[ List Earliest Comments Only For Pages | Games | Rated Pages | Rated Games | Subjects of Discussion ]
Comments/Ratings for a Single Item

The rules state: 'If all of one player's pieces are eliminated before both goal boxes are occupied by one player, then the player with pieces left is the winner. Exception: if that player has only one piece left, then the game is declared a draw.' And the potential of two Bishops on the same diagonal pattern is extremely remote. Why promote to a Bishop when you can get that great Queen?
Technically, if you are left with two bishops on the same color, you do not win. The game is a tie. To win, one must either occupy both goal boxes, or be able to occupy both boxes when your opponent runs out of pieces. But as Larry pointed out, the chances of this occuring are exceptionally remote. I doubt that it has ever happened in all the time that Goal Box Chess has ever been played!
3 comments displayed
Permalink to the exact comments currently displayed.