Several national governments now require the discount rate for public projects with long planning horizons to decrease over the life of a project. Theoretical results that characterize the impacts of a declining discount rate on optimal harvest age and land expectation values in the Faustmann Model are presented. New results include: derivation of conditions for a sequences of optimal harvest ages and land expectation values, comparative statics results, conditions that must be satisfied for multiple optima, and proof that harvesting is never optimal immediately before a discrete decrease in the discount rate.