B.6. Scoring and tie-breaking system
B.6.1 The score in each game is 1 for a win, ½ for a draw and 0 for a lost game.
B.6.2 Tie-breaking in individual competitions.
The order of players that finish with the same number of points shall be determined by application of the following tie-breaking procedures in sequence, proceeding from (a) to (b) to (c) to (d) to (e) the extent required:
(a) Results of direct encounters between the tied players (If all the tied players have met each other, the sum of points from these encounters is used. The player with the highest score is ranked number 1 and so on. If some but not all have played each other, the player with a score that could not be equalled by any other player (if all such games had been played) is ranked number 1 and so on.),
(b) Buchholz Cut 1,
(d) The greater number of games played with black,
(e) The Greater number of wins.
B.6.3 Scoring and tie-breaking in team competitions.
B.6.3.1 The sum of scores of each game in a match is referred to as the board points.
The team which scores more board points in a match than its opponents receives two match points, the opponents receives no match points. In the case a match ends in such a way that the sum of the board points is equal to that of its opponents, each team receives one match point. However, if both teams score 0 board points, both teams will receive zero match points.
The ranking will be made according to match points, the team obtaining the highest number of match points being declared the winner of the competition. In case of equality, B.6.3.2 shall be applied.
B.6.3.2 The order of teams that finish with the same number of match points shall be determined by application of the following tie-breaking procedures in sequence, proceeding from (a) to (b) to (c) to (d) the extent required:
(a) by the sum of Sonneborn-Berger points, which is calculated as follows: match points of each opponent, excluding the opponent who scored the lowest number of match points, multiplied by the number of board points scored against each opponent respectively. The highest number wins. In case of two or more opponents with this same number of match point the lowest results of multiplication should be excluded;
(b) by the number of board points won, the highest number wins;
(c) by the sum of the board points of all team’s opponents, the highest number wins;
(d) by the sum of the board points of all opponents defeated plus one half of the board points of all the opponents with which a tied result was achieved, the highest number wins.