This paper presents Version 4.0 of a geometric model in which spacetime is described as an organized structure built from elementary geometric quanta called p-gluons. Within this framework, particles are interpreted as local geometric deformations of the vacuum rather than as independent fundamental objects. The model introduces three independent binary degrees of freedom: vacuum polarization (ECV), deformation type (SPR1/SPR2), and Boundary K orientation (L/R). Their combinations generate the elementary particle configurations discussed in the paper. Two distinct geometric processes are proposed: annihilation, associated with the cancellation of opposite Boundary K orientations, and quasi-annihilation, associated with the cancellation of opposite geometric deformations. The model also introduces the highly symmetric intermediate state ECV(0), which may play an important role in transitions between the two vacuum polarizations. The paper is intended as a conceptual and geometric framework rather than a complete physical theory. It focuses on the internal consistency of the proposed construction and outlines a number of open questions concerning its mathematical formulation, quantum description, and possible experimental consequences. The model is proposed as a geometrically motivated hypothesis intended to stimulate discussion on the possible structure of spacetime below the level currently described by established physical theories. Follow my work and related discussions on Facebook: Facebook
Okupski Arkadiusz (Sun,) studied this question.