  There have been many declarations of the death of the Weinberg model of
spontaneous CP violation. Previous studies, before the recent measurements of
$\epsilon'/\epsilon$, indicated that the model could not accommodate the
experimental values on $\epsilon$ in $K^0-\bar K^0$ mixing, the neutron
electric dipole moment (EDM), the branching ratio of $b\to s \gamma$ and the
upper limit on $\epsilon'/\epsilon$. We point out that these studies were based
on optimistic estimates of the uncertainties in the calculations and that when
more realistic estimates of these errors are used the Weinberg model cannot be
conclusively ruled out from these considerations alone.
  Here we use these realistic error estimates to analyze the present situation
of the Weinberg model. The latest results from Belle and BaBar on $\sin 2
\beta$ allow the small values of this parameter which occur naturally in the
Weinberg model. However, in this model, the recently measured value of
$\Re(\epsilon'/\epsilon) = (1.92\pm 0.25)\times 10^{-3}$ cannot be made
compatible with the branching ratio $B(b\to s \gamma) = (3.15\pm0.54)\times
10^{-4}$. As a result we conclude that the Weinberg model is now confidently
and conservatively ruled out.
