Codo, on 2012-November-08, 09:33, said:
Non fitting hands are Easy?
Okay, in a 2/1 contest, how exactly do you bid x,xx,xxx,KQTxxxx and x,Ax,xxx,KQJxxxx over 1 ♠ from partner? (If the first is a pass for you, add a jack or whatever fits your style, if the second is a 2/1 rebid, make it a little weaker.)
I have no idea what are the expected tricks with clubs as trumps with either of those hands opposite a 1
♠ open.
Probably no one else knows either. No system can cater to all hands. The idea is to attempt to maximize our expected score. No system is capable of collecting the best result on every board. While you are concern with finding the ideal spot with possible misfit hands, I'm more interesting in catering to hands that fit. Manfield explains that when playing fit jumps partner will know immediately whether our hands fit. This will assist him in 4 and 5 level decisions on whether to double, bid on or pass.
Codo, on 2012-November-08, 09:33, said:
And with your example hands:
In a standard system, you may or may not reach slam. Both hands are borderline for bidding on. But Axxx xxx x AKxxx facing KQxxx xxx Ax QJx are the same hands- and here game is the limit.
So, why do you think reaching slam with fitjumps is easy? 1 ♠ 3 ♣ and now?
Am I obliged to show my control always? Or can I show minimum hands with or without a second fit too?
Not easy, the fit jump shows the possibility of 5 tricks in a side suit in addition to the 5 tricks in the trump suit. Most players seem to think a 12-3 hand is always minimum for opening. While this is true at the time of the opening bid, during a slam auction any hand with four controls is better than minimum.
1
♠ - 3
♣
KQxxx xxx Ax QJx
This hand has the
♦A(2 controls),
♠KQ(1 1/2 controls), and the
♣QJ. The
♣QJ is known to be working. That's why it is worth a 3
♦ cuebid.
KQxxx QJx Ax xxx
This hand is not worth cuebidding. The
♥QJ is of unknown value.