The One Diamond Opening Bid
Opening one diamond with 11-15 HCP and perhaps only a singleton in the suit
might be the weakest part of Nannie. The best way to treat it is as a
natural bid but semiforcing, but what does semiforcing mean? Hmmm... well,
it's easy to pass holding no points and four or more diamonds, but what
If responder is short in diamonds? If partner has opened with a small
doubleton in that suit the opponents may let her play there. That can't
be good. So, regardless of how few points responder may have, she should
bid unless she has at least four diamonds.
Bidding with no points means we will probably get too high, but at least
we are more likely to have a fit and less of a disaster. Occasionally
we will even steal the hand from the opponents.
Passing 1
implies at least four
diamonds.
Responding 1
or 1
does not promise 6 HCP.
It can be demoralizing playing in a 2-2 diamond fit, especially when you
have a 4-4 fit in a major. Let's try to avoid it.
What I am about to advocate may not sit well with you, but it works.
Suppose you hold this hand:
Axx
xxx
xx
xxxxx
You can't pass and you have no bid. What to do? May I suggest you bid
1
and not 1
? Even if you had
four spades this would be the right response.
Here's the reason - If partner has four hearts she will raise you and you can pass, playing
in a 4-3 fit. It can't be worse than playing in diamonds. But if instead she
rebids 1
you can pass and perhaps play at the one level. And
of course you would pass a rebid of 1NT. (And wouldn't it be great if partner were to
rebid 2
?)
INVERTED RAISES
Responder Raises to 3
A jump raise in diamonds is weak! It also denies a four card major
and should have a minimum of five diamonds. Mostly its purpose is to
be preemptive and keep the opponents off balance.
Responder Raises to 2
With 12+ HCP and no four card major an immediate raise to two diamonds
promises at least four diamonds and asks the question,
"Can we can play in a notrump contract, partner?"
A longer discussion on the Inverted Diamond Raise can be found
here.
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