The Topological Origin of Quarks: Pressure Zones and Möbius Segmentation in Push-Theory

This paper presents a mechanical and topological reinterpretation of quarks within the framework of Push‑theory. Instead of treating quarks as fundamental point‑like particles, we show that they emerge as pressure‑zones within the 8‑Möbius baryonic knot. Each quark corresponds to a distinct region of Venturi‑driven flux compression inside the 137‑voxel Möbius thread. This model explains fractional charge, confinement, color, and the strong interaction as natural consequences of the baryon’s internal geometry. Quarks are not independent entities; they are geometric segments of a single continuous flux‑structure.