It has been mathematically proven that if two extremely skilled players engage in a game of Checkers together and make no mistakes, then the game ends in a tie. This may be underwhelming to some, but this ultimately means that the game of Checkers itself is perfectly balanced. This looks pretty obvious on a superficial level. Players have all of the same pieces and a perfectly mirrored setup. In other words, it is a perfectly symmetrical game.
Except that one player gets to go first. Read the rest of this entry