ion actions are organized into
conservation projects. Let \(J\) denote the set of conservation projects
(indexed by \(j\)), and let \(A_{ij}\) denote which actions
\(i \in I\) comprise each conservation project
\(j \in J\) using zeros and ones. Next, let \(P_j\) represent
the probability of project \(j\) being successful if it is funded. Also,
let \(B_{fj}\) denote the enhanced probability that each feature
\(f \in F\) associated with the project \(j \in J\)
will persist if all of the actions that comprise 