AQT8 J8 K862 K93
Void AKQ732 QJT AQJT
South is captain. Let's say North shows pattern and 8 QPs at 4C. A good one for reverse relays no doubt.
1) With rules of short to long (and stop with odd for singleton or doubleton), king parity last
4D-4N even heart, odd club, even spade (KQT8 J8 A62x K93 still possible)
5C-5S odd diamond, DK
Cards placed
2) With rules of short to long (and stop with odd for singleton or doubleton), king parity first
4D-5C even kings, even heart, odd club
5D-5H even spade (KQT8 J8 Axxx K93 still possible)
5S-6C odd diamond (KQT8 J8 Axxx K93 still possible)
3) With rules of long to short (and stop for singleton only), K parity last
4D-4H even spade
4S-5N odd diamond, odd club, even heart (rule change), DK
Cards placed
4) With rules of long to short (and stop for singleton only), K parity first
4D-4S even K, even spade
4N-5S odd diamond, odd club, even heart (rule change) (KQT8 J8 A862 K93 still possible)
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PCB Hand #8
#2
Posted 2017-October-19, 23:53
straube, on 2017-October-19, 21:18, said:
AQT8 J8 K862 K93
Void AKQ732 QJT AQJT
Void AKQ732 QJT AQJT
4D....4H (relay; even K parity...could be S(AKQ)...K(D|C) among others)
4S....4N (relay; nothing in hearts; even spade...S(AKQ) is out the window. S(KQ)...D(A)...C(K) or the above?
Can relay, but won't be resolved:
5C....5S (relay; odds in ♦+[♣)
#3
Posted 2017-October-20, 07:02
Several things about this hand: 1. We would reverse relay 2. If we can't reverse relay, we would use a shortness-showing sequence.
Ignoring all of that:
4♦ - 4♥ (even spades)
4♠ - 5♦ (odd diamonds, odd clubs, even hearts).
At this point it's either:
♠AQ + ♦K + ♣K
♠KQ + ♦A + ♣K
But it does not really matter. Partner's heart jack is not something we can find out for sure, so I'd just blast six in either case. I suppose we can resolve via:
5♥ - 5NT (on the actual hand, we pair ♠+♦ since one has king and other other queen, and we show that lower suit has the king; on the other option we would pair ♠+♥ since one has KQ and the other neither honor, and bid 5♠ since higher suit has king).
Ignoring all of that:
4♦ - 4♥ (even spades)
4♠ - 5♦ (odd diamonds, odd clubs, even hearts).
At this point it's either:
♠AQ + ♦K + ♣K
♠KQ + ♦A + ♣K
But it does not really matter. Partner's heart jack is not something we can find out for sure, so I'd just blast six in either case. I suppose we can resolve via:
5♥ - 5NT (on the actual hand, we pair ♠+♦ since one has king and other other queen, and we show that lower suit has the king; on the other option we would pair ♠+♥ since one has KQ and the other neither honor, and bid 5♠ since higher suit has king).
Adam W. Meyerson
a.k.a. Appeal Without Merit
a.k.a. Appeal Without Merit
#4
Posted 2017-October-20, 21:30
4♦-4♠(ask 1&2, 0/3/6)
the ask is not effective with shortage in suit 1, but a next move is okay here since if partner is 1/4 in suit 2&3 5H signoff is still possible.
4NT-5NT(ask 2&3, 2/5 no honor in H even Kings)
♠KQ ♦A ♣K is still possible but won't matter
the ask is not effective with shortage in suit 1, but a next move is okay here since if partner is 1/4 in suit 2&3 5H signoff is still possible.
4NT-5NT(ask 2&3, 2/5 no honor in H even Kings)
♠KQ ♦A ♣K is still possible but won't matter
#5
Posted 2017-October-22, 00:47
EPCB.
4♦ - 4♥ (even ♠)
4♠ - 5♥ (even ♥ odd ♦ odd ♣)
At this point this converges to classic PCB, but one step worse.
4♦ - 4♥ (even ♠)
4♠ - 5♥ (even ♥ odd ♦ odd ♣)
At this point this converges to classic PCB, but one step worse.
#6
Posted 2017-November-01, 11:55
straube, on 2017-October-19, 21:18, said:
AQT8 J8 K862 K93
Void AKQ732 QJT AQJT
Void AKQ732 QJT AQJT
Auction, with some ambiguity left out:
(...)
4♣-4♦ (11-13 hcp (say); relay)
4♥-4♠ (even # of kings; relay)
5♣-5♦ (odd # of queens, no ♠K; relay)
6♣-? (♦K, ♣K, ♠Q, no ♠J).
So Teller could still have Qxxx xxx AKxx Kxx.
This post has been edited by nullve: 2017-November-02, 08:07
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