We present a wavefunction comprised of the eight fundamental geometric objects of a minimally complete Pauli algebra of 3D space - point, line, plane, and volume elements - endowed with electromagnetic fields. Interactions are modeled as geometric products of wavefunctions, generating a 4D Dirac algebra of flat Minkowski spacetime. The resulting model is naturally gauge invariant, finite, and confined. With regard to the U1 x SU2 x SU3 gauge group at the core of the Standard Model, natural finiteness and gauge invariance are benign. However, reflections from wavefunction geometric impedance mismatches yields natural confinement to the Compton wavelength, providing a new perspective on both weak and strong nuclear forces.
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