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 Chess variants (8x8)

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Seznam diskusních klubů
Mód: Každý může psát
Hledat v příspěvcích:  

1. června 2006, 22:25:04
Chicago Bulls 
Subjekt: Re: ambigous stats
Změněno uživatelem Chicago Bulls (1. června 2006, 22:25:21)
mangue: .
.
.
and almost no draw
This is logical since this is a completely new game and no one knows to play it well so there can't be many draws.


Statistics of won games
white 119 (49.79 %)
black 119 (49.79 %)
no clear advantage for white

We can't imply for sure the last statement from the statistics! It is very probable that it is just a coincidence and that as the game evolves and some opening ideas start being created the statistics will change in favour of a color....

But the most important reason is that if we see in a game: White wins: X times, Black wins X times then we can't assume in any way that we have a balanced game, meaning that we don't have an advantage for black or white! We just can't!
Why? Because suppose we have 80 players that played all these X games and the distribution of a single players color at a game is NOT equal, that means he didn't played equal times with white and black.
And let's assume that white has an advantage.
So a single player-stronger than others- could have possibly played more games with black but because he is stronger than others, he won more games than the disadvantage of having the black color would predict....

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