The Prime Möbius Field

We analyze 10,000,000 consecutive prime triplets as 3d coordinates, and show that when plotted in modular space, they project onto a toroidal Möbius surface with perfect recursive harmonic symmetry. Using mod240 folding, each axis (X, Y, Z) reveals a shared binary phase structure and quantized nodes. This provides substantial evidence of a modular or scalar field underlying prime distribution and offers a geometric foundation for the new organization of prime numbers.