You could play 4-way transfers:
2♠->clubs
2NT->diamonds
or, if you want 2NT as a natural invite:
2♠->clubs, or invitational with diamonds
3♣->diamonds, either weak or slamish
If you need both 2NT and 3♣ for other purposes so that all weak or slamish minor 1-suiters go into 2♠, then maybe (I am just making this up):
2♠, then 3♥: slamish with clubs
2♠, then 3♠: slamish with diamonds
2♠, then 3NT: 5-5 minors, nonforcing but some slam interest
2♠, then 4♣: 5-5 minors, opener now sets trumps with
.....4♦->clubs,
.....4♥->diamonds
What is this?
#21
Posted 2010-May-17, 11:49
The world would be such a happy place, if only everyone played Acol :) --- TramTicket
#22
Posted 2010-May-17, 12:28
ArtK78, on May 17 2010, 05:31 PM, said:
gnasher, on May 17 2010, 11:23 AM, said:
jillybean, on May 17 2010, 04:20 PM, said:
4N becomes your ♥ cue bid.
Indeed, but that's rather less useful than a 4♥ cue-bid. Over 4♥ partner can bid 4♠; over 4NT he can't.
True, but, if you have the agreement that 4♥ is kickback and 4NT replaces the heart cue bid, you cue bid spades before hearts. Bypassing 4♠ to cue bid 4NT (hearts) implies no spade control.
So:
- We can't cue-bid spades and then bid Keycard
- We can't cue-bid hearts, cue-bid spades and then bid Keycard
... that would still not be conclusive proof, before someone wants to explain that to me as well as if I was a 5 year-old. - gwnn
#23
Posted 2010-May-17, 12:46
If your system (2s first response) is a given, then Helene's point that 4m not only sets trump, but also is minorwood makes total sense. U don't need a minor raise to know you have a fit because of the NT opening bid.
Opener should not be the one in charge of this auction, so KB from that side is not a good idea.
These things don't seem to come up in MSS or Walsh Relay auctions, but that is a whole new hijack.
Opener should not be the one in charge of this auction, so KB from that side is not a good idea.
These things don't seem to come up in MSS or Walsh Relay auctions, but that is a whole new hijack.
"Bidding Spades to show spades can work well." (Kenberg)

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