> The average centipawn loss shows a very slight advantage (less than 1 centipawn) for Gukesh. This connects well with the accuracy metric we got, which showed a negligible advantage for Gukesh.
As I understand, for average centipawn loss, lower is better. It kind of measures how much worse a player’s average moves are compared to the best moves suggested by the engine. Based on your data, Ding has a very slight advantage, not Gukesh. Here is an article from chess.com (https://www.chess.com/blog/raync910/average-centipawn-loss-c...):
> The term average centipawn loss (ACPL) represents how much “value” a player drops by making incorrect moves during a chess game. ..... The lower an ACPL that player has, the more perfectly they played (at least in the eyes of the engine assessing the game).
Thank you, you're right, I corrected this mistake.
As the difference in acpl is negligible anyway, it does not affect the overall conclusions and insights.
Indeed. I'm not normally one to write off an article over a small mistake, but that's such a fundamental mistake that it puts into the question the value of the rest of the analysis.
As I understand, for average centipawn loss, lower is better. It kind of measures how much worse a player’s average moves are compared to the best moves suggested by the engine. Based on your data, Ding has a very slight advantage, not Gukesh. Here is an article from chess.com (https://www.chess.com/blog/raync910/average-centipawn-loss-c...):
> The term average centipawn loss (ACPL) represents how much “value” a player drops by making incorrect moves during a chess game. ..... The lower an ACPL that player has, the more perfectly they played (at least in the eyes of the engine assessing the game).