The paper analyzes the excess entry hypothesis for sealed-bid first-price public procurement auctions. The hypothesis is proved analytically for any feasible combination of bid preparation cost and bid evaluation cost when the bidders face a rectangular cost density function and confirmed in numerical simulations based on a family of flexible cost density functions. The excess entry hypothesis implies that the procurer may reduce both his own cost and the social cost by imposing a positive fee on the bids. Sequential search is a superior strategy to a public procurement auction whether or not the procurer imposes an optimal fee on the bids.