Riemann's zeta function is known as contraction.
This is also contraction.
Then you can get the golden key.
Zeros of Riemann's zeta function is related to π(x).
Therefore, if you can know the golden key, you may understand zeros of Riemann's zeta function.
As long as I use PC to count prime numbers, it seems to be the same with J(x). This is assumption. I know what I don't know.
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