A new experimental and visual approach to the Riemann zeros

Decomposition of integers into cyclic families 2^k + c. Restricted zeta functions ζ̃_c(s) whose all nontrivial zeros lie on Re(s)=1/2 and are equally spaced. Regularized sum recovers ζ(s). Spiral visualization shows that the common intersection coincides with the Riemann zeros. Explicit formula links prime numbers to the zeros of ζ̃_c(s). A new experimental and visual approach to the Riemann Hypothesis. Paper includes figures and Python code.