Everyone Needs a Forcing Raise

This is not really a bidding theory post, it's more of a practical thing.

In my regular partnerships I play very complex systems. But I also play with lots of different people from the club, and then we play simple versions of Acol. Now, I'm not a big fan of Acol, but if it's just for the odd evening I don't really feel I miss anything from my more complex systems ... except for one thing.

Traditional Acol has no bid which shows a forcing raise of a suit opening. If partner opens a major and you have a game-forcing hand with 4-card support, you are supposed to start by bidding a new suit, and then support partner at game level on the next round (a "delayed game raise"). With a very strong hand you might have to start with a jump-shift. (These days splinters have become very popular - widely understood even at the club - but they don't help you when you don't have shortage.)

The problem is that this just doesn't seem to work. Either you or your partner has to guess whether to go past game, and my experience is that it is very difficult to guess well. In order to have a sensible auction, you really need to tell partner that you have a game-force with support before you reach game level. So, you need a forcing raise.

For me this really became very evident in the last few weeks. I saw six hands suitable for a forcing major-suit raise - three in a beginners' class, two in the club duplicate and one in a league match. Of these, there were two missed small slams, one grand played in game, one poor slam going off and one hand played at the five-level with three losers. Only one time was the hand bid to the right contract. But in each case where it went wrong you couldn't say anyone had made an obvious mistake. And in each case the hand would have been trivial to bid with a forcing raise (apart perhaps from the grand slam, which might only reach six).

So it's clear to me now: if you have a new partnership - even for just one evening, and no matter who your partner is - you have to agree a forcing raise. Forget about defences to 1NT or other such trivial matters. You can do without those. You can't do without a forcing raise.

This applies even to beginners. Generally you would like to teach a beginner basic natural methods, leaving any unusual conventions to people who have reached a more advanced level. But for raises it's totally the opposite way round. A beginner is hopelessly lost without a bid which shows this hand, whereas it takes expert judgement to play delayed game raises. This is a rare example of how adding a convention actually makes the game much easier to play. Club players are often criticised for using Blackwood too early in the auction; but in many cases this is because they have no reasonable alternative. If they haven't been taught a forcing raise, what else would you expect?

The good news is that the EBU's teaching methods now appear to be recommending 3NT over a major-suit opening as a "pudding raise" (showing a raise to game without a shortage to splinter in). But this hasn't yet permeated through to the ordinary bridge player in the way that splinters have. A pudding raise is excellent for beginners or for a one-off partnership, though it doesn't solve all problems and so a lower forcing raise would be preferable (but requires more complicated responses). When I played with David H at Cambridge we thought we couldn't afford to give up our natural inviatational 2NT response (I might have a different opinion now!) and so we used 3C as a raise instead. We started winning IMPs every time it came up. I've never seen a convention which made such an immediate improvement to a system as this one did.

This was all assuming a major-suit opening. And indeed it is more important to have an artificial raise for the majors than for the minors. But this is only because of frequency: with, say, 4-4 in a major and a minor, if partner opens the major you need to raise immediately, whereas if he opens the minor it's more normal to bid the major-suit first. Thus a minor-suit raise is only really needed when we have a single-suited hand - but when this does come up it is no less important than it was for the majors. In a simple system I might like to use a jump in the other minor as a game-forcing raise. Admittedly, when it comes to the minors, if you're playing in a one-off partnership you might just hope it doesn't come up. That wouldn't work for the majors though.

I've heard some traditionalists say that you can get by without an artificial raise. Perhaps you can, just about, get by. But as I said, it takes expert judgement to play delayed game raises with any sort of effectiveness. And if you then go and look at the systems the experts are actually playing ... they are unanimous that an artificial raise is a good idea.

So my conclusion is not so much that it's nice to play a forcing raise - because I'm sure you knew that already - but that if you have a beginner who is learning Acol, or a new partner who plays old-fashioned methods, this is one thing you really must add to their system.

Stayman v. Keri

Keri is Ron Klinger's system of responses to a 1NT opening, as described in his book "Bid Better, Much Better After Opening 1NT". I played this in my partnership with Mark. But since then I've gone back to ordinary Stayman, and in this post I'll try to explain why.

In Keri a 2C response forces opener to bid 2D. There are then three basic sequences which take care of the hands which would have bid Stayman in standard methods:

• 1NT : 2C , 2D : 2M shows an invitational hand with 4 or 5 cards in the major.
• 1NT : 2D , 2H : 2S shows an invitational hand with both majors. (The 2D response in Keri is a transfer to hearts, but differs from a standard transfer in that in can have only 4 hearts if it is invitational with both majors.)
• 1NT : 2C , 2D : 2NT shows a game-forcing hand.

The first of these sequences is the one we need to focus on, since it is the only really fundamental part of the system. (There are variants of Keri which deal with game-forcing hands differently to the "book" version above.)

The idea is that after 1NT : 2C , 2D : 2M opener will pass with a minimum hand with 3 or 4 cards in the major. Thus a big advantage of Keri is being able to stop in 2M - particularly when this is a 4-4 fit (where a Stayman auction would have reached 3M after 1NT : 2C , 2M : 3M) or a 5-3 fit. There are plenty of examples of this in the book. The disadvantages, on the other hand, are not so clearly spelt out!

The main problem with the 1NT : 2C , 2D : 2M sequence is the ambiguity in responder's major-suit length. It could be either 4 or 5 cards - and having to cater for both is a little uncomfortable. In particular, it makes a difference to the the type of hand on which opener wants to accept the invitation. When responder has only 4 cards in the major he is mainly interested in whether opener is minimum or maximum in high cards. But when responder has a 5-card suit, fit tends to be more important. In an attempt to cater for both types, Keri uses a 3C bid by opener to show a minimum with good fit - but of course when you do this you are losing the chance to play in 2M, which was supposed to be the advantage of playing Keri. And in any case this still doesn't solve the problem that there can be a big difference between 2- and 3-card support when responder has 5-cards, but there isn't when responder has only 4.

Another issue is that you frequently play in a 4-3 fit. Opener passes the 2M bid whenever he is minimum with 3-card support. As Klinger's book points out, this often works quite well. But it does rather depend on the hand. Playing a 4-3 fit looks great when responder has a good suit and opener has a weak side-suit doubleton. It looks rather less clever when responder's suit is bad and/or opener is flat. The difference is highlighted at matchpoints where you are going very much against the field (and if 2M makes the same number of tricks as no-trumps you will score badly). Unfortunately the system forces you to play 2M every time. So you end up with some good results and some bad results. Klinger's book seems to be trying to persuade us that it is a winner on average; this wasn't my impression from playing it.

There is no doubt that when responder has a five-card suit and the invitation is rejected, you are pleased to be able to play in 2M. But here Stayman can be even better than Keri, at least when the suit is spades. Playing Stayman we can use 1NT : 2C , 2red : 2S to show an invitational hand with 5 spades. When this comes up we get all the benefits of Keri but without the ambiguity about spade length. As mentioned above, this helps opener in knowing when to accept the invitation. But, even better, it means that opener can pass with a doubleton. A 5-2 fit does tend to play better than no-trumps, particularly if responder is unbalanced. In Keri you have to bid 2NT over 2S with a doubleton spade, in case responder has only four. But when responder has a 5-card suit you would generally prefer to play 2S in the 5-2 fit rather than 2NT.

This is not available when the suit is hearts. If we play Stayman we have to start with a transfer on an invitational hand with 5 hearts. My preference is that opener should be keen to super-accept with a good heart fit, so when responder has a borderline invitation he should transfer and then pass 2H. This can also work better than Keri on those hands (since we play 2H rather than 2NT opposite a doubleton). On the other hand, a sound, fairly balanced invite with hearts is certainly better bid in Keri.

One nice thing about Keri is the continuations after a transfer: because 2NT is not needed as invitational, it can be used to improve the game-forcing sequences instead. However, this is not really an advantage of Keri since it can also be easily incorporated into a Stayman-based system. Playing Stayman-then-2S as an invite frees up 1NT : 2H , 2S : 2NT just like in Keri; and if we are playing Stayman we don't need to use 1NT : 2D , 2H : 2S for 4-4 majors like Keri does, so there is plenty of room here as well.

There are more problems if you play the "book" version of Keri. One that particularly bothers me is that while Stayman is notorious for giving away information to the opponents unnecessarily (when opener shows or denies a major that responder is not interested in), Keri is, if anything, even worse in this respect. After 1NT : 2C , 2D : 2NT opener reveals whether or not he has a doubleton, even though this information may not be needed by responder. A similar thing happens after 1NT : 2C , 2D : 2M if opener has enough to accept the invite. Against opponents who are good enough to make use of the information this is a very bad idea.

Finally, you do need to think carefully about how you will cope with interference, and the book is a little short on detail here. I remember once, after bidding 2C and hearing a 2S overcall, not being sure whether 3D would now be weak or invitational. (It may not even be possible to distinguish.) In the Junior Camrose this year a player responded 2D to 1NT on an invitational hand with 5 spades and 4 hearts, and then heard a 2S overcall! This should have gone for a four-digit penalty, but instead they had a misunderstanding and ended up in a silly contract. A transfer which only guarantees 4 cards does tend to cause problems in competition even if you are well-prepared. More generally, you'd better be sure you know how much of the artificiality applies in a competitive auction. This significantly increases the amount of work involved.

My conclusion is that while Keri is a decent alternative to Stayman, it certainly isn't "Much Better" as the title of the book claims. Perhaps the best thing about the system is that if you and your partner both know the book, you can agree "Keri" and immediately have a complex, rather effective system ready to go, without needing to develop it for yourself. But, in my opinion, if you had a book which was based on Stayman that could be even more effective.

Systemic Opening Pass (part 2)

Following on from the previous post, let's assume we are playing a system which uses a natural 2C opener, and have agreed to pass hands of minimum opening strength with 1=4=3=5 or 4=1=3=5 shape.

The reason we might pass 1=4=3=5 hands was explained in the previous post. Hands with 4=1=3=5 shape are very similar: in particular, the singleton heart gives us a way to get back into the auction later if opponents bid hearts. The 4=1=3=5 shape is not quite so good for passing as 1=4=3=5, but the problems with finding an opening bid are the same. (In a standard "natural" system, on the other hand, it would be ridiculous to pass 4=1=3=5 hands with opening strength: there is no problem with either the opening bid or the rebid.)

Now, if a pass can be made on up to 13 HCP, we need to make some changes to the methods we use as a passed hand. In particular, there is a problem if partner opens 1-of-a-suit in third or fourth seat. Here we have the values for game unless partner has made a tactical light opening, but using traditional methods it is difficult to see how we can bid the hand. A natural 2C would normally be played as non-forcing by a passed hand, and in some circumstances a 2C response might even be played as artificial (Drury).

Since the "strong" hand types have such specific shapes, I think the solution is to use a specific response to show these hands. For example, over a 1S opening we could use a jump to 2NT to show the 1=4=3=5 type with 11-13 HCP. Normally most jumps by a passed hand are used to show hands with support for partner, but these do not come up particularly often, and with both opponents passing there is no particular need to have lots of bids which show support. So it makes a lot of sense to use some of the jumps for a new purpose.

If it is the opponents who open the bidding, there is not so much need for specifically-designed methods. If they bid one of our long suits there is no need to come into the bidding at all. If they bid our short suit, on the other hand, it is quite safe to come into the bidding even at relatively high levels, since a take-out double describes the hand very well. A take-out double does not necessarily show the "opening pass" type of hand - it could just be a normal maximum pass with ideal shape - but partner will be aware of the possibility.

The systemic pass on minimum 1=4=3=5 and 4=1=3=5 shapes makes a big difference to the 2C opening bid. The traditional Precision 2C opening shows either 6 clubs or 5 clubs and a 4-card major. Playing a systemic opening pass we can guarantee that if the hand does have only 5 clubs, it will be at the maximum end of the range. This is because, for weaker hands:

• With 1=4=3=5 or 4=1=3=5 we can pass;
• With 2=4=2=5 or 4=2=2=5 we can pretend the hand is balanced;
• With a hand short in diamonds we have an alternative opening bid available: a three-suited opening bid in traditional Precision, or a 1C opening in Polish Club.

When responding to a 2C opening this information is very helpful: it means we can investigate game with an invitational hand knowing that if opener does not have the values for game, he will always have a six-card club suit for us to fall back on. Whereas in standard Precision we might play an uncomfortable 2NT contract after 2C : 2D , 2M : 2NT, if minimum 5-4 hands are passed this sequence should probably be played as forcing, which in turn makes life easier for responder when he holds a strong hand.

Playing this agreement means that a 2C opening bid will only very rarely have precisely 5 clubs. Ideally we would like 2C to absolutely guarantee a 6-card suit. Some versions of Precision do this by putting the other hands into 1D, but a systemic pass is a very good alternative for the minimum hands. A more extreme version of the systemic opening pass would pass all hands in range for 2C if the shape was right, but now you get to the point where partner will want to allow for the strong type when deciding whether to open the bidding; once this happens you are not really playing a standard system any more. Of course, there is not necessarily anything wrong with unusual systems, and it would be amusing to see how a genuine two-way pass system would fare, for example:

Pass = 0-10 HCP any shape, or 11-16 HCP unbalanced with 4+ clubs and a 4-card major
1C = 11-13 HCP balanced / 44(41), or any hand with 17+ HCP
1D = 5+ diamonds, 11-16 HCP
1H = 5+ hearts, 11-16 HCP
1S = 5+ spades, 11-16 HCP
1NT = 14-16 HCP balanced / 44(41)
2C = 5+ clubs, no 4-card major, 11-16 HCP

Partner would be expected to open in 3rd or 4th seat with any 9+ HCP. Perhaps this sort of thing should not be taken too seriously, but it might be worryingly playable. (Except that it's almost certainly illegal, of course.)

Systemic Opening Pass

Suppose we hold this hand as dealer, playing Polish Club:

S 8
H KQ73
D AQ7
C JT653

What do we do? The normal opening bid with this shape is 2C, but the club suit doesn't really look good enough for that. Alternatively we could consider opening 1C, but then partner will expect a balanced hand, not a small singleton in spades.

I believe that by far the best option is to pass this hand.

Now, certainly, this hand is better in terms of playing strength than a typical balanced 12-count which is an automatic opening bid. But when deciding whether to open the bidding it isn't all about strength. In particular it is perfectly appropriate to consider how well our system deals with the hand. Hands with this 1=4=3=5 shape are particularly bad for systems with a natural 2C opening, so there is no need to open them on minimum values. With only 12 HCPs, passing is not an unbearable risk.

As well as being a bad hand type for opening the bidding, there are also some reasons to think that passing will work quite well. This is essentially because of the singleton spade. The singleton improves the prospects for a pass in two ways:

1. We are not so worried about the hand being passed out - firstly because the other players at the table are more likely to open if they have length is spades, and secondly because there is a good chance that if the deal is passed out, it actually "belonged" to the opponents in a spade contract.
2. If the opponents do bid spades, this hand has a good way back into the auction via a take-out double.

So if you were ever going to consider passing a hand with opening strength, a 1=4=3=5 shape is the best candidate. Indeed the same is probably true in a natural system, though there the problem is not so much in finding an opening bid, as finding a rebid after 1C : 1S.

Having observed that it can work out well to pass, we could just use this as an occasional alternative on borderline hands. But it becomes much more interesting if it is an agreed part of the system. The systemic opening pass works like this:

• We identify some specific shapes where passing seems to work well with minimum opening strength. (Let's say just 1=4=3=5 and 4=1=3=5.)
• We agree that pass is allowed with these shapes on a little more strength than normal - say up to 13 HCP.
• Now when a passed hand shows this sort of shape, partner will be aware that it can be relatively strong.
• We can also define some specific bids which show these hand types as a passed hand.

Although partner will be aware of the possibility of a stronger hand, it would be a mistake to let this affect things like our style of opening the bidding in third seat. The relevant hand types are very rare. The whole point is that we would expect passing to work well even without partner doing anything differently - at least until the passed hand gets a chance to clarify what he has. So on the first round at least, partner should just bid as normal.

Once the partnership's methods are designed to cater for these hands being passed, the pass becomes even more attractive. So we could pass hands with these shapes even when the club suit is not so bad, perhaps even with a hand like this:

S AJ96
H 5
D 753
C AQJ63

Note that these hands are still relatively bad for opening a natural 2C, because of the difficulty in investigating whether we belong in spades.

In the next post I'll go through some more implications of this agreement.

Interference over Natural Suit Openings

There is an old debate about whether a new suit by responder (e.g. 1S : (2C) : 2H) should be forcing or not. Either method is very useful when the appropriate hand type comes up - and causes difficult problems when you pick up a hand of the opposite type. If forced to choose one or the other throughout, I would prefer to play a new suit as forcing (which is standard in most parts of the world). Though non-forcing free bids do look very attractive when the suit is a major that can be shown at the 2-level.

But there is no need to choose. By using artificial tricks such as transfers we can usually show both hand types at an appropriate level. Unfortunately, different situations require different gadgets. Below are the methods I'm currently using for 2-level interference over 1D/1H/1S openings, which demonstrate all the various ideas that might be used.

1. Over a 2C overcall.

Here we use switch: that is, of the two unbid suits, a bid in one of them shows length in the other one. So:

Over 1D : (2C), 2H shows spades and 2S shows hearts.
Over 1H : (2C), 2D shows spades and 2S shows diamonds.
Over 1S : (2C), 2D shows hearts and 2H shows diamonds.

This essentially gives us both a forcing and a non-forcing bid in the higher-ranking suit, while not raising the level on the lower-ranking suit.

Note that the "switch" relies on both unbid suits being at the same level. So if you are fond of this method you could use it over spade overcalls as well, and also over 1S : (2H) and suchlike. But we actually do different things there.

2. Over 1M : (2D)

Here we free up some space by giving 2NT an artificial meaning. This allows for the following structure:

A bid of 2 of the other major is natural and not forcing.
2NT shows clubs.
3C shows the other major (stronger than the NFB).

3. Over 1D : (2M)

Again it makes sense to use 2NT as a transfer to clubs here. Unfortunately this time there is a real shortage of space, since while we would like to use 3C to show the other major, it would also be nice to have a way to show a good diamond raise below 3D. We can't realistically do both.

I currently play 3C as the diamond raise, so over 1D : (2S) we have to play 3H the traditional way, natural and forcing. Over 1D : (2H) we have 2S as a NFB and 3H showing a stronger hand with spades.

4. Over 1M : (2OM)

This is where transfers really come into their own. Again starting from 2NT we can play

2NT shows clubs
3C shows diamonds
3D is a raise. (When we have two artificial raises available below 3M, as with 1S : (2H) : 3D/3H, we use them to distinguish between 3- and 4-card support.)

Exactly the same transfers work if opponents bid 2M Michaels over our 1M opening.

Half-Astro

This is a simple defence to 1NT that I've been playing recently. It's my own invention, though given how simple it is, it would be surprising if no-one had tried it before. It works like this:

2C = both majors
2D = spades and a minor
2H/2S/3C/3D = natural

Double is normally for penalties. (A possible variation by a passed hand, or perhaps against a strong NT opening, is to play double as showing hearts and a minor.) And a 2NT bid would probably show the minors, though there are other possibilities for this as well.

The advantage compared to other Astro variants is that it is easier to play. In particular, overcaller's partner is is a better position when one of the two-suited bids comes up. For example, we can compare it to "Asptro" where 2C shows hearts and another suit and 2D shows spades and another suit, showing the weaker suit with both majors. Asptro is good at finding the right major to play in when overcaller has both majors (unlike "Astro" or "Aspro"). The problem is that for both 2C and 2D there are three different possibilities for the second suit, and it is not always easy to cater for all three. It is particularly difficult over 2D, where overcaller's partner can be faced with problems like these:

• Holding 3 spades and 3 or 4 hearts, and no interest in game. Here we want to play in 2H if overcaller has hearts. But bidding 2H invites partner to bid 3 of his minor if he has a 5-card minor. This may not be what we want: we would often prefer to play in 2S in that case (for example with 3=3=5=2 shape).
• Holding a decent hand with 4+ good hearts, where we are interested in game if partner has hearts as his second suit but want to stop in a part-score otherwise. This is impossible to handle because if we bid 2H (or 2S) then partner will pass when he has hearts, which is not what we want.

Playing Half-Astro there are not so many hand-types to worry about: instead of three possible two-suiters in each bid, we have only one (for 2C) or two (for 2D). And after either of these bids, overcaller's partner can use the next step to ask which suit is longer.

Of course, what Half-Astro does not have is a way to show hearts and a minor. With these hands we have to bid naturally (or pass if we do not have a suit good enough to overcall). But this is not such a huge disadvantage, since showing two-suited hands without spades is less important - sometimes when we could find a heart fit opponents might be able to bid spades over it.

I play this defence because it is effective and yet very simple. You could agree it with a new partner and expect not to have any mishaps. It's one of the very few conventions I've come up with which has been taken up by people who aren't my partners!

Polish Club: Responding to 1C

Since I posted the link to the Polish Club system notes last week a few of us have been practising bidding on BBO. Some parts of the notes have been clarified, and we've made some slight changes to the auctions after 1C : 1D , 1M. I expect there will be a few more details changed while we get used to playing the system. The latest version is on the webpage.

This post is about the response structure that we've chosen to use.

The responses are built around a 1D negative; 1H and 1S are natural with 6+ HCP. This is not the only possible way of doing things, but it is by far the simplest, and it's not obviously worse than anything else. When playing Polish Club, a 1D negative is very useful so that all the other responses can promise enough strength for game when opener has the strong hand. With more natural systems many people have started to use transfer responses to 1C, but if these were incorporated into Polish Club you would have to worry about how to show a strong hand while leaving open the possibility of playing in a part-score. While it is interesting to investigate how you might get this to work, I don't feel it offers any improvement on the simple negative. Another possibility is to keep the 1D negative but invert 1H and 1S; this seems to be more trouble than it's worth, forcing the bidding to 2S when opener has clubs and spades, which is worse than forcing to 2H when he has clubs and hearts.

So, our 1D, 1H and 1S responses are essentially the same as in most Polish Club variants. The other responses are perhaps a little more unusual.

In WJ05, the 2C response is forcing (with at least invitational strength), and weaker hands with clubs have to start with 1D. We prefer to bid an immediate 2C on the hands which want to play in 2C when partner has a weak NT. So 2C shows about 6-10 HCP with a 5+ suit. This works particularly well if the opponents interfere: then we are pleased to have got the club suit in immediately, whereas if we had started with 1D we would be worried about missing a club fit and do not have a strong enough hand to compete at high levels without help from opener. Even if the auction is uncontested, the 2C response is an excellent way to start when opener has a strong hand, because responder has shown a suit and limited his hand, and opener's rebids are all very easy, forcing to game with 18+.

Of course we have to find somewhere else to put the strong hands with clubs, and we use the 2H and 2S responses for this. These bids are not particularly useful as natural bids. In WJ they are natural and show strong hands, but this does not come up very often, and if opener has a weak NT (as usually happens) we have so much space available after 1C : 1M , 1NT that there is no problem showing the strong hands there. In a natural system I like to use 1C : 2M as weakish (maybe 4-8 HCP), but the main advantage of this is that 1C : 1M , 2C : 2M can then be an invitational hand (rather than having to jump to 3M). This is not needed in Polish Club because the 2C rebid promises extra strength. Using 1C : 2M to show an even weaker hand would just pre-empt partner in the very likely event that he has the strong type. So none of the normal, natural meanings for 2M make much sense in my opinion. This, then, is the perfect place to put some strong hands with a minor suit. In fact we use 2H to show precisely 5 clubs and 2S to show 6 or more.

Next we need to think about the 1NT response. It's actually rather difficult to find a suitable meaning for 1NT. Here are two possibilities that we considered:

• 7-10(11) HCP balanced, no 4-card major. This has the advantage of preventing LHO from bidding a major at the 1-level. It's also a good start to the auction if opponents do compete. On the other hand, playing 1NT this way means that the sequence 1C : 1D , 1M : 1NT is underused and gives away too much information to the opponents (they could deduce that they have half the deck).
• Showing 5+ diamonds (6+ diamonds if less than a game force). This would probably be used in conjuction with a 2D response showing 5 diamonds and 4 clubs. This has the advantage that all unbalanced hands with positive values can show their longest suit immediately over 1C, putting us in an excellent position in competitive auctions. The problem with using 1NT this way is that if the partnership has the values for game, it has probably wrong-sided the potential 3NT contract. We like to play methods where responder can show shortage when he has an unbalanced hand, but it is not so good to point out this weakness to the defence if this hand is going to be declarer.

In the end we have chosen to do neither of those things: our 1NT response is natural and shows invitational values opposite the weak type (a good 10 or 11 HCP). This is one of those bids which is a bit infrequent but is great when it comes up; it avoids having to go to 2NT to make an invite. In fact we might use this bid even on some hands with a 4-card major. We can compare this to the 1NT response in WJ05, which shows 9-11 HCP. This seems an odd choice: it is not a genuine invite, and if you allow opener to bid 2NT on a maximum weak NT you might play an unnecessary 2NT with 14 opposite 9. If you're happy bidding 1C : 1D , 1M : 1NT on an 8-count, it seems much more sensible to do this on 9-10 as well, so that 1C : 1NT can be a real invite.

Our 2D response shows 6-10 HCP with 6+ diamonds, similar to the 2C response showing clubs. This means that our 2-level responses look rather similar to those in some Swedish Club systems (2C/2D natural and not forcing, 2H/2S show strong minor-oriented hands). However, we cannot bid 2D on hands with a bad 5-card diamond suit because we frequently have shortage in diamonds for our 1C opening. So hands with 5 diamonds in this range have to go through the negative instead - these hands will either be balanced or have 4+ clubs, since we would bid 1M with a 4-card major. We also have to start with the negative on strong hands with primary diamonds.

Our 1D "negative" in fact has four possibilities:

• 0-6 HCP, any shape.
• Up to 10 HCP with no 4-card major: balanced or 5D-4C.
• Game force with 5+ diamonds, or invitational with 6+ diamonds.
• Balanced game force with no 4-card major, not wanting to be declarer in no-trumps.

As with most Polish Club variants, this means that if the auction begins 1C : 1D , 1M both partners could still have a very wide range of hands. But it is very easy to sort things out: responder bids 1NT if he wants to play there opposite a weak NT type, and now opener can make a very descriptive rebid if he has a stronger hand. We use responder's 2C and 2D rebids artificially: 2C shows the strong hand with diamonds, and 2D shows the 5D-4C type with 6-10 HCP. We do not need to worry too much about interference in this auction because both opponents have passed at least once already.

Polish Club System Notes

One of the reasons I haven't posted much on my blog recently is that I've been writing up my system notes for Polish Club. This is a system that I've been playing recently with Mike Bell, and we've tried to come up with a version which is an improvement on standard Polish Club variants such as WJ.

The notes can now be downloaded from this page.

The notes focus only on the 1C opening, and are very detailed, with a particularly extensive section on dealing with interference.

A few things that make our version different from other Polish Club variants such as WJ05 are:

• All balanced hands without a 5-card suit in the 12-14 HCP range are opened 1C.
• Not all 18+ HCP hands are opened 1C: some are opened 1D or 1H instead.
• The 2C and 2D responses to 1C are not forcing; we have artificial sequences to deal with game-forcing minor-suit hands.
• The 1NT response to 1C is invitational.
• After an overcall, we use a mixture of natural bids and transfers by responder.
• There are many other artificial sequences, both in an uncontested auction and in competition, including frequent use of opener's diamond rebids as artificial.

Some of the reasons for these things have already been discussed in this blog. I might write about a few of the other ideas at some point.

Invitational Jump-Shifts

This method is quite popular amongst players of 2/1 GF: after a major-suit opening, a jump to 3 of a lower suit is invitational and shows a good suit (6+ cards). Personally I think this is a truly dreadful idea.

The problems aren't too difficult to spot. It's a very space-consuming response. This means that it will make subsequent bidding difficult, and you can't afford to make the bid on too wide a variety of hands.

In my experience the invitational jump-shift is almost guaranteed to put opener in a difficult position. Let's try these very ordinary hands, after the bidding starts 1S : 3D -

S AJ974
H J3
D Q5
C AKT4

Here perhaps partner can stop the hearts and you can run lots of tricks in NT. Or perhaps he can't. How are you going to find out, with no bid available below 3NT?

S KQJ52
H AQJ83
D 3
C 84

Here if partner has heart support you might belong in 4H, but alternatively the hand could be a complete misfit not making anything higher than 3D. Make the hand a little stronger and you know you should be in game, but will you find 4H if that's the best spot? How will partner know you have five hearts?

S AK965
H A53
D K842
C T

A lovely hand in support of diamonds, but how do you distinguish this hand from all the other different shapes that might want to raise?

Of course, if you play a 2/1 as absolutely forcing to game, you do need somewhere to put these invitational hands. But not all invitational hands with a good suit are suitable for an IJS. It is dangerous to make an IJS on hands with tolerance for parnter's major, or with four cards in the other major, because of the possibility of missing a major-suit game. So playing IJS does not really solve the problem of what to do on these hands.

Much better, at least when one of these invitational hands comes up, is to be playing a system where a 2/1 is not absolutely forcing to game, with responder's rebid of his suit showing the invitational type. Starting at the lower level gives you so much more flexibility: not only does opener have an extra chance to describe his hand, but responder can make the bid on hands which are not such pure single-suiters, because he is not committed to showing the IJS type. For example, over 1S, hands with four hearts and a six-card minor are no longer a problem, because after a 2/1 response, responder can afford to raise a heart bid to game, and will only rebid his minor to show an IJS hand if opener does not have hearts.

Naturally this would make life more difficult when you do actually have a game-forcing single-suiter. But personally I think it is relatively easy to find a way to bid these hands. Even if constrained to play natural methods, I would much prefer to be playing 2/1 "GF except rebid" than absolute game-force. And with a bit of artificiality there is plenty of room in most cases to distinguish invitational from game-forcing hands without having to invent suits or NT bids. Certainly in a natural GF system, responder's 2-level rebids (when available) tend to be underused, and can be redefined to include the game-forcing single-suited type. Really I think that using a cheap response like 2C solely for natural game-forcing hands is a serious waste of space.

An alternative for people who want to keep their 2/1s as game-forcing is putting the invitational single-suiters into the 1NT response. This has several drawbacks. You don't get to show either the suit or the strength immediately, and if you later bid your long suit it might be difficult to distinguish this from a weaker hand. Also if 1NT is not forcing, you may well be missing a better contract if opener passes. It works better over a 1H opening than over 1S - particularly if playing Kaplan Inversion so that the "forcing NT" hand bids 1S rather than 1NT - because responder has a 2S rebid available as artificial to distinguish weak single-suiters from invitational ones. Even then, I still prefer making a two-over-one response, showing the suit immediately, if the system can be arranged to allow for it.

1M:2C Artificial: Slam Bidding

When responder has a balanced hand and is interested in slam, he can use a relay-like sequence to find out about opener's shape. Depending on the continuations being used, it may be possible to find out opener's complete shape below game level. But even if not, it should be possible to find out the most important aspects - that is, the suits where opener has length (by which I mean 4 cards or more) and where he has shortage. If you work it through, you should find that for most hands these things can all be described at or below 3NT, but for some hands with a 6-card suit or 5-5 shape, a complete description may involve bidding 4C or 4D.

We need to know how to continue after this. Relay systems have to use very different slam-bidding methods to natural systems. However, because the relay-like scheme only applies when the asker has a balanced hand, you do not need many of the very complex methods found in the most advanced relay systems. This is because when you have a balanced hand, you know that nearly all of parnter's high cards will be "working". And since you know partner's shape, you can tell which of your own cards are useful as well. So, if you are able to get a good description of the strength of partner's hand, you will be able to deduce very accurately how many important high cards your side is missing.

Standard high-card points are not a particularly good way of describing the strength of a hand for slam purposes (not for suit slams, at least); a better approach is to count points on the scale A=3, K=2, Q=1. These are called "queen points" or "slam points": I'll use SP for short. Playing standard opening bids, a minimum opener will usually have 6 or 7 SP. A hand with 9+ SP can be considered significantly better than minimum for slam purposes, and when dividing opener's strength into "minimum" and "maximum", it makes sense for the maximum range to start at 9 SP unless playing very limited opening bids.

An important question is how much to count for honours in short suits. A singleton king or queen should probably not be counted at all, though of course it could still turn out to be a useful card. A doubleton queen is more interesting. I think it is best to count a doubleton queen as worth 1 SP unless you have a 5-5 or longer two-suiter. The reason is that the main value of the queen in Qx is that it can set up an extra trick for a discard, but when you have 5-5 shape a discard is unlikely to be useful. It may make sense to compensate for this to some extent by requiring only 8 SP for a "maximum" when holding 5-5 shape. (There is no problem with having different requirements for different hand types, because responder always finds out at least this much about shape before asking for a detailed description of strength.)

The main slam-bidding tool, then, is a bid which asks opener to show his exact strength measured in SP. After responder has heard enough about shape, his 4C bid can ask about strength. Simplest is to have step replies, so that if opener has shown a minimum,

4D = 6 SP (or fewer, but this would be very rare)
4H = 7 SP
4S = 8 SP.

Whereas, if opener has shown a maximum,

4D = 9 SP
4H = 10 SP
4S = 11 SP
etc.

Sometimes 4C is not available because opener bid that to show a shapely hand, in which case 4D would be the strength asking bid. (And similarly, some agreement is needed as to what to do when opener's shape-showing bid was 4D or higher, if such a thing exists.)

Here's an example of a possible hand for responder:

S Q4
H KQJ3
D A82
C KJT5

Suppose that after a 1S opening bid, opener shows a minimum hand with 5 spades, 4 hearts, 3 clubs and a singleton diamond. We can see that the missing cards are the ace and king of spades, the ace of hearts, and the ace and queen of clubs - a total of 12 SP. The king and queen of diamonds are not important because of partner's known singleton.

Say we bid 4C asking about opener's strength and he bids 4D showing a minimum 6 SP. Then we know that there are 6 important SP missing. This could be two aces, or an ace together with the SK and CQ. Either way, this will not be a slam we want to be in, and we can sign off in 4H.

If opener bids 4H then we are missing 5 SP, which can only be the SK and an ace. Since there is no way to dispose of four of partner's spades, a 6H contract would be at best on a spade finesse, and could have no play at all. So we know to stop in game.

If opener bids 4S then we are missing only 4 SP, which must be the CQ and an ace. This time we can see that the contract should be at worst on the club finesse (barring some very bad splits), and could be much better than that if the spades are solid enough. So, this time, even without any further investigation, it looks like 6H should be worth bidding.

Generally, if you are missing 5 or more SP you are very unlikely to want to be in slam; whereas missing only 3 SP slam is likely to be good. The hardest hands to judge are those where 4 SP are missing. There you would often like more information. The example above is made relatively easy by the fact that we have the minor honours in our long suits: take away the HJ, CJ or even the CT and it is more difficult to know what to do. This is fairly inevitable because our way of describing strength does not count these cards.

So, after having found out about SP, what else might be useful to know? This is a difficult question because often there are various different combinations of cards which would make slam good. But notice that it is certainly not necessary to play any form of Blackwood. If the partnership was missing two aces, then you would find out that you were missing at least 6 SP, and this is too much for slam. Similarly, if you are missing one ace together with the king of your potential trump suit, responder will discover that at least 5 SP are missing, and this is nearly always an indication that slam is not playable. Thus, if you have enough strength to warrant bidding slam, you can't be missing two key-cards.

Sometimes it's impossible to bid slam with confidence (or avoid a bad slam) without finding out the precise location of opener's high cards. Unfortunately there is nowhere near enough space to be able to do this. We need to decide which things responder is most likely to want to know. There are two things in particular which seem to come up relatively often:

1. Minor honours in opener's long suits. If your prospective trump suit is Axxxx opposite xxx, you have no chance of making slam whatsoever. Whereas, if you have AJT9x opposite xxx, there's an excellent chance of avoiding two losers. More generally, the jack and ten of opener's long suits can make a big difference to the slam chances. It is often very useful to be able to ask about these cards.
2. Kings and queens in doubleton suits. When either responder or opener has a doubleton, honours in that suit are often much less valuable than if they were elsewhere. It is useful for responder to be able to pinpoint a particular suit and ask whether that is where some of opener's SP are. Opener should make a discouraging bid if holding the king or queen, and encourage with nothing in the suit or just the ace (which is always a useful card). This is generally more effective than asking about suits where responder wants to find honours, becuase there are usually two or three suits where honours would be useful.

So it is worth finding ways to ask about these things. Bids in suits where opener has shown two cards or fewer cannot be to play, and so they can be defined as specific asking bids. However this does not usually result in many bids being available. One way to free up more bids is to define some of responder's bids as setting trumps. For example, in situations where 4C is the normal strength ask, 4D can be used to set a particular suit as trumps (maybe opener's second-longest suit). The replies to 4D still show SP, but afterwards any bid below slam level except in the named trump suit can be an asking bid.

Another issue is the meaning of a 4NT bid. If opener has shown a 6-card suit then this should not be natural and can be used as an asking bid (but remember that Blackwood is useless). If opener only has five cards in his longest suit then 4NT should be natural - to play if the bidding is already at the 4-level, and quantitative otherwise. A quantitative 4NT is often useful when there is no big fit and responder isn't particularly interested in SP because jacks and maybe tens would be helpful as well.

1M:2C Artificial: Continuations

Since I wrote about an artificial 2C response to 1-of-a-major, some people have asked me about continuations. There are certainly plenty of options. There are a few complete schemes available on the web, but I'd imagine that for most people who want to play this sort of thing, part of the fun of the method is in designing their own structure - and doing it yourself also makes it easier to remember (though perhaps not for partner!) Still, there are a few things that can be said about how best to go about it.

First of all, natural bidding works adequately well and is a good place to start. The important thing, in my opinion, is to distinguish responder's balanced hands from hands with clubs as soon as possible, and if you play natural continuations this means responder always bidding 2NT at his next turn if this is available. It follows that you can have a problem if opener's reply to the 2C bid is 2NT or higher - these rebids do not allow an easy, natural way to continue. So ideally these replies should not be too frequent, and the natural meaning probably is a little too frequent.

At the same time, opener's 2D rebid is rather underused if played as natural. So a big improvement on strictly natural methods is to bundle some more hand types into 2D. Glen Ashton has written up a convention he calls "2Dlay" (see here) where the 2D bid shows a hand which would have rebid 2D or 2NT or 3C playing natural methods. After the 2D bid, responder can rebid 2H to ask which hand type is held (with 2S showing most hands with diamonds). If you are looking for a simple approach, this is a very good idea, since it makes the system much more efficient while still quickly leading to natural bidding later in the auction.

However, natural-based continuations have their faults. My main concern is that there is often no easy way for either partner to show the strength of their hand. This is a common problem in 2/1-based systems: hands with extra values can be difficult to bid. I feel it is much better to show something about strength explicitly as soon as possible, and this can only be done using artificial methods. Now, you can arrange things so that opener describes his strength, or so that responder describes his strength. I prefer it to be opener, because responder has some catching up to do in terms of describing his shape, and having to have two ways of showing a balanced hand would make life difficult in various ways.

But since showing shape is also very important, the description of strength cannot be too detailed, and so nearly all the methods I have seen divide opener's strength into just two ranges. For simplicity we can call the ranges "minimum" and "maximum", though if the opening bid is wide-ranging this is a bit misleading - the upper range would typically start at about 14 HCP, and the very strongest hands would have to make a further move later.

Playing artificial relay-like continuations, there is actually enough space available for opener to describe his complete shape, as well as whether he is minimum or maximum, below game level. This is what responder would want to happen whenever he has a very strong balanced hand. However, being able to do this is not the only important consideration when devising continuations. There are two reasons why responder may not want opener to describe his hand completely: firstly, it may be possible to name the final contract without having had a complete description (and further information would only be helpful to the opponents), and secondly, when responder holds an unbalanced hand he might want to make a descriptive bid himself.

Trying to take these things into account, let's look at a method which is based around the following rebids for opener:

2D = any minimum
2H = maximum, balanced or 4+ cards in a minor
2S = maximum, 4+ cards in the other major
2NT = maximum, 6+ cards in the suit opened, not 4+ in the other major

After 2H or 2S, 2NT will be a further asking bid (implying a balanced hand), whereas after 2NT, balanced hands will have to continue by bidding 3C. More interesting is the scheme after 2D: using 2H as responder's next relay, opener will reply:

2S = balanced or 4+ cards in a minor
2NT = 6+ cards in the suit opened, not 4+ in the other major
3C+ = 4+ cards in the other major: bids show the same shapes as after 1M : 2C , 2S : 2NT.

Notice the symmetry here: once opener has begun to show shape, any further bids are the same for minimum hands as for maximums.

This scheme works particularly well when it comes to responder breaking the chain of relays. As said above, the first reason responder might want to do this is if he already has enough information to be able to name the final contract. In order to achieve this, the replies to 2C are arranged so that we get the most important information first. In particular, it is very useful to know immediately if opener is minimum, since responder is unlikely to be able to sign off confidently if he does not have that information. A common auction is 1M : 2C , 2D : 2H , 2S, where opener has shown a minimum and denied four cards in the other major. This may well be enough for responder to place the contract in 3NT or 4M. [Actually, making one more relay is more common, since opener could still have an extreme shape such as 6-5 with a 5-card minor. One useful idea is to use 3D as a "weak relay" in this auction, asking opener whether he has a 5-5 shape, promising that responder will be able to set the contract otherwise. This gives away the minimum amount of information.]

It is also important for opener to make a good start at describing his hand in case responder is unbalanced. If this happens then relays will stop, and the partnership will revert to natural-based bidding. So we want to ensure that opener's first reply to 2C does not make subsequent natural bidding too difficult. Most importantly, opener's more space-consuming replies must be very well defined. This is why, in the scheme above, 2S shows a more specific hand type than 2H. Over 2H, responder can bid 2S with an unbalanced hand (artificial showing 5+ clubs), which leaves room for opener's hand type to be revealed. This would not be possible if 2H and 2S were reversed.

Some aspects of opener's hand are particularly difficult to describe using natural bidding, and so we need to use the reply to 2C to help with this, in case responder declines to relay afterwards. This is the main reason why the very first thing we do is distinguish between minimum and maximum hands: showing strength is very difficult in natural bidding, particularly if you are unable to identify a trump suit quickly. Another thing which is difficult to show naturally is a hand of 5-5 shape. In order to describe these fully in natural methods, you would have to bid and rebid the second suit. So ideally, when you hold a 5-5 hand you would want your reply to 2C to show the second suit. However, in the scheme above, we only do this on maximum hands with both majors. Other two-suiters can cause a problem if responder needs to know about the fifth card in the second suit. This is particularly likely to be problematic if the second suit is the other major. For this reason, it seems to be a good idea to use opener's currently undefined 3C response to show a minimum hand with at least 5-5 in the majors (5-6 after a 1H opening).

When working out the replies to responder's 2NT or 3C relays, I feel that showing shortage is most useful. So for example, after 1M : 2C , 2H : 2NT (and 1M : 2C , 2D : 2H , 2S : 2NT) we could use

3C = no shortage (i.e. 5-3-3-2, or 5-4-2-2 with a 4-card minor)
3D = 5+ diamonds
3H = shortage in the other major
3S = shortage in diamonds
3NT = shortage in clubs

[This assumes that 5-5 hands with clubs are put somewhere else: this is possible if you use 1M : 2C , 3D for maximums and 1M : 2C , 2D : 2H , 3D for minimums. The latter sequence is not needed for a major two-suiter if that hand would bid 3C directly over 2C.]

Further asking bids are possible over 3C, 3D and 3H, but usually once opener has shown shortage it should be possible for responder to work out what the best game should be, and in particular whether 3NT will be a good contract.

After that you would need some slam-bidding methods. The sort of slam-bidding conventions you find in natural systems aren't really appropriate here. You can go a long way just using 4C as asking about general strength. I'll write a post about this at some point.

Using 1S:2D as a Transfer

This follows on from the explanation of the artificial 2C response to major-suit openings. If playing natural 2/1 responses (apart from 2C), 1S : 2D and 1S : 2H would both promise five-card suits. This works fairly well, but there is a lot to gain from switching the 2D and 2H responses round, so that 1S : 2D shows hearts.

Clearly this will improve the bidding of hands with hearts at the expense of hands with diamonds. But because of the importance of major suits, this seems to be worthwhile.

The most important gain is on hands not worth forcing to game.

S K5
H AQJ73
D 52
C 8742

Suppose that you respond to 1S with 1NT on this hand, and partner rebids 2D. This gives you a difficult rebid problem. You could try 2S or 2NT, but neither of these show your lovely heart suit. Alternatively you could rebid 2H, but this doesn't express the strength of the hand very well. This is the sort of hand that the 2D transfer was designed for. You respond 2D on this hand, and if opener completes the transfer by bidding 2H, you continue with 2S. The 2S rebid is non-forcing and mildly invitational. Not only does this sequence get the heart suit into the picture, it also perfectly describes the strength.

The 2D bid should promise a decent hand. The minimum strength is about the same as a traditional Acol 2H response:

S 8
H AKJ963
D 9863
C 84

This hand is just about worth a 2D response: this time we will pass opener's 2H rebid. However, when holding only five hearts and shortness in spades, it is better to respond 1NT unless the hand has genuinely invitational values (that is, it should be good enough for a 2NT rebid).

Of course, game-forcing hands with 5+ hearts must respond 2D as well. After opener's minimum rebids, they have to bid a minor suit in order to create a forcing auction, like in Acol.

Opener is not obliged to complete the transfer, but, apart from raising hearts, the only alternative with a minimum hand is to bid 2S. This shows 6+ spades, and will tend to be short in hearts (but if the spade suit is sufficiently good opener might have heart tolerance). Opener's minimum rebids are not forcing: responder would pass with the minimum 8-point hand above. With a stronger hand, opener bids as in Acol, except that I would play 2NT as showing a good hand with 6+ spades (forcing to game).

As was said above, the problem with playing 2D as a transfer is that you have to work out what to do when responder actually has diamonds. Balanced hands with diamonds are not a worry, since they can be put into the artificial 2C response. But unbalanced hands with diamonds have to respond 2H to 1S. The loss of a step can make life difficult - especially from opener's point of view, when he holds hearts. Some further artificiality is likely to be needed to try to deal with these problems.

An alternative approach is to put all the hands with diamonds into the 2C response. This frees up 1S : 2H to be used as a spade raise. (And similarly, 1H : 2D could be used as a heart raise.) I rather like this idea, but it means that the 2C response becomes incredibly complicated, though there does seem to be just enough room to make it work. I wrote out some notes for a complete system of artificial 2/1 responses here.

2NT Showing a 6-card Suit

This is another way to try and improve bidding after a 5-card major opening, but unlike the artificial 2C response this convention is very simple. It involves opener's 2NT rebid after a 2-level response, for example 1H : 2D , 2NT. Particularly if you play a strong NT opening and often open 1NT on balanced hands with a 5-card major, the natural meaning for 2NT does not get used very much. Minimum balanced hands should be happy rebidding the major instead.

A more useful meaning for the 2NT rebid is showing a hand with 6+ cards in the suit opened and better-than-minimum values. These hands are extremely difficult to bid if you do not have such a convention available. In Acol, you would have to jump to the 3-level. This is problematic because it takes up so much space: there is a well-known problem with trying to decide which of responder's rebids should be cue-bids and which should be natural, and the reason this is so difficult is because there is not enough space to have both things. In 2/1, the jump to the 3-level promises an excellent suit, and hands without such a good suit have to rebid the major at the 2-level. It then becomes virtually impossible to show the extra strength of the hand.

The conventional 2NT rebid solves all these problems. It describes the important features of the hand immediately, while leaving plenty of space for further exploration. The best thing is that the continuations are very simple: all of responder's rebids at the 3-level are natural. For example, after 1H : 2D , 2NT if responder wants to set hearts as trumps and start cue-bidding he simply bids 3H. Whereas, if he wants to show a two-suiter or rebid his diamonds, he can do those things too. A jump to 4C would be a splinter.

The main drawback to this convention, apart from having to find another bid with a natural no-trump hand, is the possibility of wrong-siding a no-trump contact. However, because the bid promises a 6-card major, there is a high probability that the hand will be played in the suit instead. I feel that the advantages of being able to show the hand more than make up for this occasional problem.

This really is one of my favourite conventions. It can be added to most 5-card major systems (though it is not so good with a weak NT) and requires hardly any partnership discussion apart from the basic definition.

1M:2C Artificial

If you play 2/1 Game Force (or "GF except rebid"), you need to decide what you will do on a hand worth forcing to game over a 1-of-a-major opening but without a good suit. For example, over a 1S opening:

S K5
H AQ52
D A84
C J862

The standard method is to bid 2C, establishing the game force. However, if you do this then it can become difficult for opener to know whether you have a "real" club suit or not, which makes slam bidding harder. In fact, it may sometimes be necessary to make a two-over-one response in a three-card suit (change one of the clubs in the example above to a spade).

One attempt at solving this problem is to play a natural game-forcing 2NT response. Removing balanced hands like the one above means that 2-level suit responses virtually guarantee a 5-card suit. However, there are three problems with this idea. First of all, the 2NT response consumes a lot of space, making further exploration on those hands difficult. Secondly, the range of game-forcing hands which do not have a 5-card suit is very wide: they can be any strength from 12 HCP up, and include 4-4-4-1 distributions as well as balanced hands. It is not really practical to put these all into 2NT, and so the 2NT response does not completely solve the problem it was designed for. And thirdly, it means that you can't use the 2NT response for other purposes (it is more commonly played as showing a good raise of opener's suit, of course).

A much better idea is to put all game-forcing balanced hands into the 2C response. So, 2C becomes an artificial two-way bid: it shows either real clubs or a game-forcing balanced hand. In some situations the hand might contain only two clubs.

Obviously this clears up the other two-over-one responses, since they now promise a 5-card suit. You might think that there is still a problem with the 2C bid, since we are putting even more hands into it than in standard 2/1, but in fact by making it explicitly a two-way bid, it becomes much easier to distinguish in the subsequent auction when responder actually has genuine clubs.

To see how this works, let's assume for the moment that we will play natural continuations over the 2C response. Now, assuming that opener rebids at the 2-level, we will require that responder always rebids 2NT with the balanced hand. Any other bid will show an unbalanced hand, and thereby implies a decent club suit. So for example, with the hand from earlier,

S K5
H AQ52
D A84
C J862

we will respond 2C to 1S, intending to bid 2NT at our next turn, even if opener's rebid is 2H. In standard methods it would be more normal to raise a 2H rebid to three, but playing a two-way 2C response the direct raise should show the "natural" hand type and promise good clubs. Of course, there is no reason why you couldn't bid this way even if your 2C response was defined as natural, but turning it into a two-way bid makes everything seem much clearer, as well as improving the definition of the 2D response.

Notice how by rebidding 2NT we put ourselves in the same position as those people who play a natural game-forcing 2NT response, except that opener has had one extra chance to describe his hand. We have gained an entire round of bidding, which is extremely useful.

So far this has all been very simple. However, it is possible to add a vitually unlimited amount of artificiality to the continuations after 2C. There are a number of reasons why it helps to move away from natural bidding.

First of all, consider a natural auction such as 1S : 2C , 2H : 2NT. What do opener's bids mean now? If you play natural methods then 3H, 3S and 3NT have obvious meanings, but 3C and 3D are less clear - presumably these would show a fragment, but considering that these are such cheap bids the meaning is not terribly useful. Furthermore, neither partner's strength is well defined - it would be better to give some information about strength at this point. So it seems better to use artificial continuations, for example 3C showing a minimum hand with 3D as a further artificial asking bid after that. This sort of scheme can be used throughout the system. Once you start doing things like this, the system starts to look rather like a relay system. Indeed, the 2C response is sometimes called a "relay".

Next, you might decide that it is not always most efficient to use 2NT as the bid which shows a balanced hand. Particularly after a 2D response to 2C, it makes a lot of sense to bid 2H with most balanced hands and use 2NT for something else. Doing this makes it look even more like a relay system.

And finally, it is possible to do a lot better than natural responses to 2C. In particular, using opener's 2D rebid to show diamonds is not particularly efficient: you want to use 2D much more frequently than that, particularly when responder's 2H rebid shows the balanced hand. Also, opener's bids at the 3-level need to be better defined. A typical scheme might look something like this (played by Bocchi / Duboin):

2D = any minimum without 4 cards in the other major
2H = any hand with 4 cards in the other major
2S and above = better than minimum, without 4 cards in the other major

Again, this looks very much like a relay system, with the minimum and better-than-minimum hands being treated symmetrically (1M : 2C , 2D : 2H , 2S/2NT/3C show the same shapes as 1M : 2C , 2S/2NT/3C).

Putting all these things together, the resulting scheme can be extremely complicated. But this is an area of system which rewards a bit of hard work. Balanced game-forcing hands are quite frequent, and are very difficult to bid in standard systems. A relay-like scheme is ideal for them: relays work best when the asking hand is balanced and fairly strong.

The 3NT Opening

It's difficult to find a good meaning for the 3NT opening. The "natural" strong balanced meaning doesn't work very well because there's too little space to bid constructively over it. More often 3NT gets used as showing a pre-empt in one of the minors, either "Gambling" (promising a solid suit) or showing a normal 4-minor pre-empt so that the 4C and 4D opening bids can be used for other purposes. However, this wrong-sides the possible 3NT contract, and, particularly when 3NT does not promise a solid suit, it can be difficult for partner to know whether to play in 3NT anyway. Also, using 3NT for any sort of pre-empt gives the opponents more options than they would have if you had made a natural opening bid.

I prefer to use 3NT to show a hand which is not interested in playing in no-trumps at all. One possibility which a few pairs have adopted is to reverse the usual "Namyats" opening bids so that instead of 3NT showing a minor-suit pre-empt and 4C/4D showing good major-suit pre-empts, 4C and 4D become natural and 3NT shows a good pre-empt in either major suit. This seems like a reasonable thing to do. But what I would like to recommend is the simpler approach where 3NT shows specifically a good pre-empt in hearts.

You make life a lot easier for yourself by showing a specific suit. As I said here, I'm generally wary of agreeing to play multi-meaning pre-empts because there is so much which needs to be discussed. Also, slam tries are more effective when the suit has already been shown because you don't need to waste time confirming which suit opener has.

Of course, this gives up the chance to show a good 4S pre-empt. But there are good reasons why being able to show hearts is more important than being able to show spades. When you have hearts, you are worried about the opponents competing in spades. You want to make a pre-emptive bid to keep them out of their possible good spade fit - or to put them into a bad spade fit. And also if you open at a lower level you might get pre-empted yourself. For example, if you open 1H, the opponents may be able to bid up to 4S and leave you unable to show your one-suiter without going to the 5-level. When you have spades you are less worried about keeping the opponents out since you can outbid them on any level. Note also that a 3NT opening prevents the opponents from bidding spades below the 4-level, the same as a 4H opening would. If you have spades, then an opening bid which shows a good 4S pre-empt will allow the opponents to get in a heart bid at the 4-level, so this is significantly less pre-emptive than a 4S opening would be.

Polish Club: Minimum Balanced Hands

One of the main issues to be resolved in a Polish Club system is whether to open 1C or 1D on minimum balanced hands with four diamonds. In WJ05 these are opened 1D (though there is some freedom to choose: you might open 1C if the diamond suit was weak). I think that the decision is close but prefer to open 1C on all such hands.

Showing the strength of these hands is not a problem in either method. Both 1C and 1D promise a minimum of about 12 HCP, and this is a fine description of the strength of hands of up to 14 HCP. The real issue is showing shape. If you open 1D then you show 4+ diamonds, whereas if you open 1C you show a balanced hand.

I feel that showing a balanced hand is marginally more useful. As has been said before, the weak NT hand type is the dominant hand type in the Polish 1C opening, and so responder will play for that until proven otherwise. This makes it easy for responder to bid 5-card suits, particularly major suits. Since it is very important to show 5-card suits as soon as possible, and majors are more important than minors, I find that this gives the advantage to the 1C opening. 4-4 fits can often be found later with a take-out double.

Of course, this decision has an effect on the 1D opening as well. It will be opened on a 4-card suit only when the hand is unbalanced. This is a helpful inference in many auctions, in particular making it easier for responder to raise. The resulting opening bid is essentially the same as the Siege 1D opening, and I like to play the Siege 1D agreements as part of Polish Club. This works particularly well with my preference to open 1D on hands in the 18-21 HCP range, since Siege includes sequences to deal with that.

However, the Siege 1D opening also requires you to open 1C on balanced hands with five diamonds (since after a 1D opening bid, opener's 1NT rebid is artificial). Sometimes this is a good thing (when it enables partner to bid a 5-card suit in competition), but sometimes it is not. From the point of view of description and homogeneity, I would probably rather open 1D with the 5-3-3-2 pattern - again, it is usually best to show 5-card suits. In fact, it is sometimes possible to get away with opening 1D on these hands in Siege. With precisely 3=3=5=2 shape, opening 1D works because we can raise a major-suit response to the 2-level. With 3=2=5=3 shape, you might open 1D intending to rebid 2C after a 1H response, but obviously this is best only if the hand "looks" like a minor two-suiter rather than a balanced hand. With 2=3=5=3 shape you are forced to open 1C unless you fancy opening and rebidding in diamonds. So most of the time you will have to open 1C. But fortunately this does still give you the benefits of showing a balanced hand, and freeing up the 1NT rebid after a 1D opening is a great help.

Interestingly, the decision to open 1C on balanced hands with 4 diamonds also often helps when partner makes a negative double. For example, suppose you picked up a minimum 3=3=4=3 hand and were playing a system where this was opened 1D. Now if LHO overcalls 2C and partner doubles, you are a bit stuck for a rebid. Consider the same hand after a Polish 1C opening - if LHO still overcalls a natural 2C and partner doubles, you now have an easy 2D response. You actually benefit from not having shown a suit immediately. If this sounds paradoxical, the explanation is that partner now needs to have support for three unbid suits in order to double, rather than just two. So he can't actually make the double so freely. But then again, the 1C opening makes it easier for partner to bid a suit of his own, and he may be able to do this instead of doubling. Obviously you do lose sometimes - for example if responder has 4=2=4=3 shape after a 2C overcall and would have been able to raise diamonds - but we knew that when we decided to show the balanced hand rather than the diamond suit.

Polish Club

Polish Club is one of my preferred systems, and it demonstrates many of the things I've talked about in my series on bidding theory. It features a multi-way 1C opening bid fairly similar to the simpler example, Swedish Club, which was discussed there. But there is an additional natural hand type that is included in the bid, making it essentially a three-way bid. The definition of the Polish 1C opening is usually something like this:

• 12-14 HCP, balanced (usually without 4 diamonds) or 4=4=1=4;
• 15+ HCP with a real club suit;
• 18+ HCP with any shape.

The other opening bids in the system are mostly natural. The 1D opening promises 4+ diamonds, but may have a longer club suit. 1H and 1S are natural 5-card major openings. 1NT is 15-17. And 2C shows a minimum opener with 6+ clubs, or 5 clubs and a 4-card major, "Precision-style". Higher opening bids are pre-emptive.

Some slight variations on this are possible. The above is what seems to be the standard, as described in "WJ05".

One variation which is a significant change is to discard the Precision 2C opening, and open all natural club hands with 1C, freeing up the 2C bid either for another pre-empt, or to show some very strong hands. This makes a huge difference to how the 1C opening works, and I would hesitate to call such a system "Polish Club", though the name does still get used. Furthermore, I think this version is inferior, and I won't be considering it here.

But WJ05 is not perfect either, and I would prefer to make some changes. Most of the changes would be to some of the more detailed sequences later on in the auction, but some other changes are to do with the opening bids. In the rest of this post I'll explain why I like the opening bids in Polish Club, and how I would try to make things even better than in WJ05.

First of all, the natural 1D, 1M and 2C bids are an excellent way of showing shape, particularly the 5-card major openings which are very homogeneous. With 1D promising 4+ cards, this is clearly better than in systems like Standard American where a 3-card suit is allowed with 4=4=3=2 shape.

A strong NT opening is, as we saw, an excellent way to ensure that you show strength on balanced hands. In Polish Club, the strength of any balanced opening hand of up to 17 HCP will be adequately shown by the opening bid. For stronger hands, the strength is not shown immediately, so these hands are treated as two-bid hands. This is sometimes a problem, though of course it is a problem shared by most standard systems. In competition at high levels, opener's double tends to show this sort of hand.

The advantages of the 1C opening itself are similar to those of the Swedish 1C opening. It is important to remember that, when compared to the 1C opening in standard systems, the Polish 1C opening does a much better job of describing minimum balanced hands. In competition, responder will initially assume the weak NT hand type, and this means can bid his suits much more freely than he would be able to opposite a standard 1C opening since he can expect some support. Essentially, the advantage here is that we are showing the shape of minimum balanced hands, as well as the strength. While strength is usually more important for balanced hands, being able to show the shape as well is a huge advantage over standard systems, particularly since these hands are so frequent. Of course, playing a weak 1NT opening would do this just as well, but by playing Polish Club you can describe the shape and strength of both the weak NT and the strong NT hand types.

The main problem with the Swedish 1C opening is the lack of flexibility: the "strong" hand types have to take a second bid (or else risk not showing their strength), which does not work well if those hands are not pure two-bid hands. Polish Club is slightly better in this respect since it is a more conservative system. In Swedish Club, the strong hands typically start at 17 HCP, whereas Polish Club requires about one point more than that. This may not sound like much of a difference, but it does tend to make the strong types a little more pure.

I like to modify this so that the strong hand types are even purer. As I've said, I don't believe that playing limited openings is an end in itself: rather, it is important to look at whether a natural opening bid would be a better start to the auction on some types of strong hands. One particular hand type to look at is where diamonds is the longest suit:

S 9
H AQ52
D AKJ96
C KQ4

My feeling is that it is much more effective to open hands like this with 1D, compared to 1C. They are difficult to describe after a 1C opening because (amongst other things) a 2D rebid is usually defined to be artificial. Also, in competition, it will be difficult to describe the shape of this hand in one bid: you might be able to make a take-out double of spades, for example, but this wouldn't tell partner about the diamond length. And if the opponents bid some other suit (say they compete to 3C) it is a very difficult hand to get across. Opening 1D makes it much easier to describe the shape of the hand, usually either by reversing into hearts or making a take-out double of spades. If you change the hand to be a diamond single-suiter then it is less clear, but I still prefer to open these 1D in order to clarify the rebids after a 1C opening.

So in my version of Polish Club the 1D opening is not limited: it can be anything up to 21 HCP or thereabouts - only with a game-forcing hand would the opening bid be 1C.

When the longest suit is a major, things are different. The 1C opening is an excellent description of strong major single-suiters. So we definitely want to continue opening 1C with these. But with a more flexible hand, or a two-suiter, a natural opening might work better in competition. My preference, for hands with exactly five cards in the major, is to open 1H holding hearts but 1C holding spades. So 1H is not a limited opening (though it denies a single-suited hand with 18+ HCP), but 1S is. The reason for the difference is mainly that you are much less afraid of competition when holding spades. Holding the boss suit you can outbid the opponents on any level. Also, on a flexible hand you have the option of doubling and correcting partner's response to spades. This would often not be possible if you held hearts, since correcting a spade bid to hearts would mean raising the level of the auction. By opening 1C you get the advantages of showing strength. Note also that contructive bidding is slightly easier over 1H than over 1S (you have more space) so there is a little bit of extra room to fit in the additional hands which are opened 1H.

By moving many of these strong hands from 1C into 1D and 1H, particularly the "flexible" hands with 18-20 HCP or so, the remaining hand types in 1C are more likely to be pure two-bid hands, or at least are easier to describe with the second bid. This is what we wanted from our multi-way 1C opening.

Of course, getting in the way slightly are the "medium club" hands, which are the main difference between Polish Club and Swedish Club. The natural option of the 1C opening bid contains hands of 15-17 HCP which are almost certainly not pure two-bid hands, and so these can be a problem. These hands are also present in the 1C opening in standard systems, but there you have the option of rebidding in a new suit - this is not usually possible in Polish Club since such a bid would show the strong variant. Generally, if the bidding is at a very low level (certainly at the 1-level), you are better off than in standard systems since when you rebid clubs partner knows you must have at least 15 HCP. But if the bidding has reached the 3-level then life is much more difficult. Perhaps, though, the most important auctions to consider are when the bidding has reached the 2-level. This can happen because of an opponent's 2-level bid, but it will also frequently be due to partner bidding at the 2-level "to play opposite a weak NT". Unless opener has support for partner's suit, his usual action in this situation will be to rebid 3C. But this obviously requires a decent club suit. So you have a problem with a hand like this:

S AQ54
H 4
D AJ2
C KJ643

There's not really much you can do about it: this is precisely the hand you do not want to hold playing Polish Club. The biggest worry is that the auction might go 1C : (1S) : 2H and now you're hopelessly stuck. I don't offer any easy solution to this nightmare hand, but one thing I am certain of - you should aim to open 1NT as often as possible. Change the hand slightly to

S AQ54
H 42
D AJ
C KJ643

and now I would say a 1NT opening is clear despite the weak doubleton. This works best when you are at the minimum end of the range for 1NT, since there is less chance then that your extra shape will cause you to miss a game. Hands with six clubs in a 6-3-2-2 pattern can also be opened 1NT if the club suit is weak, but single-suiters are less of a problem for a 1C opening since they are generally happy to rebid 3C if necessary.

There is one more big change that I like to make to the opening bids in Polish Club, which I will explain in the next post.

DBT14: Conclusion

I've now finished all that I wanted to say on general bidding theory. It has only covered one particular aspect of bidding theory - the opening bid. And indeed it is even more specific than that, because I've been concentrating on what I would call "protecting against opponents' pre-emption", or, to give a shorter term, "description". There are other factors to consider when choosing your system of opening bids, which will often conflict with the desire to describe hands as well as possible. I'll just mention two of these things here, though of course they really are huge subjects in their own right:

• Pre-emption. As well as trying to bid our own side's hands as effectively as possible, we also want to make life difficult for the opponents. Some opening bids will be explicitly defined as pre-emptive, usually at the 2-level or higher. These pre-emptive openings tend to be fairly independent of the constructive part of the system - except of course that the more pre-emptive bids you want to use, the fewer bids you have available for constructive hands. But also, the system's "constructive" bids can have a pre-emptive effect, and this aspect has to be considered at the same time as all the issues to do with describing hands. A weak 1NT opening, for example, is an extremely good bid from the pre-emptive point of view, but weak NT systems can have descriptive problems as we have seen.
• Accuracy in uncontested sequences. As was said right at the beginning, competitive auctions tend to be more important, certainly for 1-level opening bids. But obviously there are many deals where opener's side will have a free run in the auction, and these need to be considered too. What happens in an uncontested auction will depend to a large extent on the continuations used, rather than the opening bid itself. But the definition of the opening bid can still make a huge difference to how things turn out. Most importantly, the accuracy of the continuations will depend on how much space there is: there must be enough room to look for the important information without going past the side's best contract. So again there is a conflict with trying to describe hands as well as possible - while a good description is still desirable in uncontested sequences, there is also the need to leave plenty of space for further investigation, which means that the cheapest bids will need to be used more.

Still, while you can never say that one idea is more important than anything else - it is so much more complex than that - description is the main thing that I look for in a bidding system. And it is all too easy to overlook description if you are not careful: while pre-emption is generally easy to spot, and leaving holes in uncontested sequences will also be easily picked up, protecting your side against opponents' bidding is a much more subtle problem.

Let's end by listing the main principles we've come across:

• Think-Competitive. When deciding how to arrange your opening bids, it is most important to consider what will happen in a competitive auction.
• One-Bid-Or-Two. Your system should ensure that one-bid hands are be described as accurately as possible in one bid, while two-bid hands are described as accurately as possible in two bids.
• Unbalanced-Hands-Show-Shape. You must show your suits, in order to find fits.
• Balanced-Hands-Show-Strength. The strength of a balanced hand should be bounded from below as accurately as possible.
• Homogeneity. In any particular bid, the one-bid hands should be homogeneous.

How often have you looked at your hand and thought, "I haven't described my hand as well as I would like, but I don't have a good bid available." This problem is exactly what we are trying to avoid. It doesn't require lots of artificial bidding - indeed one of the main themes is that standard natural systems are very effective. But whether your preference is for natural systems or for lots of artificiality, by following these principles as far as possible your hands will be easier to bid.

DBT13: Limited Suit Openings

Playing a Strong Club (or Strong Diamond) system means that natural opening bids can be limited to a maximum of 15 HCP or so. Since these opening bids do show shape, their maximum strength is useful information. (Even the nebulous 1D opening found in some versions of Precision at least carries the negative inference that opener does not have (or is very unlikely to have) a 5-card major, and this is a useful type of shape information since it limits how good a major-suit fit the partnership can have.) Indeed, it is often said that having limited opening bids is the real purpose behind playing a Strong Club system.

However, I would not say that it is such a great advantage. For simplicity, let's consider just the major-suit openings. The hands which are removed from 1M by the Strong 1C opening are strong and mostly unbalanced, and so these hands are usually worth a second bid in competition (though they may not be completely pure two-bid hands). So whether these hands are opened 1M or not does not really affect the homogeneity of the 1M opening bid. Responder will initially be trying to cater for opener's minimum hands, and so excluding hands of 16+ HCP from the opening bid rarely makes a difference to responder's bidding on the first round. On later rounds, opener will have had the chance to show his strength more precisely.

Of course, knowing that opener is limited is not completely useless to responder. In particular, when responder has a minimum game-forcing hand, the limited opening may be sufficient to rule out the possibility of a slam. This means that responder can take a direct route to a game contract, rather than having to leave room in case opener had a very strong hand and wanted to make a slam try. The most well-known example of this is responder's direct raise to 4 of opener's major. In natural systems this bid would only be made on a weakish but distributional hand, based on excellent trump support. But in Precision it is also possible to raise directly to game with stronger hands: those which are worth game based on high-card strength, maybe 13 HCP or so with 3-card support. By reaching your best contract in two bids you avoid giving information away to the opponents, and if an opponent has a hand which might be worth competing over the game bid, it will be more difficult for him to judge correctly now that the jump does not promise a big fit. However, responder is aiming at quite a small target here. Even opposite a very limited opening, there are not very many hands that can be certain of wanting to play in game but also fairly confident that there is no slam available. Opener may be limited in high-card strength, but he is not limited in distribution, and there are very often some well-fitting distributional hands which would make slam good. And also, if the opponents do compete, it is now opener who is disadvantaged by not knowing responder's hand.

In any case, the immediate raise to 4 is rather a special auction. There are not many other situations where the limited opening bid is immediately useful to responder. For example, if opener's LHO overcalls 3C, then responder will have to bid 3NT (say) on almost exactly the same hands as he would if the opening bid was unlimited. Of course, when holding a good hand for the bid, responder will be happier opposite a limited opening because this reduces the chance that a slam will be missed. But the point is that when opener has a weaker hand the bidding will be the same after a limited opening as it would have been after an unlimited one. When this is the case, in order to compare different systems we only need to look at the stronger hands, and ask whether they are better opened with a natural unlimited opening or an artificial strong opening.

You see the real advantage of limited openings when opener gets to make his rebid. Playing unlimited suit openings, opener's rebids have to cover all the strong hands. With limited openings these strong hands are ruled out, and so opener's rebids do not cover such a large range and can be more descriptive. But note that it's not actually necessary to remove all the strong hands in order to do this. If the natural opening contains a restricted number of strong hand types, this still makes the rebids more descriptive than a standard unlimited opening: it doesn't matter that the bid would still be wide-ranging in terms of pure high-card strength. It might make sense, therefore, to use a strong (or multi-way) opening only for hands which are particularly easy to describe by starting with a strength-showing bid (such as strong major single-suiters), and use natural openings for other strong hands.

All in all, it is not the immediate definition of maximum strength which is the advantage of limited openings. Rather, limited openings are a way of re-arranging the meanings of opener's rebids, in the hope that hands will be better defined after the second call (and with easier continuations) than if you were using unlimited openings. But of course there are very many other ways you might try to do this, and it should be better to analyse the various hand types more closely, trying to find the best way to show shape on unbalanced hands and strength on balanced hands.

Pairs who play limited openings often open lighter than is standard. That is, while they have removed a large number of strong hands from the natural bids, this is compensated by opening more hands at the minimum end of the range. However, while there is a lot to be said for opening light, I feel that the argument that light openings go naturally with a limited opening system is largely fallacious. As was said earlier, removing the strong hands from a bid does not really affect its homogeneity, since the hands removed are mostly two-bid hands. But opening light does affect the homogeneity of the bid - the hands that are added are definitely one-bid hands. So it doesn't matter whether you decide to play limited openings or not, opening light makes your bids less homogeneous. Again, limited openings may help with the rebids, but not with the initial description of the hand. So by all means play light opening bids, but you don't need a limited opening system to do so. You would only see an effect if you were prepared to play a strength-showing opening which took out significant numbers of one-bid hands, and that would mean it would have to start at about 14 HCP - maybe even less. This might be necessary if your opening bids start really light (an 8 - 13 HCP opening bid is playable whereas 8 - 17 HCP is probably not), but including lots of unbalanced one-bid hands in a strength-showing opening is not such a good idea, as we have already seen.

DBT12: Strength-Showing Openings

Nearly all opening bids give some information about strength, but here we want to look at bids which show only the strength of the hand, giving little or no information about shape. The most important example here is the Strong 1C opening in systems like Precision. Also, "natural" systems often use 2C as a strength-showing opening, but because of the low frequency of the bid and the fact that all hands opened 2C are two-bid hands, it is something of a special case and does not really define the system in the same way that the 1C opening is fundamental to Precision. We will be more interested in 1-level strength-showing openings.

The two main problems with strength-showing opening bids have already been discussed in earlier posts, but are worth repeating.

First of all, there is a danger of violating the Unbalanced-Hands-Show-Shape principle. On one-bid hands in particular, it may turn out to be impossible to say anything about the shape of the hand if you start with a strength-showing opening bid. But even on two-bid hands, while you will get the chance to say something about shape, it might not be possible to give such a complete description as you would if the opening bid had already begun to show shape information.

The second problem is that it is difficult to give a good definition of the strength of a hand in isolation, since its power depends a lot on how it fits with the other hands at the table. So, information about strength is most useful if the shape is also well defined. For this reason, if a system has a bid which limits strength very precisely, that bid will usually show shape precisely as well - as for example with a natural 1NT opening. A bid which showed a 3-point range of high-card strength without showing anything about shape would be very suspect - the upper limit on strength is almost useless, since hands can become much more powerful than expected if there is a big fit. Limited openings (ie. those where the maximum strength is very restricted) only really make sense if they show something about shape.

Information about the minimum strength is still useful, of course. As was said in "Balanced Hands Show Strength", if our hand has close to the minimum strength permitted for the opening bid that we choose to make, we can say we have "shown" the strength of the hand even if some much stronger hands are opened with the same bid. So one of the main advantages of strength-showing bids is that they satisfy the requirements of the Balanced-Hands-Show-Strength principle, for balanced hands near the minimum end of the range. For unbalanced hands the information about minimum strength is also undoubtedly helpful, but not as much as it would be if we had shown something about shape as well.

Looking specifically now at a "Strong" 1C or 1D opening bid, this typically promises a minimum of about 16 HCP, maybe slightly more or slightly less depending on how aggressive you want the system to be. Obviously, playing a Strong 1C or 1D opening has a huge effect on the other bids in the system as well, but for now we just want to look at the strength-showing bids themselves.

Such bids are unusual in terms of the proportions of one-bid and two-bid hands that they contain. Most 1-level bids are dominated by one-bid hands. But in a strong opening bid there are very few one-bid hands. Certainly, balanced hands of 16-17 HCP fall into this category. But that is about all. An unbalanced hand with this strength looks more like a two-bid hand: it may not be a pure two-bid hand, but the system really treats it as if it is, because having not shown shape with the opening bid, there is a lot of pressure to do so later. And once you start looking at even stronger hands than this, they might not like to take a second bid in competition, but they don't like to pass either. There is certainly a lack of pure one-bid hands. So these strength-showing openings have essentially the opposite problem to the very limited opening bids discussed in a previous post: while 8-12 HCP opening bids wasted space because they hardly include any two-bid hands, strong openings waste space because they hardly include any one-bid hands.

The small number of one-bid hands also gives responder an unusual problem. Suppose that he has to deal with a low-level overcall (somewhere between 1H and 2S, say). When he has a "positive" hand, good enough to force to game opposite opener's known strength, things are generally fairly easy. But more interesting is when he has a slightly weaker hand, a "semi-positive". These are not good enough to force to game immediately, so they have to be bid carefully, not going past the best part-score. Much of the time, it will be best to pass and wait for opener to describe his hand. However, since opener can occasionally have a one-bid hand, passing may result in the overcall being passed out. So responder is forced to act on a semi-positive hand if he wishes to compete for the part-score opposite a one-bid hand.

Now, if opener actually turns out to have extra values, any action from responder effectively commits the partnership to game. So the range of strength for the semi-positive hand types needs to be very narrow - not good enough to force to game immediately, but happy to play in game if opener has any extras. This does not seem to be very efficient: you are using an awful lot of system (the semi-positive responses and their continuations) to cater for a very small number of hands (opener's one-bid hands). This takes away space that could be used for more common hand types. Well-designed systems can use transfers or suchlike to combine the semi-positives and the positives into a single bid, but you still see the problem with semi-positives when responder makes a double, or where there isn't room for transfers, or when opener is prevented from showing his hand by having to cater for responder's possible minimum.

You can contrast this with the multi-way opening bids discussed previously. The equivalent of "semi-positive" hands for Swedish Club are those hands which want to compete opposite a weak NT hand, with the auction 1C : (2D) : 2S being a classic example. This has a much wider range. At the lower end, it only needs to be good enough for game opposite the strong option, so perhaps 6+ HCP. This is almost the same as opposite a strong opening bid. But the upper limit is determined by whether it is good enough to force to game immediately, which is much higher for the multi-way opening. So these semi-positive responses, which use up most of the available space, are much better used after a multi-way opening.

Some Strong Club systems go so far as to make responder's pass forcing over certain overcalls. In a sense this avoids the problem of having a small number of one-bid hands to deal with, by requiring opener to always take a second bid. But of course this takes away one of the main advantages of strength-showing openings, which is that they describe the strength of their minimum hands (particularly balanced hands) without opener having to take a dangerous second bid.

There are also a few systems which remove minimum balanced hands from the strength-showing opening completely, perhaps putting them into a strong NT opening instead. The idea is to increase the purity of the two-bid hands remaining in the strong opening, which works well when you do actually hold one of those hands. But again, you are losing the very thing that strength-showing openings are best at, which is describing the strength of balanced hands at the minimum end of the range, according to the Balanced-Hands-Show-Strength principle.