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We examine some of the fundamental issues related to black hole physics and
the amount of potential energy available from the vacuum. We use a semi-classical
analogy between strong interactions and the gravitational force under the Schwarzschild
condition. We examine the role of the strong nuclear force relative to the gravitational
forces between two Schwarzschild protons and find that the gravitational component is
adequate for confinement. In an alternative approach we can utilize QCD to obtain
similar results (work in progress). We also compare our results to a scaling law for
organized matter and in particular, to the ubiquitous existence of black holes. We
calculate the magnetic moment of such a Schwarzschild proton system and we find it to
be a close approximation to the measured value for the so-called “anomalous” magnetic
moment of the proton.