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♠♥♦♣ OPENING LEADS AGAINST SUIT CONTRACTS ♠♥♦♣
Opening leads are arguably the hardest part of the game of bridge. When the cheating scandal of 2015 was uncovered, some of the world’s top players were found to be using illegal methods of communication to tell their partner about the suit they were leading from. Opening leads are that tricky as you are only armed with your 13 cards to select from and a few clues from the bidding.
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)
(i) With two-four card suits, open the higher ranking suit (exception: with 4♥ and 4♠, open 1♥)
(ii) A limit raise showing 4+ trumps and 6-9 HCP
(iii) With 19 HCP, South jumps to game knowing of an 8 card trump fit.
At table 1, West led the 6♠ which travelled round to declarer’s King. Declarer played AK♥, discovering that they had two certain trump losers. Declarer abandoned trumps and played the Q♣, high card from the shortage, and then 3 further rounds of clubs were played discarding dummy’s spades. East was forced to trump with a master heart and declarer in total lost 2 heart tricks and 1 diamond meaning their contract made.
At table 2, West, remembering that you do not lead away from an Ace in a suit contact at trick 1, selected the 10♦. East correctly won with the Ace and switched to dummy’s weakness in spades. The Q♠ was played, high from a doubleton, and now South’s King was trapped. Declarer in time lost 3 spade tricks, 2 hearts and 1 diamond.
So next time you are on lead to a suit contract, keep in mind the following…
TOP TIP: DO NOT LEAD AWAY FROM AN ACE AGAINST A SUIT CONTRACT AT TRICK 1
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