The results are irrelevant
#1
Posted 2010-January-06, 18:12
You open (red on white) 1♣, expecting that it might come back at you rough.
Sure enough, you hear 1♦-X-4♦-?
Oops. Forgot one other factor. IMP -- teams.
-P.J. Painter.
#2
Posted 2010-January-06, 18:28
#4
Posted 2010-January-06, 19:35
#5
Posted 2010-January-06, 19:49
Anyway, would partner try for slam with ♠A and ♥AK after 4♥?
wyman, on 2012-May-04, 09:48, said:
rbforster, on 2012-May-20, 21:04, said:
My YouTube Channel
#6
Posted 2010-January-07, 06:12
#7
Posted 2010-January-07, 06:14
#8
Posted 2010-January-07, 06:28
whereagles, on Jan 7 2010, 07:12 AM, said:
and theres the fact that partner SHOWED 4-4 in the majors...
#9
Posted 2010-January-07, 07:31
...Of course, review the post. I added something. On the other hand, if MP/IMP made a difference, someone could have noted that (as I did when presented this question). But, no. Too many wtp's.
-P.J. Painter.
#10
Posted 2010-January-07, 07:39
#11
Posted 2010-January-07, 07:51
#12
Posted 2010-January-07, 08:19
kenrexford, on Jan 7 2010, 08:31 AM, said:
...Of course, review the post. I added something. On the other hand, if MP/IMP made a difference, someone could have noted that (as I did when presented this question). But, no. Too many wtp's.
It is a WTP hand because what realistic options do you have other than 4♥? 5♣? 5♦? Now 5♥ may be a viable option, perhaps that is what you meant.
the Freman, Chani from the move "Dune"
"I learned long ago, never to wrestle with a pig. You get dirty, and besides, the pig likes it."
George Bernard Shaw
#13
Posted 2010-January-07, 08:29
I have an opinion on the auction, but I posted this more as a thought.
Table One: 4♥ was bid, the opponents bid to 5♦. 4♥ would have made 4. 5♦X was down two. +300.
Table Two: 5♣ was bid. The opponents, now needing only three tricks to beat this (4♥ requires four defenive tricks) and not knowing of the major fit, opted to defend. 5♣ made for +600.
Read into that what you will.
-P.J. Painter.
#14
Posted 2010-January-12, 08:41
kenrexford, on Jan 7 2010, 09:29 AM, said:
Table Two: 5♣ was bid. The opponents, now needing only three tricks to beat this (4♥ requires four defenive tricks) and not knowing of the major fit, opted to defend. 5♣ made for +600.
Read into that what you will.
If south thinks contracting for 11 tricks is fine, why couldn't he bid 4♥, then 5♥ over 5♦?
Besides that, heart slams could be lost if we don't support now.
-gwnn
#15
Posted 2010-January-12, 18:46
billw55, on Jan 12 2010, 09:41 AM, said:
kenrexford, on Jan 7 2010, 09:29 AM, said:
Table Two: 5♣ was bid. The opponents, now needing only three tricks to beat this (4♥ requires four defenive tricks) and not knowing of the major fit, opted to defend. 5♣ made for +600.
Read into that what you will.
If south thinks contracting for 11 tricks is fine, why couldn't he bid 4♥, then 5♥ over 5♦?
Besides that, heart slams could be lost if we don't support now.
Um...
He could. The 5-level heart contract failed, but the five-level club contract succeeded.
The point to this hand was that perhaps this swan plays better in clubs, such that the extra level to play in clubs warrants consideration, because a sacrifice in diamonds over 5C is less interesting to the opponents than a sacrifice over 4H.
Whether this is or is not sound thinking, this was an interesting hand for the psychology of the thing. When selecting between contracts, if the major contract at the four-level is likely to produce on trick less than the minor contract at the five-level (a big if, perhaps), then the bid of the minor might make sense to avert a luctrative sacrifice.
Or, if the two contracts would be at the same level (not this situation, but illustrated by this auction), then you may avert a sacrifice by bidding the contract that hides the known fit rather than the one that reveals the known fit.
-P.J. Painter.
#16
Posted 2010-January-13, 07:23
kenrexford, on Jan 12 2010, 07:46 PM, said:
Interesting ... I was expecting that not to happen, reasoning that with four hearts opposite four (or five), the number of losers in the suit would be the same whether they were trumps or not. So what happened? A club ruff?
-gwnn
#17
Posted 2010-January-13, 07:46
billw55, on Jan 13 2010, 08:23 AM, said:
kenrexford, on Jan 12 2010, 07:46 PM, said:
Interesting ... I was expecting that not to happen, reasoning that with four hearts opposite four (or five), the number of losers in the suit would be the same whether they were trumps or not. So what happened? A club ruff?
Less interesting than that.
Dummy had the spade King, which provides a pitch in hearts. Hearts were 4-1. This is a common theme with swan hands.
-P.J. Painter.