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A game is won by the first team to score a 100 contract points. Two games won earns the rubber bonus. The objective is to win by scoring the most total points in the rubber. Usually the partnership to win the two games and the rubber bonus wins the rubber. However, occasionally the other pair accumulate enough penalty points to win.
In a teams tournament, two pairs normally constitute a team. (Teams of five or six members are often permitted, but each set of boards will only be played by two pairs in the team, i.e. four members of the team.) If there are just two teams, they compete using two tables and having one pair from each team seated at each table, in opposite ...
100 points is a term that holds differing significance in various sports. The following are some of the distinctions this phrase may refer to:
A Langford pairing for n = 4.. In combinatorial mathematics, a Langford pairing, also called a Langford sequence, is a permutation of the sequence of 2n numbers 1, 1, 2, 2, ..., n, n in which the two 1s are one unit apart, the two 2s are two units apart, and more generally the two copies of each number k are k units apart.
E.g. decimal 0.1 has the IEEE double representation 0 (1).1001 1001 1001 1001 1001 1001 1001 1001 1001 1001 1001 1001 1010 × 2^(-4); when added to 140737488355328.0 (which is 2 +47) it will lose all of its bits, except the first two. Thus from '= ( 140737488355328.0 + 0.1 - 140737488355328.0) it will come back as 0.09375 instead of 0.1 when ...
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A judging controversy occurred during a pair skating event at the 2002 Winter Olympics, which used scoring based on the 6.0 system. A second award ceremony was held in which the top two teams were both awarded gold medals. In 2004, the ISU adopted the New Judging System (NJS), or Code of Points, in an effort to establish a more objective system.
If two points belong to different classes with regard to a pair of points, then also the latter two belong to different classes with regard to the first two. Two such point pairs are said to 'separate each other.' Four different points on a straight can always be partitioned in one and only one way into pairs separating each other. Given any ...