The Pant Topological Correction: V2 with 0.209° Prediction)।

We derive a topological phase from K3 compactification of M-theory. The K3 Euler number χ=24 and fine-structure constant α yield a dimensionless fundamental phase δ_0 = χ / (2 α⁻¹) ≈ 0.08757 rad. This predicts a specific phase shift of 0.00365 rad in the hadronic light-by-light (HLbL) scattering tensor contribution to the muon g-2, testable in the imminent Fermilab dataset. The phase further imposes superdeterministic constraints on quantum trajectories. For experimental alignment, 0.08757 rad ≈ 5.02° and 0.00365 rad ≈ 0.209°. Absence of the 0.00365 rad signal fundamentally falsifies this specific K3 mapping.