ynhhyjb Posted July 1, 2014 Report Share Posted July 1, 2014 一、开叫遇对方加倍的应叫：1、1C:对方X-XX:5P+,转4+D -1D/H:5P+,转4+H/S-1S:7P+,转NT或C-1NT:7P+,均型,自然-2C/D/H/S:转6+D/H/S/C,弱牌(6-9P)或强牌(12P+)-2NT:0-5P,6+C,阻击-3C:9-11P,6+C,邀叫-3D/H:0-5P,转6+H/S,阻击-3S:11-15P,转3NT-3NT/4H/4S:要打 2、1D:对方X-XX:10P+-1H/S:5P+,4+H/S,自然-1NT:7P+,自然-2C:7P+,5+C,自然-2D/H/S:转6+H/S/C,弱牌(6-9P)或强牌(12P+)-2NT:0-6P,4-5+D阻击-3C:转4+D,弱牌(6-9P)或强牌(12P+)-3D:9-11P,4-5+D邀叫-3H/3S/4C:12P+,4+D的爆裂叫 3、1H:对方X-XX:10P+-1S:7P+,4+S,逼叫-1NT/2C:7P+,转5+C/D-2D:8-10P,转H加叫-2H:5-7P,弱加叫-2S:6-9P,6+S自然叫-2NT:9-11P,4+H支持的邀叫(特拉斯科特约定叫)-3H:0-5P,4张支持的阻击其它同哈代加叫 4、1S:对方X-XX:10P+-1NT/2C/2D:7P+,转5+C/D/H-2H:8-10P,转S加叫-2S:5-7P,3+S弱加叫-2NT:9-11P,4+S支持的邀叫(特拉斯科特约定叫)-3S:0-5P,4张支持的阻击其它同哈代叫加 二、开叫遇对方1NT争叫的应叫1、1C:对方1NT-X:10P+-2C:双高花,4+S加4+H-2D/2H/2S:转H/S/C(2阶包含邀请)-2NT:9P+,双低55m;或双套5M加5m,开方总是假定同伴双低-3C/3D/3H/3S:转D/H/S/C(3阶都是阻击) 2、1D:对方1NT-X:10P+-2C:双高花,4+S加4+H,开方2D对同伴的高花不感兴趣-2D/2H/2S:转H/S/C(2阶包含邀请)-2NT:9P+,5M加5C,开方可3C问高花-3C/3D/3H/3S:转D/H/S/C(3阶都是阻击) 3、1H/S对方1NT不推荐转移叫三、开叫遇对方1阶争叫的应叫1、1C:对方1D-X:5P+,转4+H-1H:5P+,转4+S-1S:5P+,转C或NT-1NT:7P+,自然叫-2C:12P+,转对方花色,无4M,进局逼叫-2D/2H/2S:6P+,转6+H/S/C,弱牌(6-9P)或逼局(12P+)-2NT:11P+,邀局-3C:9-11P,6+C,邀局-3D/3H:9-11P,转6+H/S,邀局-3S:转3NT,6+C,无D止-3NT/4H/4S:要打 2、1C:对方1H-X:5P+,转4+S-1S:5P+,转C或NT-1NT:7P+,自然叫-2C:7P+,转5+D,线性实力-2D:12P+,转对方花色,无4张S,进局逼叫-2H/2S:6P+,转6+S/C,弱牌(6-9P)或逼局(12P+)-2NT:11P+,邀局-3C/3D:9-11P,6+C/D,邀局-3H:9-11P,转6+S,邀局-3S:转3NT,6+C,无H止-3NT/4S:要打 3、1C:对方1S-X:5P+,否定性加倍,原则上承诺4张H-1NT:7P+,自然叫-2C/D:6P+,转D/H(6+弱牌,5+邀请,5+逼局)-2H:6P+,转对方花色,无4张H,进局逼叫-2S:6P+,转C(6+弱牌,5+邀请,5+逼局)-2NT:11P+,邀局-3C:9-11P,5+C,邀局-3D/3H:9-11P,转6+D/H,邀局-3S:转3NT,6+C,无S止-3NT/4H:要打4、1D:对方1H-X:7P+,转4+S-1S:7P+,转NT或C-1NT:7P+,自然-2C:6P+,转D,弱牌(6-9P)或强牌(12P+)-2D:9-11P,4+D邀叫-2H/2S:6P+,转6+S/C,弱牌(6-9P)或强牌(12P+)-2NT:11P+,邀局-3C:9-11P,6+C邀局-3D:4-7P,阻击-3H:9-11P,转6+S,邀叫-3S:12P+,4+D,H单缺爆裂叫-3NT:要打 5、1D:对方1S-X:否定性加倍,原则上承诺4张H-1NT:7P+,自然叫-2C:6-11P,转D-2D:6P+,转6+H的弱牌(6-9P)或强牌(12P+)-2H:12P+,转对方花色,无4张H,进局逼叫-2S:6P+,转6+C的弱牌(6-9P)或强牌(12P+)-2NT:11P+,邀局-3C:9-11P,6+C邀局-3D:4-7P,阻击-3H:9-11P,6+H邀局-3S:12P+,4+D,S单缺爆裂叫-3NT:要打6、1H:对方1S-X:7P+,转NT或C-1NT :7P+,自然叫-2C:7P+,转5+D,线性实力-2D:8-10P,转H加叫-2H:5-7P,3+H弱加叫-2S:6P+,转6+C的弱牌(6-8P)或强牌(12P+)-2NT:11P+,邀局其它同哈代叫加 Quote Link to comment Share on other sites More sharing options...
lycier Posted July 1, 2014 Report Share Posted July 1, 2014 极好的资料，本人阅读后受益良多，顶置该帖推荐给大家。再次向贴主表示感谢。 Quote Link to comment Share on other sites More sharing options...
sfbcs Posted July 4, 2014 Report Share Posted July 4, 2014 很好的叫牌技术信息。非常感谢！^_^ Quote Link to comment Share on other sites More sharing options...
wuhuan Posted July 12, 2014 Report Share Posted July 12, 2014 好一就是记忆量大且需要磨合。 Quote Link to comment Share on other sites More sharing options...
wuhuan Posted July 15, 2014 Report Share Posted July 15, 2014 倒数第六行，什么是线性实力？ Quote Link to comment Share on other sites More sharing options...
cqwbc Posted August 16, 2014 Report Share Posted August 16, 2014 《THE WORLD OF TRANSFERS》书里有很多比较详细的介绍 Quote Link to comment Share on other sites More sharing options...
cqwbc Posted August 16, 2014 Report Share Posted August 16, 2014 倒数第六行，什么是线性实力？linearity of strength 的直译 Quote Link to comment Share on other sites More sharing options...
cqwbc Posted August 16, 2014 Report Share Posted August 16, 2014 linearity of strength 我的理解是无上限的连续牌力，因为有的转移性叫品是非强即弱设计 Quote Link to comment Share on other sites More sharing options...
cqwbc Posted August 16, 2014 Report Share Posted August 16, 2014 美籍华人肖光浩先生在他的网站目前已将《转移叫世界》全文翻译，有兴趣的朋友可以去看看。 转移叫的世界/目录 Quote Link to comment Share on other sites More sharing options...
sungh Posted September 23, 2014 Report Share Posted September 23, 2014 王建坚的科学二盖一进局逼局系列之二——《现代竞争叫牌—分析与综合》里有介绍。 Quote Link to comment Share on other sites More sharing options...
sungh Posted September 25, 2014 Report Share Posted September 25, 2014 呵呵，王建坚的科学二盖一进局逼局系列之二——《现代竞争叫牌—分析与综合》是今年8月新出版的，我也网购了一本来看看。 Quote Link to comment Share on other sites More sharing options...
ynhhyjb Posted January 4, 2015 Author Report Share Posted January 4, 2015 本方案参考波兰著名牌手和理论家马顿斯的书《转移叫的世界》和施毫军、庄则军两位大师的叫牌卡，并根据自己的使用习惯综合整理而成，完整的在我QQ空间，有兴趣的可一起讨论。王建坚的《现代竞争叫牌—分析与综合》一书，还没有机会拜读。 Quote Link to comment Share on other sites More sharing options...
ynhhyjb Posted April 27, 2019 Author Report Share Posted April 27, 2019 包含了C/1MX约定。 Quote Link to comment Share on other sites More sharing options...
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