We study repeated prize allocation when the discount factors of the agents are unequal. The feasible set of payoffs behaves badly: the Pareto frontier is everywhere discontinuous and there is an open subset of (high) discount factors under which the feasible set is totally disconnected.

We provide a simple characterization of the stationary subgame perfect equilibrium of an alternating offers bargaining game when the number of players increases without a limit. Core convergence literature is emulated by increasing the number of players by replication. The limit allocation is...