Fundamental Physics Encoded in the Riemann Zeta Zeros

This short note presents a pedagogical proof-of-concept showing that fundamental physical quantities can be recovered directly from the ordered non-trivial zeros of the Riemann zeta function. Using a simple 7-zero local ratio, the fine-structure constant α\alphaα is reproduced with a relative error of 1.6 \times 10^{-4}. A dimensionless “ratio-first” protocol applied to the same zero list yields baryon (proton) and meson (K^0) masses at the ppm–10^{-5} level of accuracy. All results are parameter-free and rely solely on the intrinsic causal ordering of the zeta zeros. Minimal Python scripts are provided so that the calculations can be reproduced in minutes. This one-pager is not intended as a full theoretical framework but as an entry-level demonstration: a trigger to invite verification, discussion, and deeper study. For the complete derivations, extended validations, and full mass catalogue, see: Pure Time Theory – Chapter II: Modal Spectralization from Riemann Zeta Zeros – Deterministic Mass Emergence and Electromagnetic Structure (Zenodo)