A Rotational Geometric Foundation refined for α,μ,ae,n/e mass ratio: mn/me, tau_neturon

This paper presents a refinement and further thinking from the first paper, yielding a closed-form geometric derivation of the electron's anomalous magnetic moment (ae) achieving a 10.7 parts per trillion (ppt) agreement with the 2008 Harvard experimental result. The model (ae = 0.00115965218083) emerges from a recursive Hopf Tower rotational geometry (S4 to S3) and requires zero Feynman diagrams, renormalization, or fitted parameters. Additional derivations include the inverse fine structure constant (alpha-inv = 137.035999177) to ppt, the proton-to-electron mass ratio (mu = 1836.15267343), and even a theory for the neutron lifetime (tau_n = 877.615 s). All constants are calculated via a single harmonic geometrically regression factor, J, representing the topological grain of the 4D manifold.