  We put forward a model, or rather a relatively broad class of models, beyond
the Standard Model based on the two main assumptions: MPP) The coupling
constants should be fixed such as to ensure that there be many ``vacuum
states'', i.e. Lorentz invariant states of the fields, with the same energy
density. Anti-GUT) At high energy, above an essential desert of only Standard
Model interactions, there is the bigger gauge group $SMG^3\times U(1)_f$ which
means that each family of quarks and leptons has its own set of gauge bosons
analogous to those in the Standard Model itself, and then there is one extra
abelian gauge boson called $U(1)_f$. In addition we make some further more
phenomenological assumptions. We succeed in fitting order of magnitudewise most
of the (effective) Yukawa couplings observed in the Standard Model as quark and
lepton masses and mixing angles. We have more accurate numbers for the three
fine-structure constants and the top and Higgs masses, as well as some
suggestive understanding of the fine-tuning wonders for the cosmological
constant and the $\Theta$-angles. CP-violation is predicted a bit low, but
order of magnitudewise in agreement with experiment. In summary, we obtain at
least an order of magnitudewise understanding of the Standard Model parameters
within our scheme, except for the mysteriously low weak scale compared to the
Planck scale, with only 4 continuous parameters being fitted, in addition to
our somewhat more discrete choices.
