  In the present paper, assuming the Multiple Point Principle (MPP) as a new
law of Nature, we considered the existence of the two degenerate vacua of the
Universe: a) the first Electroweak (EW) vacuum at $v_1\approx 246$ GeV -- "true
vacuum", and b) the second Planck scale "false vacuum" at $v_2 \sim 10^{18}$
GeV. In these vacua we investigated different topological defects. The main aim
of this paper is an investigation of the black-hole-hedgehogs configurations as
defects of the false vacuum. In the framework of the $f(R)$ gravity, described
by the Gravi-Weak unification model, we considered a black-hole solution, which
corresponds to a "hedgehog" -- global monopole, that has been "swallowed" by
the black-hole with mass core $M_{BH}\sim 10^{18}$ GeV and radius $\delta\sim
10^{-21}$ GeV$^{-1}$. Considering the results of the hedgehog lattice theory in
the framework of the $SU(2)$ Yang-Mills gauge-invariant theory with hedgehogs
in the Wilson loops, we have used the critical value of temperature for the
hedgehogs confinement phase ($T_c\sim 10^{18}$ GeV). This result gave us the
possibility to conclude that the SM shows a new physics (with contributions of
the $SU(2)$-triplet Higgs bosons) at the scale $\sim 10$ TeV. Theory predicts
the stability of the EW-vacuum and the accuracy of the MPP.
