2C -2H/2S in precision
#1
Posted 2015-September-17, 15:11
North
S Qxx
H Qx
D Ax
C A9xxxx
South
S AKJTxx
H AKxx
D xxx
C -
The auction went 2C - 3S - 4S - pass. 7 makes fairly easily but would be hard to find. We certainly should be in 6 but I can't see how we should have bid differently given our methods. East could have cue bid after opener bid 4S but was worried about three quick diamond losers. It would have been much easier if 2C - 2S was forcing for one round.
#2
Posted 2015-September-17, 15:37
In any case, North has a clear 4♦ cue bid with 2 aces, queen of partners strong suit, and 2 possible ruffing suits. Was North waiting for an invitation to cue bid?
#3
Posted 2015-September-17, 15:51
#4
Posted 2015-September-17, 17:55
a.k.a. Appeal Without Merit
#5
Posted 2015-September-17, 18:19
#6
Posted 2015-September-17, 19:27
johnu, on 2015-September-17, 15:37, said:
In any case, North has a clear 4♦ cue bid with 2 aces, queen of partners strong suit, and 2 possible ruffing suits. Was North waiting for an invitation to cue bid?
We don't have an agreement that 4D there would agree on spades. It would show something like 6-5 in the minors.
#8
Posted 2015-September-18, 02:29
#9
Posted 2015-September-18, 05:58
On the given methods you should have a meta rule although. On the auction 3♠ sets trumps unless responder bids 3N or 5C. That means that other bids have to be supporting for spades. In that case you just start a normal cuebidding sequence.
Compare this to natural - 1♣-1♠, 2♣-3♠ for example- IMO here, it applies similarly.
#10
Posted 2015-September-18, 11:33
2R are transfers (5+M), super accepts including 2N with doubleton, 3♣ rejects (singleton M), otherwise GF available after xfer.
2♠ is GI+ with 3+♣ [helping to decide between 3N and 5♣, or slam invitational], asking for suit quality and shortness
3♣ = minimum, then 3♦ (if responder GF+) asks for shortness, 3M = singleton, 3N = singleton♦
3suit = max (GF), ratty clubs, shortness in suit
3N = max (GF), ratty clubs, no shortness
2N is GI+ without clubs - balanced (doubleton♣) or singleton♣, and no 5+M
3suit shows max, singleton
3N shows max, no singleton
3♣ is preemptive
3♦ is to play
This can also be played with 2♣ showing 5♣ and 4M, with the appropriate modifications to 2♠ and 2N for club length.
#11
Posted 2015-September-18, 16:22
kwiktrix, on 2015-September-18, 11:33, said:
The main modication you need is to allow 2red on a 4 card major. The bidding space is very tight but there is just enough space to get almost everything in.
#12
Posted 2015-September-18, 17:16
kwiktrix, on 2015-September-18, 11:33, said:
2R are transfers (5+M), super accepts including 2N with doubleton, 3♣ rejects (singleton M), otherwise GF available after xfer.
2♠ is GI+ with 3+♣ [helping to decide between 3N and 5♣, or slam invitational], asking for suit quality and shortness
3♣ = minimum, then 3♦ (if responder GF+) asks for shortness, 3M = singleton, 3N = singleton♦
3suit = max (GF), ratty clubs, shortness in suit
3N = max (GF), ratty clubs, no shortness
2N is GI+ without clubs - balanced (doubleton♣) or singleton♣, and no 5+M
3suit shows max, singleton
3N shows max, no singleton
3♣ is preemptive
3♦ is to play
This can also be played with 2♣ showing 5♣ and 4M, with the appropriate modifications to 2♠ and 2N for club length.
Yes, an approach that is workable (assuming you do NOT open 2♣ with a 4-cd Major).
We play the transfers as conditional: If opener has zero or one card he rebids 2NT or 3♦ with a maximum, otherwise rebids 3♣.
With a maximum and 3-cd support opener can jump accept.
I have played this scheme for 5 years in two Precision Partnerships.
C3: Copious Canape Club is still my favorite system. (Ultra upgraded, PM for notes)
Santa Fe Precision ♣ published 8/19. TOP3 published 11/20. Magic experiment (Science Modernized) with Lenzo. 2020: Jan Eric Larsson's Cottontail ♣. 2020. BFUN (Bridge For the UNbalanced) 2021: Weiss Simplified ♣ (Canape & Relay). 2022: Canary ♣ Modernized, 2023-4: KOK Canape.
#13
Posted 2015-September-19, 18:17
phoenix214, on 2015-September-18, 05:58, said:
On the given methods you should have a meta rule although. On the auction 3♠ sets trumps unless responder bids 3N or 5C. That means that other bids have to be supporting for spades. In that case you just start a normal cuebidding sequence.
Compare this to natural - 1♣-1♠, 2♣-3♠ for example- IMO here, it applies similarly.
That sound like a very sensible way to handle this kind of hand. Thanks very much.
#14
Posted 2015-September-21, 12:10
Zelandakh, on 2015-September-18, 16:22, said:
I do not like any strong club flavor that allows a 4cM in a 2♣ opening. Open these with the nebulous 1♦ or use 4cM/canapé.
However, assuming that this is what the 2♣ opening shows, a transfer response with only 4cards in the major will not be viable, since opener with 3cards in that major will not know whether you have 4 or 5. This is particularly confusing when responder is 44 in the majors and hits an opener with 4=3=1=5.
While you can show 45 and 54 with a transfer and switch, you can't differentiate between 4cM and 5cM and will end up in a Moysian fit, when a better contract is available.
#15
Posted 2015-September-21, 17:32
kwiktrix, on 2015-September-21, 12:10, said:
However, assuming that this is what the 2♣ opening shows, a transfer response with only 4cards in the major will not be viable, since opener with 3cards in that major will not know whether you have 4 or 5. This is particularly confusing when responder is 44 in the majors and hits an opener with 4=3=1=5.
While you can show 45 and 54 with a transfer and switch, you can't differentiate between 4cM and 5cM and will end up in a Moysian fit, when a better contract is available.
I agree wholeheartedly that taking the 4 card majors out makes the 2♣ opening better but it has a negative effect elsewhere. Whether it is worth it depends on how the system is built - in the case of my system I decided it was not, partly because the 1♦ opening is real and not nebulous.
Transfers with a minimum of 4 cards are fully viable. I have posted the structure here many times so a simple search should yield the appropriate results. 4-4 majors are no problem, you first bid 2♦ and then continue with 2♠ if Opener shows 0-2 hearts. In the case of Opener holding 4=3 in the majors they rebid 2♠ and the correct fit is discovered. The most difficult case with both majors is actually 5♠4♥ invitational, for which I have taken the luxury of using a specialised 2NT response. There are some other problem cases too but differentiating between 4 and 5 card majors is generally not an issue.
#16
Posted 2015-October-13, 11:42
bob100147, on 2015-September-17, 15:11, said:
North
S Qxx
H Qx
D Ax
C A9xxxx
South
S AKJTxx
H AKxx
D xxx
C -
The auction went 2C - 3S - 4S - pass. 7 makes fairly easily but would be hard to find. We certainly should be in 6 but I can't see how we should have bid differently given our methods. East could have cue bid after opener bid 4S but was worried about three quick diamond losers. It would have been much easier if 2C - 2S was forcing for one round.
I prefer 2♣-2♥/2♠ to be forcing. Forcing bids cover a much wider range of hands. Now and then responder will pass 2♣ when standard bidders would find their major suit fit, but that is more than offset by the excellent results from opening the descriptive and semi-preemptive 2♣.