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The Losing Trick Count, as used by the leading contract bridge tournament players, with examples of expert bidding and expert play. London: Methuen. p. 176. Nine editions published between 1935 and 1947. Republished in 2006 as Losing Trick Count - A Book of Bridge Technique by F. Dudley Courtenay, ISBN 978-1-4067-9716-9.
In contract bridge, various bidding systems have been devised to enable partners to describe their hands so that they may reach the optimum contract.Key to this process is that players evaluate and re-evaluate the trick-taking potential of their hands as the auction proceeds and additional information about partner's hand and the opponent's hands becomes available.
In contract bridge, card reading (or counting the hand) is the process of inferring which remaining cards are held by each opponent. The reading is based on information gained in the bidding and the play to previous tricks. [ 1 ]
While a deal of bridge is always played following a unique set of rules, its scoring may vary depending on the type of event the deal is played on. There are two main categories of scoring: rubber and duplicate. Rubber scoring, and its popular variant Chicago, are mostly used in social play. Duplicate scoring is focused on tournament ...
To play a higher card than any previously played to the trick. [c] See also cover, go over, head the trick or play over. In Bridge, to play a card higher than the winning card played by your partner, unnecessary to win the trick but necessary to gain the lead. [83] overtrick. To take more tricks than bid or contracted. [67] A trick exceeding ...
More distributional hands, such as 6511, 6520, 6610, are better evaluated with the method used for the one-suited hands, that is, counting playing tricks. One-suited hands are evaluated according to the number of winners and/or the number of losers in the long suit (AKQ) and the number of winners/losers in the side suit.
card reading, also known as counting the hand; dummy reversal; endplay; coups; squeezes; suit combinations play; safety play; applying the principle of restricted choice; applying the theory of vacant places; applying percentages and probabilities
The play is obligatory because given the first heart trick, no other play can yield three tricks. 2) Of a falsecard: A falsecard that, like an obligatory finesse, cannot lose and might gain. An example is the play of the card that one is known to hold (for example, the play of a queen after it has been successfully finessed). Odd Specifying a ...
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