such that for each row $j$ and for all $\vec s$,
$$
\Delta_i'(\vec s) \cap
-\{\, \vec x' \to \vec y' \mid B_{3,j} \vec s + c_{3,j} > 0 \,\}
+\{\, \vec \delta' \mid B_{3,j} \vec s + c_{3,j} > 0 \,\}
= \emptyset
$$
\item positive mixed constraints
such that for each row $j$, there is at least one $\vec s$ such that
$$
\Delta_i'(\vec s) \cap
-\{\, \vec x' \to \vec y' \mid B_{4,j} \vec s + c_{4,j} > 0 \,\}
+\{\, \vec \delta' \mid B_{4,j} \vec s + c_{4,j} > 0 \,\}
\ne \emptyset
$$
\end{enumerate}