
My thoughts on it, R is an incompressable linear index. Each i is essentially an address that equates to it's own value.
The only i that can multiplicitivly address every index is 1.
If you look at it using a waveform sieve, you can see wave interference producing group periodicity and leaving unaddressed gaps.
These gaps are prime, inaddressable values except for one and themselves.
As the sample size grows, a 2D grid representing the linear address space will show about the same distribution because of the resolution change as you zoom out.
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