If modern bidding manuals ever got this far, how do you think they would advise people to play the following:
(1) a repeat of the fourth suit, e.g.:
1♥ - 2♣
2♦ - 2♠
(anything) - 3♠
(2) a jump in the fourth suit (except 2♠)
1♥ - 2♣
2♦ - 3♠
Possible hands you might want to cover with such bids are:
(a) natural, minimum hcp but fair playing strength
(b) natural, strong and GF
© cue-bid (or specifically splinter), agreeing the last-bid suit by partner
Do you have any strong views, or other possible uses?
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Fourth-suit bidding
#3
Posted 2011-March-21, 10:05
The first depends on anything, the second auction is a splinter but it depends on the specific auction.
Please note: I am interested in boring, bog standard, 2/1.
- hrothgar
- hrothgar
#4
Posted 2011-March-21, 10:13
#1 Asking for a half stopper, the 2-suiter can be shown by kumping direct to 3S.
#2 see game forcing 2-suiter
This is of course not the only interpretation.
With kind regards
Marlowe
#2 see game forcing 2-suiter
This is of course not the only interpretation.
With kind regards
Marlowe
With kind regards
Uwe Gebhardt (P_Marlowe)
Uwe Gebhardt (P_Marlowe)
#5
Posted 2011-March-21, 14:43
Well, I'll tell you what we play, although I'm not claiming it's obviously right or best.
1) A repeat of the fourth suit is natural and forcing if opener bid NT, otherwise it is 're-fourth-suit' showing a good hand that still doesn't know what to bid.
1H - 2C
2D - 2S
2NT - 2S = 5 spades and 6 clubs
1H -2C
2D - 2S
3C - 3S
opener is likely to be 2=5=4=2 or 1=5=4=3, responder might, say, have a 3=2=2=6 game force with Axx in spades; if opener is 2=5=4=2 with Qx of spades he'll bid 3NT, if he is 1=5=4=3 then 5C/6C will be the spot.
2) A jump in the fourth suit is natural iff opener has opened 1D and rebid 2C. 1D - 1S - 2C - 3H is non-forcing, at least 5-5 (usually 6-5); 1D - 1H - 2C - 3S is forcing 5-6.
Otherwise a fourth suit jump is usually a splinter for partner's second suit.
3)
Before we played transfer responses to 1C, we used to play that
1C - 1D
1H - 1S
= fsf for 1 round, opener raises to 2S with 4 of them
1C - 1D
1H - 2S
= invitational(+) hand with 3 clubs. Allows you to play in 2NT opposite a 4=4=1=4 or a 3=4=1=5 with short honours, and makes slam investigation easier by responder on this shape.
This in the context that 1C - 1D - 1H denies a balanced hand, so a spade fit is very rare.
1) A repeat of the fourth suit is natural and forcing if opener bid NT, otherwise it is 're-fourth-suit' showing a good hand that still doesn't know what to bid.
1H - 2C
2D - 2S
2NT - 2S = 5 spades and 6 clubs
1H -2C
2D - 2S
3C - 3S
opener is likely to be 2=5=4=2 or 1=5=4=3, responder might, say, have a 3=2=2=6 game force with Axx in spades; if opener is 2=5=4=2 with Qx of spades he'll bid 3NT, if he is 1=5=4=3 then 5C/6C will be the spot.
2) A jump in the fourth suit is natural iff opener has opened 1D and rebid 2C. 1D - 1S - 2C - 3H is non-forcing, at least 5-5 (usually 6-5); 1D - 1H - 2C - 3S is forcing 5-6.
Otherwise a fourth suit jump is usually a splinter for partner's second suit.
3)
Before we played transfer responses to 1C, we used to play that
1C - 1D
1H - 1S
= fsf for 1 round, opener raises to 2S with 4 of them
1C - 1D
1H - 2S
= invitational(+) hand with 3 clubs. Allows you to play in 2NT opposite a 4=4=1=4 or a 3=4=1=5 with short honours, and makes slam investigation easier by responder on this shape.
This in the context that 1C - 1D - 1H denies a balanced hand, so a spade fit is very rare.
#6
Posted 2011-March-22, 23:41
VixTD, on 2011-March-21, 09:13, said:
(1) a repeat of the fourth suit, e.g.:
1♥ - 2♣
2♦ - 2♠
(anything) - 3♠
1♥ - 2♣
2♦ - 2♠
(anything) - 3♠
Repeating the fourth suit means you really do have the fourth suit (and more of the first suit you bid).
VixTD, on 2011-March-21, 09:13, said:
(2) a jump in the fourth suit (except 2♠)
1♥ - 2♣
2♦ - 3♠
1♥ - 2♣
2♦ - 3♠
This is usually a splinter for the second suit. Opener rebids 3NT if he doesn't truly have the suit he bid, he was making it up cause he couldn't think of a better rebid. Any other bid but 3NT sets diamonds as trump.
I ♦ Transfers
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