The Dirac quantization condition and its relationship to the electromagnetic finestructure constant alpha is derived from the initial boundary conditions of the Quantum Big Bang Singularity (QBBS). The QBBS is shown to form a 2/11-dimensional mirror membrane as a 1-dimensional Dirac string relating timespace of a string-membrane epoch preceding the QBBS to the spacetime following the creation event. The Dirac monopole then transforms as a point particle into a space extended elementary particle known as the classical electron and is electro charge coupled as an electropole to the magneto charge of a magnetopole. The electron as a point particle of QFT and QED so becomes the monopolar form of the Dirac monopole as the Dirac electron, but coupled to the elementary quantum geometric templates of the scalar Higgs boson with a dark matter particle defined as a RMP or Restmass Photon. The space occupying classical electron is shown to oscillate on the fermi scale of the nuclear interactions of colour charge asymptotic gluon-quark confinement, with the ground state for the electron defining the wormhole singularity of the QBBS in spacetime as the fifth transformation of superstring classes (heterotic class 64) from the timespace era. The Dirac string so manifests as a membrane-mirror for a 4-dimensional spacetime embedded within a 5-dimensional spacetime and descriptive for a 3-dimensional surface embedded as volumar within a higher dimensional cosmology, described in the properties of a Möbian-Klein Bottle geometric connectivity for a one-sided manifold becoming two-sided in the original form of the Dirac string as a one-dimensional mathematical singularity mirroring itself in the monopolar string self-duality of a multidimensional holographic cosmology...[truncated by Admin]