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There are twenty different combinations of hiding spot selections with a 50% chance of no character being selected.<br />This means there is a 50% chance of being able to use the collusion strategy to win after the first round, ensuring victory for the hiders. However, there is still a 30% chance that the seeker finds one hider, a 15% chance to find two hiders, and a 5% chance of finding all three hiders, thus making the seeker victorious.<br /><br />If one hider is found in the first round, we continue to the second round.<br /><br />Now there are three hiding spots remaining and two hiders. There are six different combinations possible for the hiders. There is again, a 50% chance for no hider to be found, which would leave two hidings spots for two hiders in the last round ensuring a victory for the hiders through the collusion strategy. 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