  We investigate nonlocal coherent transport in ballistic four-terminal
Josephson structures (where bulk superconductors (terminals) are connected
through a clean normal layer, e.g., a two-dimensional electron gas).
  Coherent anisotropic superposition of macroscopic wave functions of the
superconductors in the normal region produces phase slip lines (2D analogs to
phase slip centres) and time-reversal symmetry breaking 2D vortex states in it,
as well as such effects as phase dragging and magnetic flux transfer. The
tunneling density of local Andreev states in the normal layer was shown to
contain peaks at the positions controlled by the phase differences between the
terminals.
  We have obtained general dependence of these effects on the controlling
supercurrent/phase differences between the terminals of the ballistic
mesoscopic four-terminal SQUID.
