Antihydrogen, probed with classical polarization dependent wavelength (PDW) shifts in the Lyman series, proves QFT inconsistent on antimatter

Bound state QED uses the Sommerfeld-Dirac double square root equation to obtain quartics (Mexican hat or double well curves), which can give away left-right symmetry or chiral behavior for particle systems as in the SM. We now show that errors of Bohr 2D fermion theory are classical H polarization dependent wavelength (PDW) shifts. The observed H line spectrum exhibits a quartic with critical n-values for phases 90 and 180 degrees: phase 90 refers to circular H polarization (chiral behavior); phase 180 to linear H polarization and inversion on the Coulomb field axis. These signatures probe H polarization with 2 natural, mutually exclusive hydrogen quantum states +1 and -1, i.e. H and H(bar). The H(bar) signatures are consistent with polarization angles or phases, hidden in de Broglie's standing wave equation, which derives from Compton's early experiments with sinusoidal wavelength shifts. We refute the widely spread ban on natural H(bar) and prove why QED, a quartic generating quantum field theory, classifies as inconsistent on neutral antimatter