Maya as 1/137 Typing: A Record-First Grammar for Time, Space, Particles, and Non-Continuation-Defining Systems

This paper introduces a record-first grammar for physical description. It argues that time, space, particles, and trajectories are not intrinsic features of processes, but arise only where interactions leave persistent, joinable records. The possible domain (pure mathematics) remains inference-free and untainted; the applied domain is the same structure with implication enforced by record persistence, typified here by the interaction ratio 1/137. Using simple observables (laser beams in dust, lightning illumination, and the double-slit experiment), the paper shows how temporal and classical narratives emerge conditionally, while record-less processes are correctly described as timeless. A three-channel solver (Possible / Applied / Recorded) is introduced to prevent category errors, and several Millennium Problems are re-typed under this discipline to explain why physical regularity does not force global mathematical closure. No new equations are proposed and no existing theories are replaced. The contribution is a typing framework that clarifies where different kinds of language are admissible, dissolving long-standing paradoxes without altering established physics or mathematics.