\] Let $(X,\Delta)$ be a $\Q$-factorial projective klt pair such that $K_X+\Delta$ is nef and $\nu(X,K_X+\Delta)=0$. Assume that there exist a pseudoeffective $\Q$-divisor $F$ and a non-zero $\Q$-divisor $D \geq 0$ on $X$ such that $