  We show that the quasi-continuous gapless spectrum of Andreev bound states in
multi-terminal semi-classical superconducting nanostructures exhibits a big
number of topological singularities. We concentrate on Weyl points in a
4-terminal nanostructure, compute their density and correlations in 3D
parameter space for a universal RMT model as well as for the concrete
nanostructures described by the quantum circuit theory. We mention the
opportunities for experimental observation of the effect in a quasi-continuous
spectrum.
