The superpositions of wavefunctions in quantum mechanics is discussed and debated frequently. Now, many investigators are sick and tired of hearing and talking about them. This is more so about the story of Schrödinger’s cat and its quantum weirdness of being in both simultaneous states of ‘alive’ and ‘dead’ until the ‘collapse’ of the wavefunctions decidedly ruled one or the other.

Analogously, the abstract mathematics of spacetime charges as Hadamard matrices asserted that all elementary particles both fermions and bosons are superpositions of H+ and H-. Fermions are composed of odd multiples superpositions while bosons are composed of even multiples superpositions. Furthermore, these prime-composite superpositions are not necessarily of equal numbers of H+ and H-. For example, the neutrino is composed of 1H+ and 1H- while the electron is composed of 1H+ and 7H-. The up quark is composed of 5H+ and 1H-. The down quark is composed of 1H+ and 3H-. Although the photon is composed of 4H+ and 4H-, the W+ is composed of 8H+ and 2H- while the W- is composed of 2H+ and 8H- and the Z0 is composed of 8H+ and 8H-. However, mass creations by associative-commutative products always give higher LOE states of H- for fermions and higher LOE states of H+ for bosons.