Tuesday Teams
Board 1 North Deals None Vul |
♠ | 9 6 5 3 | ♥ | K 8 4 | ♦ | 6 2 | ♣ | K Q J 10 |
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♠ | Q 7 2 | ♥ | 7 6 5 3 | ♦ | 9 8 7 3 | ♣ | 8 5 |
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| ♠ | K J 8 | ♥ | A Q J 2 | ♦ | A Q 4 | ♣ | A 4 3 |
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♠ | A 10 4 | ♥ | 10 9 | ♦ | K J 10 5 | ♣ | 9 7 6 2 |
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EW 3♥; E 2♦; EW 1♠; W 1♦; NS 1♣; Par −140: EW 2♥+1
Robson Random 27
Board 2 East Deals N-S Vul |
♠ | 9 8 2 | ♥ | Q 7 5 2 | ♦ | 10 6 4 | ♣ | J 10 5 |
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♠ | A K 7 6 3 | ♥ | K 8 3 | ♦ | A K Q 9 | ♣ | Q |
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| ♠ | Q 5 | ♥ | A 9 6 | ♦ | 8 3 | ♣ | A K 7 6 3 2 |
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♠ | J 10 4 | ♥ | J 10 4 | ♦ | J 7 5 2 | ♣ | 9 8 4 |
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EW 7N; EW 7♠; EW 7♣; EW 6♥; EW 6♦; Par −1520: EW 7N=
West | North | East | South |
| | 1 ♣ | Pass |
1 ♠ | Pass | 2 ♣ | Pass |
2 ♦ | Pass | 2 ♠ | Pass |
3 ♥ | Pass | 3 NT | Pass |
6 NT | All pass | | |
2 ♦ is forcing to game, if you don't play third suit forcing then you have
little choice other than jumping to 3 ♦ giving up valuable bidding space. Now
East can show delayed support for spades and West can bid out his shape. After
3 NT West has enough to bid 6 NT.
In pairs this is sufficient to score 60+% but as you can see 7 NT is cold
because of the split in the black suits. A suit will split 36% of the time or
not split 64% of the time. If you know that you cold 8 cards in both black
suits then the odds of both splitting badly is 64*64 or 40% and therefore the
odds on making a grand slam are pretty good.
It's not easy to bid though
Pietro Forquet
Board 3 South Deals E-W Vul |
♠ | 7 5 4 | ♥ | 5 4 | ♦ | A Q 9 7 | ♣ | 9 7 5 4 |
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♠ | A Q J 10 9 6 | ♥ | 9 6 | ♦ | 2 | ♣ | A K 3 2 |
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| ♠ | 8 | ♥ | 8 3 2 | ♦ | J 10 8 6 3 | ♣ | Q 10 8 6 |
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♠ | K 3 2 | ♥ | A K Q J 10 7 | ♦ | K 5 4 | ♣ | J |
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EW 3♠; NS 3♥; EW 3♣; NS 1N; NS 1♦; Par −100: NS 4♥×−1
West | North | East | South |
| | | 1 ♥ |
1 ♠ | Dbl | 3 ♥ | 3 ♠ |
4 ♥ | All pass | | |
This is a hand taken from Bridge with the Blue Team. West Starts off with the
A♣ followed by the K♣, which is ruffed by Forquet. This was a defensive
mistake because it allowed South to ruff out the clubs and pull off an amazing
coup. He draws 2 rounds of trumps and crosses to dummy with a diamond and ruffs
another club. The fact that West follows to this trick reveals the bad split in
diamonds, because west is known to have six spades 2 hearts and 3 clubs, so can
only have at a maximum 2 diamonds, and therefore East has two many diamonds for
him to bring in the diamond suit for 4 tricks.
Now he draws the last trump, and West is now wise to the risk of being end
played and having to lead away from the A♠ so discards the Q♠.This is
followed by two rounds of diamonds follwed by with with another high spade and
a low club.
Now the last club is ruffed and West throws another high spade. But it is to no
avail because declarer can exit with the K♠ which is taken by the Ace but the
8♠ is swallowed up and the 7 ♠ is promoted to take the 10th trick.
Robson Random 27
Board 4 West Deals Both Vul |
♠ | A K Q 3 | ♥ | 8 4 3 | ♦ | K 9 5 4 | ♣ | Q J |
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♠ | 10 9 7 5 | ♥ | K 9 7 | ♦ | A J 7 3 | ♣ | K 2 |
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| ♠ | J 6 | ♥ | A Q J 6 5 2 | ♦ | 2 | ♣ | 10 6 5 4 |
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♠ | 8 4 2 | ♥ | 10 | ♦ | Q 10 8 6 | ♣ | A 9 8 7 3 |
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EW 3♥; EW 1N; NS 2♦; NS 2♣; NS 1♠; Par −140: EW 2♥+1
West | North | East | South |
Pass | 1 ♠ | Pass | 2 ♠ |
Pass | Pass | 3 ♥ | All pass |
East should resist the temptation to make a WJO which will only help the
opposition. As they are in spades you are always going to be out gunned, and as
you are on lead it is not helping partner. South is hardly likely to pass the
1 ♠ opening bid so you will get a chance to protect next time round. Another
risk is that you could galvanise you partner into competing to a higher level
than necessary.
South leads the 8♠ to partners Q♠ and returns a trump. Now EW can make a
trick in spades via a ruffing finesse. and as the K♣ is well positioned this
will become the 9th trick
Robson Random 27
Board 5 North Deals N-S Vul |
♠ | K 10 4 2 | ♥ | A Q J 10 8 3 | ♦ | 10 4 | ♣ | 9 |
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♠ | A 8 7 | ♥ | 9 7 4 | ♦ | K Q 9 3 | ♣ | 7 4 3 |
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| ♠ | Q 9 | ♥ | 6 5 | ♦ | A J 8 6 | ♣ | K J 10 8 6 |
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♠ | J 6 5 3 | ♥ | K 2 | ♦ | 7 5 2 | ♣ | A Q 5 2 |
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NS 3♠; NS 3♥; NS 2N; EW 2♣; EW 1♦; Par +140: NS 3♥=; NS 3♠=
West | North | East | South |
| 1 ♥ | 2 ♣ | Dbl |
2 ♦ | 2 ♠ | 3 ♦ | Dbl |
Pass | 3 ♠ | All pass | |
North is too strong to open 2 ♥ and in any case it's not a great idea to
suppress your chances of finding a spade fit. East has just enough to make a
2 ♣ overcall but it is on the edge and now South can bring in the spades by
making a negative double. From West's point of view he knows that NS are going
to end up winning the auction although it isn't certain at this stage what the
contract is going to be. One thing is certain and that is that East is going to
be on lead and by bidding diamonds West is going to steer East in the right
direction. As it happens East has 4 diamonds so naturally raises to 3 ♦. When a
suit has been bid and supported all doubles are for takeout which is what south
does, the name for the double in this sequence is an Action double, in other
word take action partner. North bids 3 ♠ which ends the auction which just
makes but would make an overtrick if East leads anything other than a diamond.
Robson Random 27
Board 6 East Deals E-W Vul |
♠ | A 10 7 2 | ♥ | A Q 8 5 | ♦ | J 8 5 | ♣ | Q 6 |
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♠ | J 8 3 | ♥ | J 6 3 2 | ♦ | A 6 3 | ♣ | 9 5 3 |
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| ♠ | 9 | ♥ | K 10 7 | ♦ | K Q 10 | ♣ | A 10 8 7 4 2 |
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♠ | K Q 6 5 4 | ♥ | 9 4 | ♦ | 9 7 4 2 | ♣ | K J |
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EW 4♣; NS 2♠; NS 1N; N 2♦; EW 1♥; S 1♦; Par −130: EW 4♣=
West | North | East | South |
| | 1 ♣ | 1 ♠ |
Pass | 2 ♣ | Pass | 2 ♠ |
Pass | Pass | Dbl | Pass |
2 NT | 3 ♠ | All pass | |
There is a big difference between an overcall at the one level and the two
level. Overcalls at the two level must up to strength where as one level calls
can be made on virtually anything. West has a very poor hand. True it is
virtually certain that East has 5+ clubs but West's hand is not strong enough
for a negative double. This emphasises the benefit of South's overcall, if
South passes then West can bid 1 ♥ and North is kept out of the auction. North
can make a UCB (good spade support) and South retreats to 2 ♠ showing minimum
values. East keeps the bidding alive and makes a protective double, it is
rarely right to let the opposition play in a 2 level contract when you hold a
singleton in their suit. The 2 NT bid by West is not natural, it is a scramble
and sends a message that there are two places to play.
Board 7 South Deals Both Vul |
♠ | K 10 9 7 | ♥ | K 9 8 7 | ♦ | 6 4 2 | ♣ | A 3 |
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♠ | 5 2 | ♥ | J 10 3 | ♦ | K Q 8 3 | ♣ | K Q 9 4 |
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| ♠ | Q 6 4 3 | ♥ | 6 2 | ♦ | A 5 | ♣ | J 10 8 7 5 |
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♠ | A J 8 | ♥ | A Q 5 4 | ♦ | J 10 9 7 | ♣ | 6 2 |
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NS 3N; NS 3♠; NS 3♥; NS 2♦; EW 2♣; Par +500: EW 4♣×−2
Board 8 West Deals None Vul |
♠ | A K Q 10 | ♥ | A J 5 2 | ♦ | A 8 | ♣ | A 7 2 |
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♠ | 6 3 | ♥ | K 10 9 8 6 4 | ♦ | Q | ♣ | Q 9 8 4 |
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| ♠ | 7 5 4 | ♥ | Q 7 3 | ♦ | 7 5 3 | ♣ | K J 6 5 |
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♠ | J 9 8 2 | ♥ | — | ♦ | K J 10 9 6 4 2 | ♣ | 10 3 |
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NS 7N; NS 7♠; NS 7♦; EW 1♥; NS 1♣; Par +1520: NS 7N=
Robson Random 27
Board 9 North Deals E-W Vul |
♠ | K Q 6 3 | ♥ | K 9 4 | ♦ | K 5 2 | ♣ | A 9 7 |
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♠ | 9 7 4 2 | ♥ | 7 6 5 3 2 | ♦ | Q 6 | ♣ | 6 4 |
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| ♠ | 10 8 | ♥ | J 10 8 | ♦ | A J 10 7 3 | ♣ | Q J 2 |
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♠ | A J 5 | ♥ | A Q | ♦ | 9 8 4 | ♣ | K 10 8 5 3 |
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N 4N; N 4♠; N 5♣; S 3♠; N 3♥; S 2N; N 3♦; S 3♣; S 2♦; Par +430: N 3N+1
West | North | East | South |
| 1 ♠ | Pass | 2 ♣ |
Pass | 2 NT | Pass | 3 ♠ |
Pass | 3 NT | All pass | |
The auction described is ACOL and South should bid 2 ♣ not 2 ♠. Although it is
80% likely that North has opened with 5 spades there is no rush to bid spades,
better to wait until North rebids, and in this case the rebid is 2 NT (15-19).
Now South can bid spades in case North has a 5 card suit. But he doesn't so the
best contract is found.
Snapdragon Double
Board 10 East Deals Both Vul |
♠ | Q 9 7 3 2 | ♥ | Q 3 | ♦ | 8 5 | ♣ | A 6 4 3 |
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♠ | A 10 8 | ♥ | 6 2 | ♦ | 9 4 2 | ♣ | K Q 10 8 2 |
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| ♠ | K 6 | ♥ | K 10 9 8 | ♦ | A Q J 6 3 | ♣ | J 5 |
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♠ | J 5 4 | ♥ | A J 7 5 4 | ♦ | K 10 7 | ♣ | 9 7 |
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EW 2N; E 3♦; W 2♦; EW 2♣; NS 1♠; Par −120: EW 1N+1
West | North | East | South |
| | 1 ♦ | 1 ♥ |
2 ♣ | Dbl | Pass | 2 ♠ |
All pass | | | |
Board 11 South Deals None Vul |
♠ | A Q J 10 7 3 | ♥ | Q J | ♦ | A 10 6 5 2 | ♣ | — |
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♠ | K 5 4 | ♥ | 6 | ♦ | K 8 7 4 | ♣ | A K J 9 3 |
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| ♠ | 6 | ♥ | A K 10 9 4 3 | ♦ | Q | ♣ | Q 6 5 4 2 |
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♠ | 9 8 2 | ♥ | 8 7 5 2 | ♦ | J 9 3 | ♣ | 10 8 7 |
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W 5N; W 5♥; E 4♥; EW 5♣; NS 3♠; NS 1♦; Par −460: W 5N=
Robson Random 27
Board 12 West Deals N-S Vul |
♠ | K 7 | ♥ | A Q J 7 5 | ♦ | A Q J 10 5 | ♣ | Q |
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♠ | Q 9 6 4 | ♥ | 8 | ♦ | K | ♣ | K J 10 9 5 4 3 |
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| ♠ | A J | ♥ | K 9 4 2 | ♦ | 9 8 7 6 3 | ♣ | A 2 |
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♠ | 10 8 5 3 2 | ♥ | 10 6 3 | ♦ | 4 2 | ♣ | 8 7 6 |
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EW 5♣; NS 3♥; EW 2N; EW 2♠; N 2♦; S 1♦; Par −400: EW 5♣=
West | North | East | South |
1 ♣ | 2 NT | Pass | 3 ♥ |
Pass | 4 ♥ | Dbl | Pass |
5 ♣ | Dbl | All pass | |
West has a choice between opening 3 ♣ or 1 ♣. If you preempt you five up the
chance of finding a 4-4 spade fit. There is a more compelling case of opening
3 ♣ with a 4 card heart suit. 1 ♣ is bottom of the range and 3 ♣ is top of the
range, but a principle worth following is that if you have to choose between
the two bidding at the bottom of the range works out better in the long run.
North has the perfect hand for an unusual NT showing the the 2 lowest unbid
suits and South bids 3 ♥ as preference. A pass followed by a double is always
penalties and West with no defensive tricks runs to 5 ♣ which makes as long as
you lead a heart towards the king whilst you still have an entry to the dummy.
Say the Q♣ is lead, declarer winn in hand retaining the A♣ as an entry and
plays the 8♥ hoping to sneak this through to the K for a discard, but North is
alive and takes the Ace and bags the A♦. Now North gets off play with the Q♦
which is ruffed and declarer crosses to the dummy with the carefully preserved
A♣ and discards a spade on the K♥ before combing back to hand with another
diamond ruff.
When declarer draws the last trump North is in some difficulty with 2 cards in
each of the other suits. A red suit discard would seem to set up a length winer
for declarer but there aren't enough entries to the dummy to enjoy this
outcome so it all boils down to where the K♠. So North discards a red card and
dummy discards from the other red suit. Now when the spade finesse succeeds
declarer ruffs the red suit with the length winner and plays another spade
felling the King.
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