Tournaments |
To demonstrate this, the following is a draw of the last four players in a tournament with double elimination:
The losers of these four players, B and D, then play each other, with B winning. The winner B must then play the player who has won in the loser's bracket. The winner of this match, B, must then player player C from the original draw of the last four player. B wins again. B now has to play A two more rounds. This means that a player who loses in the round-of-four must win five more rounds in order to win the tournament!
The following table lists the number of rounds necessary to win, in order to win the tournament.
If You Lose in the Round of | Number of Additional Rounds Necessary to Win the Tournament | Chance of Winning |
2 4 8 16 32 64 |
3 5 7 9 11 13 |
1 in 8 1 in 32 1 in 128 1 in 512 1 in 2048 1 in 8192 |
In my opinion it is a waste of time and energy to play in the losers bracket in a double elimination tournament.
Arithmetic of the Losers Bracket