  In earlier work we showed how to handle the Group Theoretical issue of the
Little Group for spin 1/2 tachyons by introducing a special metric in the
Hilbert space of one-particle states. Here that technique is extended to
tachyons of any spin. Examining the bi-linear algebra of the generating
matrices for spin 5/2, we find a complete basis for the Gell-Mann matrices that
form the Lie algebra for SU(3). A Dirac-like equation is developed for tachyons
of any integer-plus-one-half spin; and it shows multiple distinct mass
eigenvalues. The primary model shows a mass spectrum (in the case of j = 5/2)
that roughly mimics the known data on masses of the three neutrinos; the model
can be tweaked to fit that experimental data precisely.
