Mirror-Universe Model: A Staged Separation Construction

This paper presents a conceptual mathematical model in which two corresponding sides, denoted by W (World, the matter side) and A (Anti, the opposite side), evolve from a common central mirror identified with the zero point. At the initial stage, both sides have numerical value zero, while two separate central units of 0.5 are located on the mirror. The model assigns both units to W, giving a loading of 1 while the system is still at stage s = 0. The resulting imbalance initiates the first scattering. At the first full stage, each side is displaced by 0.5, giving a total separation of 1. Subsequent motion is described through a stagewise forward progress u_s, with u_1 = 0.5, u_2 = 1, u_3 = 2, u_4 = 4, and u_5 = 8. The total separation is constructed as the contribution of two corresponding poles making the same sequence of movements. The resulting separations for the first five stages are 1, 3, 7, 15, and 31, while the numerical values of the two sides are respectively (2,1), (4,3), (8,7), (16,15), and (32,31). The paper records the internal construction of this sequence and distinguishes numerical value, stagewise progress, and geometric separation.