A mass spectrum of the form m~ = M 2 = M l (M 1 + | al |) is derived, where a l is the imaginary part of the l th singularity in the complex energy plane of a T-matrix which describes the interaction of a particle of initial rest mass m with a potential V(x, t), where V(x, t) = 0 in the limit |t| -> oo. This spectrum is found to give, within 1%, the mass of all baryons less than or equal to the mass of the rr if m is taken as 1747 MeV and a1l is a small integral multiple of the K and pi meson masses. Comparison to the Gell-Mann, Okubo formula relates these integers to the hypercharge and the isotopic spin. The analysis proposed by R. L. Lander is used to show that the results can have statistical significance.