We present a unified manuscript of the five-module TEBAC Hilbert-Pólya program and formulate in one place the main conclusion of the project: all nontrivial zeros of the Riemann zeta function lie on the critical line. The manuscript is organized so that a referee can check the argument module by module: the canonical determinant package (HP-E2N), the GL(1) end-normal-form and compact-resolvent package (HP-II), the trace-prime conversion module (HP-III), the complex-time wedge and rigidity closure (HP-IV), and the final Hilbert-Pólya spectral bridge (HP-V). To reduce black-box risk, the manuscript begins with a conceptual roadmap, a compact final-proof section, and a dependency table before the detailed modular development.