Mirumoto Izanami, on 09 March 2015 - 06:12 AM, said:
Because its mathematically impossible for the average to be 1.1 win loss. Is math beyond you?
Semantics. Is someone who plays once, loses, and never plays again really a
player or are they just padding for everyone else's W/L ratio?
Games aren't zero sum for the people who stick around and keep playing. Some people pick the game up, play a few games (sucking horribly the entire time), then drop out and never play again. Those handful of losses by someone who never plays again effectively add extra wins to the player pool for those who do stick around.
So while mathematically what you're saying is true, most people don't count those 1-and-done people as actual players. So yes, and average
player probably should have a W/L of 1.1 or so, because their success is being padded by a continuous flow of 1-and-done losers.
Edited by Roadkill, 09 March 2015 - 09:27 AM.