OLLIN Geometric Core v12: Extreme Phase-Space Confinement and Passive Symmetry Tax on 156-Logical-Qubit Lattices

This report presents the experimental demonstration of a passive, scale-invariant topological error suppression architecture evaluated across the 156-logical-qubit IBM Heron lattice (ibm_kingston). Operating under strict non-mitigated (raw counts) constraints at an extreme circuit depth of 2,621 cycles (including 1,430 native CZ instructions), the OLLIN Geometric Core v12 achieves autonomous phase-space confinement. By structuring the multi-vector register via the non-associative sedenion algebra (S), hardware phase-damping and cross-talk are passively shunted into the nullspace of the 35 triads of zero-divisors. Experimental data under a centralized Anthelion-mediated TAX operator reveals a massive 53.84% marginal probability peak on the P6 hexagonal sub-register (an 8.61x amplification over the uniform depolarizing noise baseline) and a rigid 91.0% polarization on the central anchor qubit (C1, physical qubit 109). The results provide empirical validation for a solitonic gyroscope effect where computational entropy is deterministically transmutated into invariant effective mass and stable group velocity, proving that quantum hardware noise can be harnessed as structured energy to bypass digital error mitigation completely.