In the prisoners' dilemma contest several couples play the finitely re
peated prisoners' dilemma. Each time a couple cooperates, it scores a
point, and a small prize is awarded to the winners. An analogue of the
''folk'' theorem for repeated games is obtained with subgame perfect
equilibrium (SPE). Next, allowing renegotiations within each team, we
study a solution concept based on renegotiation-proof equilibrium (RPE
). If couples are informed about the score, no equilibrium exists. If
they are not, cooperation is the unique equilibrium outcome. (C) 1998
Academic Press.