Aethan265@legacy41683636 (talk | contribs) mNo edit summary |
GW-Andromeda@legacy41687768 (talk | contribs) (Added img of normal ladder play graph(somone else make it more understandable, noob at wiki)) |
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<!-- <math>Guild's New Rating = Guild's Old Rating + 30 * (Scoring Points–Guild's Win Probability)</math> |
<!-- <math>Guild's New Rating = Guild's Old Rating + 30 * (Scoring Points–Guild's Win Probability)</math> |
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where Scoring Points is equal to 1 if the guild wins and 0 otherwise. --> |
where Scoring Points is equal to 1 if the guild wins and 0 otherwise. --> |
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| + | [[Image:GvG Rating gainNormal.jpg|center|left|thumb|400px|x = Opposing Guild's rating - Guild's Rating<br>y = Points gained in case of win]] |
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[[Image:GvG Rating gain.jpg|center|left|thumb|400px|x = Opposing Guild's rating - Guild's Rating<br>y = Points gained in case of win]] |
[[Image:GvG Rating gain.jpg|center|left|thumb|400px|x = Opposing Guild's rating - Guild's Rating<br>y = Points gained in case of win]] |
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Revision as of 20:16, 1 February 2007
Guild rating is changed only by playing guild battles. The higher the opposing guild's rating compared to yours, the higher your reward for winning and the lower your penalty for losing.
The guild rating of your guild determines your place on the guild ladder and therefore your guild's ranking.
The mechanics of Guild Rating
Guild Wars uses the Elo rating system to calculate ratings. In this system, the probability of winning is calculated for each guild, determined by the rating difference of both guild before the match. The higher this probability of winning, the less rating is gained by actually winning the match.
The formula for the winning probability is 
, where x is the opposing guild's rating and y is the guild's rating.
With this probability, the actual rating change can be calculated by R = y + K * (t – p). Where y is the guild's old rating; K is 30 during tournament play and 5 otherwise; t is 1 for a win or 0 for a loss, and p is the guild's win probability.
x = Opposing Guild's rating - Guild's Rating
y = Probability of winning
