primes modulo the floor iintegral multiple of the Euler-Mascheroni constant have remainders which would appear to be sensitive to the sort of prime it is -- yellow is 4n+1 and cyan is 4n+3pic.twitter.com/s5KhMNSHCD
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The point is that γ is near to 56/97. It seems that the sensitivity for 4k+1/4k+3 primes is caused by the mod-constant (γ here) being near 4n/p with n∈ℕ and p a 4k+1 prime. This is what happens when using 4/17-0.0003 as the mod-constant.pic.twitter.com/NQDDmhzphS
oh: and the thought occurred that you could use these to produce weighted L functions
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