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AWM's 1H-1S-1NT method


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Maybe easier for me to repeat the idea here. There are two different versions, depending on whether 1 is limited or not. In both cases after 1-1:

 

2 = artificial spade raise

2, 2, 2 = natural

1NT = includes all hands with diamonds, or 2533

2NT+ = precision-style rebids

 

The benefits are that you gain a cheap 2 call when opener has +, which is otherwise a very awkward sequence in standard bidding, and that you gain a second way to raise spades at the two-level (distinguishing good/bad raises or 3/4-card raises, your choice). The main losses are that you can no longer play in 1NT after 1-1-1NT, and that you are forced to raise spades on three-card support with some balanced hands.

 

For the version where 1 is unlimited, we can also use 1NT as a form of Gazzilli, so that it captures all 17+ hcp hands as well as the hands with diamonds (or 2533). Responder's rebids are then:

 

2 = enough for game opposite the strong hand

2/2/2 = less than 8 hcp, preferences opposite a presumed + two-suiter

higher = natural and GF (could instead use 2NT to show 4/6+m with GF balanced hands starting 2)

 

After 1-1-1NT-2:

 

2 = 3+ and minimum; partner can pass or correct or invite just as he would over 1-1-2 natural auction.

2 = GF, but not suited to a more descriptive rebid; typically 5/4m w/o spade fit, or 6 without a great suit, or balanced

2 = 3+ and GF

2N = 6/4m GF

3m = 5/5 GF

3 = GF very good 6+ heart suit

3 = very strong 4522 hand (asks cues)

 

After 1-1-1NT-2 thru 2:

 

This sequence is NF even for a minimum strong hand (like 17-18), so pass is very possible. Otherwise:

2 = 17-18 points without diamonds, quite NF

2 = 17-18 points with 3, not forcing

Else = mostly GF, although raising the suit partner just named at the two-level is just a strong invite

 

When compared to "standard" Gazzilli, you gain the ability to play 2m in minimum opener's second suit, which is a big help.

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If you want the 1H-1S-1NT as a form of Gazilli (all strong hands), I've got a copy of TNS continuations. They take quite a bit of learning.
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