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MPs with 8 card fit


Phil

  

27 members have voted

  1. 1. MPs with 8 card fit

    • Pass
      0
    • 3H
      1
    • 3N
      1
    • 4H
      23
    • Other
      2


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I am going to stick with the field and bid 4 not because I think my cardplay is much better than theirs, but simply because I think that is the contract that will bring me the most matchpoints in the long run.

 

I am not rejecting the invitation because there are a lot of 17 counts that are worse than this one, especially given the fit. I am not bidding 3NT because it can easily go down and even if not, it is quite likely that we have 1 more trick in hearts than nt.

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This surely is an easy 4H bid. We have 3-card support, a doubleton, an excellent 5-card suit, a sixteen count and 4 tens! Did I mention the excellent 5-card suit?

 

3NT would not have occured to me. Having thought about it I think it is really bad.

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This surely is an easy 4H bid. We have 3-card support, a doubleton, an excellent 5-card suit, a sixteen count and 4 tens! Did I mention the excellent 5-card suit?

 

3NT would not have occured to me. Having thought about it I think it is really bad.

I agree.

Partner said he wants to play in H if we have a fit. We have a fit and are even unbalanced and no stop in D.

The only time I would consider not going back to H with a 3 card is if I have 3 mall H and good stops in the other suits.

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Opening 1NT vs 1♣ is a more difficult decision imo

 

Was this supposed to be sarcastic? Sorry if it passed me by but opening 1 is ridiculous.

Woops, thought it was AKQJx which makes the hand 17HCP... :)

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I think the JT, QTx, and the pre-established club suit all argue for 3NT, but I'd still bid 4H because of the minimal combined point-count (which makes it more likely that we'll be wide open in diamonds, or won't be able to establish hearts). If partner had bid 3NT I might pass.
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3NT would not have occured to me. Having thought about it I think it is really bad.

I hadn't thought about it until you mentioned it. Let's just say I think it's likely that 4H is a better game than 3NT.

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It occurred to me LOL. I guess those 10's looked really good for 3N, but pard had Axx QJ9xx xx Jxx. I ran a few sims and for 3N to be right we need running hearts and a diamond stop (and sometimes that creates a spade problem), which is just too much of a parlay.

 

By the way, nothing makes here with accurate defense. Some of the field didn't invite so any minus is below average. My pard suggested 3 by the way.

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pard had Axx QJ9xx xx Jxx.

 

By the way, nothing makes here with accurate defense. Some of the field didn't invite so any minus is below average. My pard suggested 3 by the way.

Maybe nothing makes at the table, but you certainly want to be in 4H.

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By the way, nothing makes here with accurate defense. Some of the field didn't invite so any minus is below average. My pard suggested 3 by the way.

3 didn't occur to me at all. It only would if I knew partner bid games with an invite and invited with just short of an invitational hand. :)

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I guess I don't understand why someone would even play jacoby transfers if they are not choosing hearts with ATx and an unstopped doubleton.

The unstopped doubleton has secondary honors, so partner (who rates to have some length and points in diamonds) is less likely to need a 3rd-round ruff. The HA is another indicator for 3nt, since it means you'll be able to establish heart tricks without losing the lead too many times. The HT makes trump-promotion plays less likely, but also improves the chances of establishing heart tricks at NT.

 

Although I would bid 4H at matchpts, I think I might bid 3NT at imps. If partner had bid 3NT instead I would certainly pass at imps, and perhaps also at matchpts. Anyway, Han, I'm interested in the results of a sim; what are the chances that hearts are 2 tricks, 1 trick, or zero tricks better than NT when partner has 8-9 or 10-14 HCP?

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I dealt 1000 hands, partner holding 8 HCP every time and 1-3 spades, 5 hearts, 1-4 diamonds and 1-4 clubs.

 

4H made on 43% of them.

 

4H was better than 3NT on 625 hands, worse on 297 hands and equal on 78.

 

Of course if you expect partner to have 9 HCP often then the percentage of hands where 4H will make should be higher. The difference between 3NT and 4H was so large that I didn't think it was worth to rerun for 9 HCP.

 

Keep in mind that these are double dummy results.

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