Exemple's context: Leaderboard's scores from rank 1st to 150th: 1st = 1000 -- 50th = 700 -- 100th = 200 -- 125th = 175 -- 150th = 25
Exemple's event: Player S rank and score are 93th with 350pts and he played 4 random matches that day, all against the same opponent, Player O: rank 60 with 600pts.
Player S won the first 2 match and lost the 2 last one.
Final score on the board after each match:
Match1- P.S(+075pts) = 81th with 425pts / P.O(-085pts) = 65th with 515pts;
Match2- P.S(+050pts) = 69th with 475pts / P.O(-150pts) = 93th with 265pts;
Match3- P.S(-130pts) = 87th with 345pts / P.O(+050pts) = 91th with 315pts;
Match4- P.S(-150pts) = 115th with 195pts / P.O(+020pts) = 88th with 335pts
Question: How can one end up to a much lower rank by winning 2 and loosing 2 matches facing the same opponent and same situation for the opponent, knowing that all other scores on the board did not change? How does one get from being the 69th best player to the 115th by facing and loosing twice facing the same opponent, knowing that there is no win/lose global ratio in the computation? Is it not most likely to create situation where a player having with 300 wins ans 100 lost ending up at rank 110th behind some players ranked 80th that only played 5 matches over the month (2 wins and 3 lost).
Is it not a score computation equation that is incoherently oppose to the nature of a ranking system rewarding on performance?, if it is not rewarding players that put the efforts and get good ratio reflecting they're score wich determine also the reward they get, would it not be called discrimintation and anti-sportive spirit?