  The interplay of spectroscopy, scaling laws and critical indices is studied
in strongly coupled quenched QED. Interpreted as a model of technicolor having
strong interactions at short distances, we predict the techni-meson mass
spectrum in a simplified model of a dynamically generated top quark mass $M_f$.
Our results support the strict inequality that the techni-sigma mass $M_\sigma$
is less than twice the dynamical quark mass $M_f$, and confirm that the
techni-pion is a Nambu-Goldstone boson. The level ordering $0 = M_\pi <
M_\sigma < 2M_f < M_\rho < M_{a1} $ is found.An equation of state, and scaling
laws are derived for the techni-meson masses by exploiting correlation length
scaling. The resulting universality relations are confirmed by simulations on
$16^4$, $32\times 16^3$ and $32^4$ lattices. The anomalous dimension $\eta$ is
measured to be approximatively $0.50$ in good agreement with past lattice
simulations and hyperscaling relations, as well as with the analytic solution
of the quenched, planar gauged Nambu-Jona Lasinio model solved by continuum
Schwinger-Dyson equation techniques.
