Geometric quantization in a fbered cosmology with CPT symmetry

We propose a geometric framework in which the quantization of fundamental physical quantities— spin, charge, mass, and energy — emerges from the topology and compactness of a twelve-dimensional fbered manifold. The model is based on a non-orientable base space derived from theprojective 4-sphere and extended by compact internal dimensions forming a structured fber. Inthis construction, CPT symmetry arises naturally as a global topological feature due to the double-sheeted covering of the non-orientable base. Quantization results from the resonance conditionsimposed by closed spatial and temporal dimensions, while gauge interactions emerge from connec-tions on the fber bundle. The model unifes internal quantum numbers and spacetime geometrywithout appealing to postulated quantization rules. This approach provides a coherent geomet-ric origin for discrete charges and suggests a new path toward integrating quantum physics andcosmology..