Unified Informational Theory: From Quantum Phase-Time to Physical Records, Relativity, and Forces

Unified Informational Theory (UiT), is a theoretical framework in which measured time is the ordered production of stable four-momentum records from phase-active physical distinctions, not a primitive external axis. The framework uses one carrier object, closed light with a Planck-scale phase carrier exposed to record-space at the Compton cadence, and one operation, record extraction governed by an entropy ledger. The Compton duty factor is the central condensance bridge from closed phase cadence to mass, inertia, gravitational capacity load, and horizon boundary count. Motion repartitions the same update budget; gravity is monotonic record-capacity occupation by Compton throughput; electromagnetism is Wilson phase transport on the oriented argument branch; weak decay is a local reverse-registration patch embedded in a forward record environment; and strong structure is read as carrier-closure topology. The phase-time spectrum separates reversible phase content from record-layer memory, explaining why global reversal is energetically consistent while local reversal produces a boundary mismatch and a weak rewrite force. The paper reconstructs known limits in relativity, gravity, horizon entropy, diffusion, gauge transport, and nuclear readouts, and states falsifiable commitments including quadratic photon delay, weak perturbability and prohibition classes, closed-loop memory reversal, evolving registration cosmology, and a null result for gravitationally mediated entanglement. Principal claims carry epistemic status tags.