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We examine the advantages that quantum strategies afford incommunication-limited games. Inspired by the card game blackjack, we focus oncooperative, two-party sequential games in which a single classical bit ofcommunication is allowed from the player who moves first to the player whomoves second. Within this setting, we explore the usage of quantum entanglementbetween the players and find analytic and numerical conditions for quantumadvantage over classical strategies. Using these conditions, we study a familyof blackjack-type games with varying numbers of card types, and find a range ofparameters where quantum advantage is achieved. Furthermore, we give anexplicit quantum circuit for the strategy achieving quantum advantage.

Quantum Blackjack or Can MIT Bring Down the House Again?