Quantum mechanical advantage (QMA) of zeros is usually given to the spin zero mesons. These include the electrically neutral pions and kaons, the electrically positive pions and kaons, and the electrically negative pions and kaons. Incidentally, all mesons are composite particles. The compositeness justifies the reason for understanding the truth of all spin zero particles. The fact is that each meson is composed of a quark and an antiquark. Moreover, if these quarks have almost identical masses then their QMAs are practically zero. Likewise can be said of the spin zero scalar Higgs bosons. But instead of being composites of quarks, it is a composite of space-time charges: H-pluses and H-minuses. Since the Higgs boson provides the mechanism for the origin of mass, this origin is intimately related to its compositeness. Hypothetically, each of two Higgs components is composed of m H-pluses and n H-minuses such that m=2n for real component and n=2m for the virtual component. Then a complete Higgs particle is composed of 3m=3n or simply m=n for any positive integer greater than or equal to 1. However, 3 H-pluses and 3 H-minuses is reserved for the muon neutrino and 6 H-pluses and 6 H-minuses is reserved for the quantum vacuum zero point energy. Therefore, the simplest Higgs particle is given as 12 H-pluses and 12 H-minuses. The next more complex space-time structure is 18 H-pluses and 18 H-minuses. Next, is given as a 24 H-pluses and 24 H-minus, so on and so forth such that the succeeding more complex space-time structure is always 6 more H-pluses and 6 more H-minuses than the preceding structure. Extracting a spin zero Higgs particle from the quantum vacuum is the same as extracting two units of squares of energy from the zero-point fluctuations.