  We examine short combinatorial games for three or more players under a new
play convention in which a player who cannot move on their turn is the unique
loser. We show that many theorems of impartial and partizan two-player games
under normal play have natural analogues in this setting. For impartial games
with three players, we investigate the possible outcomes of a sum in detail,
and determine the outcomes and structure of three-player Nim.
