TorUsNetP V1.0 (Photonic) Directional Protocol

TorUsNetP V1.0 represents the first photonic transposition of the directional TorUsNet protocol. This version introduces a completely redesigned architecture, where directional mechanisms are no longer numerical but physical, embodied within a photonic processor capable of reading, fusing, and mutating internal luminous structures. The fundamental difference in TorUsNetP lies in the replacement of numerical operations with directional photonic instructions. Exponent towers become luminous structures, fractional exponents become intensity fractions, and directional keys become living, non‑derivable geometries that evolve with every use. Several major changes distinguish this version: Photonic cross‑reading: The public and private towers are read simultaneously, two stages at a time, producing a directional jump and a total intensity resulting from the fusion of both structures. Internal mutation of the private torus: The former displacement cases are replaced with functional cases dedicated to injecting new exponent‑tower stages, enabling controlled and continuous mutation of the internal geometry. Photonic normal/phantom selection: A layer bit determines whether the directional reading is inverted or not, directly influencing the internal structure of the torus. Dynamic photonic key: The key is no longer a number or a hash, but a distribution of luminous intensity that transforms with each traversal, making any attempt at reproduction, simulation, or inversion impossible. Fractal directional geometry: The crossing of towers produces an internal fractal structure, inaccessible without the private tower, ensuring non‑mathematical directional security. TorUsNetP therefore marks a clear break from previous versions: cryptography is no longer computed — it is geometric, directional, photonic, and self‑mutating. This version must be read alongside the reference document available on Zenodo, in order to understand the full evolution of the private torus and the Forteresse de Verre in their photonic adaptation.