Reframing Grand Unification via the Atemporal Structure of Gauge Interactions and a Derived Gravitational Redemption Coefficient

Grand unification has achieved a remarkably coherent synthesis of the three gauge interac-tions via the symmetry structure SU (3)×SU (2)×U (1), yet gravity remains structurally resistantto this unification. This manuscript proposes that the obstruction is not merely technical (e.g.,non-renormalizability) but categorical: in any framework that treats time as an external param-eter on a fixed stage, gravity fails to sit as a peer interaction alongside the gauge forces. Weintroduce a Temporal Projection model in which the gauge sector is described as an atempo-ral unified information state IGUT in Hilbert space, while “spacetime” and “gravity” arise onlyafter a physical observer subsystem (a record-forming, coarse-graining process) projects IGUTinto an ordered history. In this view, gravity is an emergent backreaction of finite computa-tional/recording capacity—a computational latency associated with turning timeless correlationsinto temporal actuality.We further propose a gravitational redemption coefficient χ(C) that parametrizes the ex-change rate between information temporalization and effective gravitational coupling, and weoutline how this coefficient could reframe major open problems that motivated prior quantum-gravity programs. The formal construction and quantitative derivations are left as a forwardprogram, while falsifiable implications and a follow-up agenda are stated explicitly.