In the Eighteenth Zero-Free-Parameter Derivation (ZFPD) of the KnoWellian Universe Theory (KUT), we resolve the persistent Muon g-2 Anomaly, one of the most celebrated discrepancies in modern experimental particle physics. Orthodox physics has historically attempted to bridge the 5 gap between Standard Model predictions and Fermilab measurements by hypothesizing a "zoo" of undiscovered supersymmetric (SUSY) partner particles to artificially absorb the mathematical error. By executing the Ontological Grammar Shift, this paper eradicates the need for these supersymmetric "ghosts" and the divergent thousands of perturbative Feynman diagrams used to calculate them. We demonstrate that the muon is not a discrete zero-dimensional point particle, but rather the second-generation harmonic overtone (a "Fractal Over-Winding") of the fundamental (3, 2) Torus Knot (the Knode). Because the muon's rendering cycle operates at a higher energy density—scaled by the squared winding sum ( (m+n) ² = 25) —its structural interaction with the pentagonal Cairo Q-Lattice undergoes a predictable, second-order progression of the KnoWellian Offset (₊ₖ 0. 118). Utilizing purely topological invariants, we derive the exact fractional shift between the anomalous magnetic moments of the electron and the muon (a_ - aₑ) with absolute zero free parameters. The derivation yields a (₊ₔₓ) 0. 001166115, achieving a 99. 98% geometric accord with physical observations. This paper structurally proves that the muon's "wobble" is not a signal of unobserved forces or particles, but the direct, inevitable topological friction of an over-wound rendering cycle. Keywords KnoWellian Universe Theory, KUT, Zero-Free-Parameter Derivation, ZFPD, Muon g-2 Anomaly, Anomalous Magnetic Moment, Supersymmetry, SUSY, Fractal Over-Winding, (3, 2) Torus Knot, Knode, Abraxian Engine, Cairo Q-Lattice, KnoWellian Offset, Standard Model, Foundational Physics, Cosmological Mechanics
David Noel Lynch (Fri,) studied this question.