  It was shown by careful consideration of the time--dependent classic solution
for the rotated skyrmion, that such solution at large distances has radiational
component similar to the Lienart-Viehart retarded potential in Electrodynamics.
We consider such solution as stationary phase configuration of the pion field
in path integrals for the correlators of $n$ isovector axial currents
$J_{\mu}^{A,i}$ and two nucleon currents $J_N$. $n$ pion -- nucleon amplitudes
are extracted from these correlators. The careful account of the asymptotics of
this stationary phase configuration of the pion field (rotated skyrmion) in
path integral leads to nonzero contribution of this classical part of the total
pion field to pion-nucleon amplitudes. In result, this approach correctly
reproduce pions -- nucleon amplitudes(with the Born -- diagrams contributions,
too).
