I am trying to work out better the details of our Precision 1D opener.
I'll list below the status of the framework before dealing with the specific question.
Thanks to anyone will contribute with constructive suggestions!
- We play (12)13-15 NT, so our 1D opener guarantees 4+ diamonds and usually an unbalanced hand.
- We play that 1D-1M-1NT rebid is a catchall, either for canapè in the minors (4D5C hands) or for hands with 5D and 4H in the sequence 1D-1S-1NT.
EDIT: we also include 1=4=4=4 hands if responder bids spades.
Opener's 1NT rebid is NONFORCING
- We chose to use 1D-1M-2NT and 1D-1M-3D to discriminate distributional reverses with and without 3 card support in the major (distrib. reverses with 4 card support will just bid 1D-1M-3M).
a. 1D-1M-2NT = distributional reverse (5-5.5 losers) with exactly 3 card support in the major and a good diamond suit.
Example 1 of opener's hand: 1D-1H-2NT
x-QTx-AKJxxxx-Kx
b. 1D-1M-3D= distributional reverse (5-5.5 losers) with at most 2 card support in the major and a good diamond suit
Example 2 of opener's hand: 1D-1H-3D
x-xx-AKQxxxx-KTx
c. 1D-1M-3M= distributional reverse (5-5.5 losers) with 4+ card support in the major, usually good diamonds.
Example 3 of opener's hand: 1D-1H-3H
x-QTxx-AKJxxx-Kx
THE QUESTION
A. Let's assume that 1D-1M-3D is a 5 losers hand (usually good 1 suiter without major fit).
1. Now how does responder checkback for club stopper and or spades stoppers ?
2. How does he investigate for slam in his own major ?
B. If you did not agree on the meaning of 1D-1M-3D rebid (distributional reverse in misfit), please suggest *simple* alternatives to discriminate reverse hands with 4+ fit, 3 card fit , and no fit (if I wanted a complicated I'd use 1D-1M-2oM as "Multi-meaning distributional reverse) that
- still allow to checkback for NT stoppers in sequences where we do not have a 4-4 fit.
- do not force me to play in a moysian major fit if I do not want to
- 1D-1M-2C/2D must be nonforcing (e.g. I won't use 2C rebid as 1RF)

Help
