We present a revised, numerically self-consistent formulation of the Informational ProjectionTheory (IPT), wherein physical reality arises as the real projection of a complex informationalfield I = IR +iII . Using a minimal Lagrangian with only three informational parameters, thesame parameter set reproduces—without numerical fitting—the observed scales of the Hubbleconstant H0, the effective cosmological constant Λeff, the electroweak mixing sin2θW , thestrong coupling αs(MZ), and the horizon thermodynamic quantities (TdS, SdS). Maxwell’sequations, gravitational coupling, and quantum collapse appear as distinct manifestations ofinformational curvature and projection irreversibility. The results indicate that dimensionfulconstants originate from an informational geometry rather than empirical insertion, advancingIPT from a conceptual foundation to a predictive physical theory.