En réponse à Jerome Quelin <[EMAIL PROTECTED]>: > Given two solutions with the same score and tie breaker score, imagine how > frustrating it would be if one of the golfer gains one char and not the > other...
Do we have to infer that you take pleasure in player's frustation? ;-) > But if the solutions are different, there may be absolutely no way > for the second golfer to shave one more char... Maybe people with the same score and tie-breaker should have the same rank. And someone with the same score but not the same tie-breaker will jump a few steps backs. For example, this is an excerpt from the leaderboard : 29 65 Michael Ching 30 65 Lyon Lemmens 31 65 japhy 32 65 kjk 33 65 Philippe 'BooK' Bruhat How do I know if we all have the same tie-breaker? Imagine the tie-breaker order the list like so: Michael Ching < Lyon Lemmens == japhy < kjk < Philippe 'BooK' Bruhat Then the leaderboard should probably print : 29 65 Michael Ching 30 65 Lyon Lemmens 30 65 japhy 32 65 kjk 33 65 Philippe 'BooK' Bruhat So that everyone can see the real ranking. -- Philippe BRUHAT - BooK When you run from your problem, you make it that much harder for good fortune to catch you, as well. (Moral from Groo The Wanderer #14 (Epic))
