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  2. Losing-Trick Count - Wikipedia

    en.wikipedia.org/wiki/Losing-Trick_Count

    In his book The Modern Losing Trick Count, Ron Klinger advocates adjusting the number of losers based on the control count of the hand believing that the basic method undervalues an ace but overvalues a queen and undervalues short honor combinations such as Qx or a singleton king. Also it places no value on cards jack or lower.

  3. Hand evaluation - Wikipedia

    en.wikipedia.org/wiki/Hand_evaluation

    In his book The Modern Losing Trick Count, Ron Klinger advocates adjusting the number of loser based on the control count of the hand believing that the basic method undervalues an ace but overvalues a queen and undervalues short honor combinations such as Qx or a singleton king. Also it places no value on cards jack or lower.

  4. Ron Klinger - Wikipedia

    en.wikipedia.org/wiki/Ron_Klinger

    Ron Klinger (born 8 November 1941) [1] is an Australian contract bridge player and a leading English-language bridge writer, ... Modern Losing Trick Count Flipper(1998)

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  6. List of contract bridge books - Wikipedia

    en.wikipedia.org/wiki/List_of_contract_bridge_books

    Klinger, Ron (1986). Bidding to Win at Contract Bridge, Book One: The Modern Losing Trick Count. Sydney, Australia: Modern Bridge Publications. pp. 122. ISBN 0-9592305-2-1. — (2009) The Modern Losing Trick Count: Bidding to Win at Contract Bridge (13th impression). London: by Cassell in association with Peter Crawley, pp. 143.

  7. It's hard to believe one of Sex and the City's most shocking deaths is old enough to order itself a Cosmopolitan.. In a show full of unforgettable moments, season 6's episode 18, aptly titled ...

  8. 24. XXXI (31, 1996) Packers 35, Patriots 21. Thirty years after winning the first Super Bowl, the Pack returned to win their third as Gulf Coast native Favre passed for two TDs and rushed for ...

  9. Law of total tricks - Wikipedia

    en.wikipedia.org/wiki/Law_of_total_tricks

    LoTT can be stated as follows: The total number of tricks available on a deal is equal to the total number of trump cards both sides hold in their respective best suits, where the total number of tricks is defined as the sum of the number of tricks available to each side if they could choose trumps.