Zhy 发表于 2022-2-13 15:43

如图,这题怎么解

本帖最后由 Zhy 于 2022-2-13 16:02 编辑

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xiang6426 发表于 2022-2-14 08:26

第一题答案:Q10拆,第二题答案:黑S1

james_hypo 发表于 2022-2-14 08:57

本帖最后由 james_hypo 于 2022-2-14 10:06 编辑

第一题:这种棋型下其实没有标准答案,看个人喜好,C15甚至C14守角或者P16单关守角(下一手瞄着Q10的拆,直接拆Q10则黑P16挂角,白棋不好走)都是可以的,另外AI时代有句棋谚叫“遇事不决点三三”,也就是直接左下点三三也可以的,白6可以先不管。顺便提一句,忘了在哪看过,黑棋三连星的话,白方直接挂角一般来说都不好,这里就不多说了!
第二题:黑S19白T19黑T18白T17黑T16白提劫(黑走T17好像是先手劫,白挡黑长白提黑挡白打吃黑提,好像是这样!)
第二题我弄错了,黑S19白T19时候,黑不用提直接T17就杀了,看到扑就想到提子,有些想当然了!

xiang6426 发表于 2022-2-14 09:31

第一题,应该以AI的推荐为准,Q10拆。第二题,答案是净活,所以是黑S1

xiang6426 发表于 2022-2-14 09:41

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

魔刀修罗 发表于 2022-2-14 10:57

第一题,左上角,守角为大,二间、单关、大飞皆可。
第二题,S1,净活。

Zhy 发表于 2022-2-14 16:12

感谢各位

yellowred5 发表于 2022-2-24 09:14

这样做活

闲云野鹤123 发表于 2022-2-24 09:34

yellowred5 发表于 2022-2-24 09:14
这样做活

正解是淨活 学了一道
页: [1]
查看完整版本: 如图,这题怎么解