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Copenhagen双人公开赛:难以割舍的选择


lycier

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[hv=sn=Justesen&s=SK763HAJT4DT93CKT&wn=Christians&w=SJH973D872CAQJ764&nn=Krasilniko&n=SAQT5HKQ8DJ654C98&en=Bekkouche&e=S9842H652DAKQC532&d=n&v=b&b=13&a=1DP1HP1NP2CD2HPPP&p=SJSAS9S3HKH2H4H3HQH5HTH7H8H6HAH9DTD7D4DQC3CKCAC8CQC9C2CT&c=8]499|350[/hv]

 

这是一副来自哥本哈根双人公开赛的牌面:

再叫1和1nt有时候不好取舍,但从另外的角度看,开叫人再叫1门高花,那么第一开叫花色仅能保证4张,绝非人云亦云的5张。

难以割舍的选择,你的选择是?

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再叫1和1nt有时候不好取舍,但从另外的角度看,开叫人再叫1门高花,那么第一开叫花色仅能保证4张,绝非人云亦云的5张。

难以割舍的选择,你的选择是?

 

这种进程1-1 1怎么会要求保证低花五张?

 

只有这个进程1-1 此时1M才能要求长于高花。

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这种进程1-1 1怎么会要求保证低花五张?

 

只有这个进程1-1 此时1M才能要求长于高花。

 

不一定,想想4441怎么办?还有啊,花色存在双张小的主观判断,4张应该是有道理的。只是这种情况下,5张的概率比较大罢了。

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格子和老版的意见,我完全赞同,真的进步了,非常欣慰。

这种牌例以前在论坛讨论过,其实那道题与格兰特·贝茨大师桥牌总结有关系的。终于有人接受了:4432绝不是一定就是均型!

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