image
The mirroring sequence is shown in the last two digits of these squares
Briefly here, one of the reasons that I have looked into this area of mathematical analysis is that I believe the patterns developed here are evidence of deeper “layers” of pattern information. These deeper layers of relationship information in primes and non-primes are what we don't understand - yet. This deeper information is not necessarily “fixed” and exists in a state of “complementarity”. This state of complementarity I believe allows for a more flexible, intuitive and imaginative interpretation from the broad picture of the results obtained.
This is about my interest in primes as an expression of patterns or sequences of patterns.
This originates a gap pattern in the prime/non-prime, odd-composite list, Set Saf.
Twin Primes and Ending Numbers Andy Frost 2020-06-03 If you build a numerical list such that no prime is missed (except for 2, 3, and 5) and this list will…