Building upon the previously established 0-Sphere electron model with its internal structure of two thermal kernels and photon sphere exhibiting Zitterbewegung oscillations, we present a new observer-dependent interpretation that fundamentally reframes the origin of anomalous magnetic moments in quantum electrodynamics. While conventional QED requires external magnetic field interactions for any observable anomaly to manifest, our reinterpretation of the existing 0-Sphere framework demonstrates that anomalous magnetic moments can arise as purely geometric effects in free electrons through relativistic observer transformations. The crucial new insight emerges from recognizing that the same internal Zitterbewegung motion at v ~ 0.04c yields different measurements depending on the observer's reference frame: an observer co-moving with the internal motion measures a g-factor of exactly 2 consistent with Dirac theory, while an observer in the laboratory frame perceives Lorentz contraction effects that manifest as the anomalous magnetic moment through the predicted relationship γ = 1 + a. This observer-dependent reinterpretation transforms our understanding of quantum magnetic anomalies from interaction-based corrections to relativistic geometric consequences of internal motion, suggesting that quantum phenomena traditionally attributed to virtual particle interactions may represent observable effects of relativistic internal structure, thereby opening new avenues for understanding quantum mechanics through geometric principles without requiring external field perturbations.