Who ever thinks that prime numbers are random are insane. Prime numbers are simple to discover, and IMHO need to be a number base (1=1, 2=3, 3=5, 4=7,
...) on their own.
Primes by definition are numbers not covered in a repeating sequence. So to identity them in number line:
Make N the last prime, remove every Nth whole number, then the first remaining number is the next prime. continue.
[example]
remove every 2 entry then the first remaining number, and next prime is 3.
remove every 3 entry then the first remaining number, and next prime is 5.
remove every 5 entry then the first remaining number, and next prime is 7.
remove every 7 entry then the first remaining number, and next prime is 11.
remove every 11 entry then the first remaining number, and next prime is 13.
I have theorized (just a simple man) that primes could be identified by:
- Using a compounding light wave and identifying the lowest intensity frequencies
- A cross bar chip cdeveloped using nano scale lines to identify a number as its prime components, up to some limit.