  This paper is devoted to demonstrating manifest superfluid properties of the
Minkowskian Higgs model with vacuum BPS monopole solutions at assuming the
"continuous" $\sim S^2$ vacuum geometry in that model. It will be also argued
that point hedgehog topological defects are present in the Minkowskian Higgs
model with BPS monopoles. It turns out, and we show this, that the enumerated
phenomena are compatible with the Faddeev-Popov "heuristic" quantization of the
Minkowskian Higgs model with vacuum BPS monopoles, coming to fixing the Weyl
(temporal) gauge $A_0=0$ for gauge fields $A$ in the Faddeev-Popov path
integral.
