Board 1
Neither side vulnerable
We're taking a break from Jaz's Mixed Team match to try an experiment in the Gargoyle Chronicles YouTube channel. Alex is streaming the play straight from BBO, pausing here and there to break things down. So you see it unfold in real time and then hop into analysis mode when it matters.
You can watch the video here. If you watch, let me know if you like the new format. I think it might make the distinction clearer between what actually happened at the table and the hypothetical lines I'm considering as I play.
No way to stream here. So we'll just continue as usual.
| ♠ Q 9 6 5 ♥ A Q 8 ♦ A K 8 3 ♣ A 5 |
Two passes to me. I open one diamond, planning to rebid two-notrump.
Partner bids one spade. So I forget about two notrump and raise to four spades instead. Everyone passes.
|
NORTH
Phillip
♠ Q 9 6 5♥ A Q 8 ♦ A K 8 3 ♣ A 5 |
||
|
|
||
|
SOUTH
Robot
♠ A 8 7 3♥ J 7 3 ♦ 7 6 ♣ K Q J 4 |
| West | North | East | South |
| Robot | Phillip | Robot | Robot |
| Pass | |||
| Pass | 1 ♦ | Pass | 1 ♠ |
| Pass | 4 ♠ | (All pass) |
The opening lead is the four of diamonds. I win in dummy with the ace. East plays the five. The deuce of diamonds is missing, so I can't tell if the lead is from length or from shortness.
If I ruff two diamonds in my hand, I can pitch both of dummy's hearts on my clubs and avoid a heart finesse. Then I lose only whatever trump tricks I have to. Since West might be overruffing, ruffing two diamonds could be tough to pull off. Alternatively, I can ruff only one diamond, pitch a diamond and a heart on clubs, then take a heart finesse. So Plan A is two ruffs, no finesse; Plan B is one ruff plus a finesse.
How do I tackle trumps? If I play ace and another, the defenders might be able to draw a third round and stop a second diamond ruff. And if East has four trumps to the king, they might even draw all my trumps and stop any ruffs at all. So it looks best to keep the spade ace in reserve--to keep control and flexibility.
So club to my king--three from East; deuce from West--and a trump. West rises with the king; East follows with the four. West continues with the deuce of diamonds, and East plays the queen. So West's original length is either two or five. From jack-ten-nine fifth he would lead the jack, so I'm assuming it's a doubleton.
Here is the current position:
|
NORTH
Phillip
♠ Q 9 6♥ A Q 8 ♦ 8 3 ♣ A |
||
|
|
||
|
SOUTH
Robot
♠ A 8 7♥ J 7 3 ♦ -- ♣ Q J 4 |
At this point, ruffing two diamonds won't work, since West is overruffing. But if trumps are three-two, Plan B is still on: draw trumps, ruff one diamond, take two pitches, then try the heart finesse. That's either making either six or five, depending on the finesse.
The potential problem is four-one trumps. If someone has four, it's probably West, since he's short in diamonds. I want to keep the spade ace as an entry to my hand. So the right play is to cash the queen first. If East shows out, I can cash the club ace, play a spade to my ace, then cash clubs, pitching a diamond and a heart, coming down to this:
|
NORTH
Phillip
♠ 9♥ A Q ♦ 8 ♣ -- |
||
|
|
||
|
SOUTH
Robot
♠ 8♥ J 7 3 ♦ -- ♣ -- |
Now a heart finesse doesn't hurt. If it loses, East can't do any damage. I'll still ruff a diamond in hand and lose to the last trump. That's making five if the heart finesse works and four if it doesn't.
It's important to cash the spade queen first. If I lead a spade to the ace and East shows out, I've mangled my entries. If I cash the spade queen and club ace and ruff a diamond to my hand, West overruffs and plays a heart:
|
NORTH
Phillip
♠ 9♥ A Q 8 ♦ 8 ♣ -- |
||
|
♥ 9
|
||
|
SOUTH
Robot
♠ --♥ J 7 3 ♦ -- ♣ Q J |
Now if the heart finesse loses, East has a diamond to cash and I'm down.
Alright. Queen of spades--deuce--seven--ten. Spade to the ace. West pitches the seven of clubs. Club to the ace. West follows with the ten; East pitches the deuce of hearts.
Whoa! East had a stiff club? Good thing I didn't need to unblock the ace early.
Now I ruff a diamond, cash clubs, and take the heart finesse. It wins. Making six.
|
NORTH
Phillip
♠ Q 9 6 5♥ A Q 8 ♦ A K 8 3 ♣ A 5 |
||
|
WEST
Robot
♠ K 10♥ K 10 9 ♦ 4 2 ♣ 10 9 8 7 6 2 |
|
EAST
Robot
♠ J 4 2♥ 6 5 4 2 ♦ Q J 10 9 5 ♣ 3 |
|
SOUTH
Robot
♠ A 8 7 3♥ J 7 3 ♦ 7 6 ♣ K Q J 4 |
Plus four eighty is worth 93%. West can give partner a club ruff when he wins the spade king to hold me to five. And East can help by tossing the jack of spades under the king as an alarm-clock signal. But robots don't signal. And probably don't own alarm clocks.
Next week, we'll return to Jazlene's match. Four boards left.
No comments:
Post a Comment