The initiative in STRIPS planning has recently been taken by work on propositional satisfiability. Best current planners, like Graphplan, and earlier planners originating in the partial-order or refinement planning community have proved in many cases to be inferior to general-purpose satisfiability algorithms in solving planning problems. However, no explanation of the success of programs like Walksat or relsat in planning has been offered. In this paper we discuss a simple planning algorithm that reconstructs the planner in the background of the SAT/CSP approach.