MightyMoe Posted January 3, 2012 Report Share Posted January 3, 2012 GIB finessed the ♦Q then cashed the ♠A, playing the ♦ A and J, losing to the T when it didn't drop for down 1. [hv=pc=n&s=saqt52h7daqj9cak6&w=s984hj83dkt865c83&n=sj7hakq9d74cqjt95&e=sk63ht6542d32c742&d=n&v=0&b=1&a=1cp1sp1np2d(NMF)p2hp6nppp&p=h4h7hjhahkh6ckh8d4d2dqdkh3hqh5s2c5c2cac8sas4s7]399|300|the bidding is a bit crude, but you can't be subtle when GIB is your partner.[/hv] This was played at total points. There are 12 guaranteed tricks if GIB uses just a bit of basic technique in the ♠ suit. Even the 'rookie play' of finessing the ♠J produces 13 tricks. What is up with this? Doesn't GIB count its developable tricks? Ross Quote Link to comment Share on other sites More sharing options...
Yu18772 Posted January 3, 2012 Report Share Posted January 3, 2012 Wow, GIB doesn't usually make such mess. I cant even see how can ♦ line be right? 3♠+3♥+1♦+5♣=12 guaranteed tricks.http://www.bridgebase.com/forums/public/style_emoticons/default/rolleyes.gif Quote Link to comment Share on other sites More sharing options...
cloa513 Posted January 3, 2012 Report Share Posted January 3, 2012 GIB finessed the ♦Q then cashed the ♠A, playing the ♦ A and J, losing to the T when it didn't drop for down 1. [hv=pc=n&s=saqt52h7daqj9cak6&w=s984hj83dkt865c83&n=sj7hakq9d74cqjt95&e=sk63ht6542d32c742&d=n&v=0&b=1&a=1cp1sp1np2d(NMF)p2hp6nppp&p=h4h7hjhahkh6ckh8d4d2dqdkh3hqh5s2c5c2cac8sas4s7]399|300|the bidding is a bit crude, but you can't be subtle when GIB is your partner.[/hv] This was played at total points. There are 12 guaranteed tricks if GIB uses just a bit of basic technique in the ♠ suit. Even the 'rookie play' of finessing the ♠J produces 13 tricks. What is up with this? Doesn't GIB count its developable tricks? RossGIB doesn't use cardplay- only simulations and if the simulations just happen to be the most unlikely ones then it makes a mess. Quote Link to comment Share on other sites More sharing options...
Yu18772 Posted January 3, 2012 Report Share Posted January 3, 2012 You mean GIB cant count tricks at all?http://www.bridgebase.com/forums/public/style_emoticons/default/rolleyes.gif Quote Link to comment Share on other sites More sharing options...
uday Posted January 3, 2012 Report Share Posted January 3, 2012 Were you playing in a tournament, or with a rental (presumably basic) bot? I'm curious too. The basic bot isn't too strong. Uday Quote Link to comment Share on other sites More sharing options...
Bbradley62 Posted January 3, 2012 Report Share Posted January 3, 2012 Were you playing in a tournament, or with a rental (presumably basic) bot? I'm curious too. The basic bot isn't too strong. UdayProbably this one: http://webutil.bridgebase.com/v2/tview.php?t=3534-1325560741 Quote Link to comment Share on other sites More sharing options...
MightyMoe Posted January 4, 2012 Author Report Share Posted January 4, 2012 Uday, It was in a Race/Best Hand tournament and the link you show could be the one. I've played several of these tournaments. You can imagine the shock when the movie said 6N-1. Ross Quote Link to comment Share on other sites More sharing options...
barmar Posted January 5, 2012 Report Share Posted January 5, 2012 When GIB does its simulations, it performs double dummy analysis. So if the simulation has a ♦ layout where it's possible to take 3 or 4 tricks, it assumes it will achieve it. And there turn out to be many such layouts. Any time East has the K or T, it "knows" it will get 3 tricks (finesse the 9 if East has T, finesse Q if it has K). And when the K is on side and the T drops, it gets 4. In the 250 hands it simulated, it counted the following results: 96 D4: 1020 SJ: 1020 62 D4: 1020 SJ: 990 10 D4: 990 SJ: 1020 82 D4: 990 SJ: 990 So on 178 of the hands, it doesn't make a difference which suit it attacks. But on the remaining 72, the ♦ is a 6:1 favorite to get an overtrick. So it leads the ♦. Of course, once it does this it's not actually playing double dummy, so now it has to guess whether to finesse the Q or 9. And once this finesse loses, it decides that playing for the T dropping is better than now trying the ♠ finesse. This works whenever the ♦T is in the short hand, while the ♠ finesse is just 50-50. I think there may be some squeeze possibilities as well, if the same hand has the ♦T and ♠Q. Quote Link to comment Share on other sites More sharing options...
cloa513 Posted January 6, 2012 Report Share Posted January 6, 2012 ♦When GIB does its simulations, it performs double dummy analysis. So if the simulation has a ♦ layout where it's possible to take 3 or 4 tricks, it assumes it will achieve it. And there turn out to be many such layouts. Any time East has the K or T, it "knows" it will get 3 tricks (finesse the 9 if East has T, finesse Q if it has K). And when the K is on side and the T drops, it gets 4. In the 250 hands it simulated, it counted the following results: 96 D4: 1020 SJ: 1020 62 D4: 1020 SJ: 990 10 D4: 990 SJ: 1020 82 D4: 990 SJ: 990 So on 178 of the hands, it doesn't make a difference which suit it attacks. But on the remaining 72, the ♦ is a 6:1 favorite to get an overtrick. So it leads the ♦. Of course, once it does this it's not actually playing double dummy, so now it has to guess whether to finesse the Q or 9. And once this finesse loses, it decides that playing for the T dropping is better than now trying the ♠ finesse. This works whenever the ♦T is in the short hand, while the ♠ finesse is just 50-50. I think there may be some squeeze possibilities as well, if the same hand has the ♦T and ♠Q.Which doesn't explain why it leads the ace of spades, Double Dummy that makes no sense- it should keep that for a finesse if the 10 ♦ doesn't drop. It must have ignored its simulations to do that. Quote Link to comment Share on other sites More sharing options...
barmar Posted January 6, 2012 Report Share Posted January 6, 2012 Actually, at this point in the play, GIB had switched from simulations to GIBson, which tries to enumerate the different distributions of the suits and important cards, and figure out how many tricks it can make with each layout. Here's its analysis of how many tricks it can take after cashing ♠A: 05C 03D 25H 06S - HT -> 1205C 35D 26H 03S - DT -> 1205C 56D 26H 06S + DT D8 D6 D5 D3 -> 1105C 06D 36H 35S + HT - SK -> 1205C 03D 26H 05S - SK -> 1205C 06D 26H 46S -> 1105C 06D 23H 46S + SK -> 1211C 55D 44H 33S -> 1101C 16D 56H 06S + DT -> 1205C 45D 26H 06S - DT -> 1222C 55D 44H 22S + HT H2 - H5 H3 -> 1222C 44D 55H 22S + C8 C2 - C7 C4 C3 -> 1233C 55D 33H 22S + C8 C3 C2 - C7 C4 -> 12 This is its list of possible holdings in the West hand. The first line means "If he has 0-5 ♣, 0-3 ♦, 2-5 ♥, 0-6 ♠, and doesn't have ♥T, we'll take 12 tricks." There are only a few layouts where it goes down (the third line shows the layout that actually exists). I'm not sure, but I think cashing the ♠A at this point may be necessary as a Vienna Coup, to squeeze out the K while running the clubs (see line 7, where it thinks it will make even if West has ♠K). Quote Link to comment Share on other sites More sharing options...
MightyMoe Posted January 6, 2012 Author Report Share Posted January 6, 2012 The discussion of squeeze positions is utterly immaterial. There is no way GIB should have even looked at the ♦ finesse to begin with. There is plenty of transportation so the consideration is:Play on ♦s: slightly more than 50%Play on ♠s: 100%. 12 tricks, guaranteed. Then there is the actual line, where GIB cashed a second ♥ to pitch the ♣ K which was utterly gratuitous. This kind of 'flair' is absolutely unnecessary. It would be appreciated if that kind nonsense be shelved for the sake of some more technically sound play. I know it sounds boring but if the play had gone: win the ♥ lead, ♣ to the A, ♠ 2 to the J, any double dummy analysis is not required. Had GIB West doubled the NMF call and gotten a ♦ lead, there would be merit to this discussion of squeezes, otherwise, it is moot. It should have not even been in this situation. Quote Link to comment Share on other sites More sharing options...
barmar Posted January 9, 2012 Report Share Posted January 9, 2012 When GIB made the initial choice between playing on ♦ or ♠ it wasn't just trying to 12 guaranteed tricks, it was trying for the maximum number of tricks. And with double dummy play, there are more hands where it can pick up the ♦ suit for the maximum number of tricks. Quote Link to comment Share on other sites More sharing options...
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