The same applies to any set of the first n primes. Each prime generates a waveform that destructively adds. 2 eliminates all even numbers. 3 eliminates all mult

The same applies to any set of the first n primes. Each prime generates a waveform that destructively adds. 2 eliminates all even numbers. 3 eliminates all multiples of 3 - but has some overlap with 2. Turns out the additive sequence to never hit any multiples of 2 or 3 is {+4, +2} Not much more complex than 'only the odd squares' yet now we are eliminating many more false positives. We can continue to construct the additive sequences for the first N primes. This is known as the First Differences of Reduced Residue Systems Modulo Primorials. Hardy and Littlewood studied the statistical dynamics of these ordered sets.