  This paper is a continuation of Alternative to Morse-Novikov Theory for a
closed 1-form(I), and establishes:
  a) a refinement of Poincar\'e duality to an equality between the
configurations $^{BM} \delta^\omega$ and $\delta^\omega$ resp. $^{BM}
\gamma^\omega$ and $\gamma^\omega$ in complementary dimensions,
  b) the stability property for the configurations $\delta^\omega_r,$
  a) a result needed for the proof of Theorems 1.2 and 1.3 stated the paper
mentioned above.
