환격

위키백과, 우리 모두의 백과사전.
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환격(還擊)은 바둑에서의 용어로, 자신의 돌 하나를 일부러 단수 상태로 만들어서 상대에게 잡는 것으로 자충수를 유도해서 되따내는 방법을 말한다.

환격의 예[편집]

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Go l.svg Go board diagram image.svg Go b.svg Go w.svg Go board diagram image.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go b.svg Go b.svg Go board diagram image.svg Go -.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go w.svg Go w.svg Go bT.svg Go bT.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go l.svg Go w.svg Go w.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
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Go l.svg Go board diagram image.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
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이 모양은 Δ으로 표시된 흑 두 점을 단수쳐서 따낼 수 있는 모양이다. 그런데 만약에 화점에 두어 단수를 치면 흑이 남아있는 활로에 두어 다른 흑돌과 자동으로 연결되어 버리므로 다른 방향으로 단수를 쳐야 따낼 수 있다.

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Go l.svg Go board diagram image.svg Go b.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go l.svg Go board diagram image.svg Go b.svg Go w.svg Go board diagram image.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go b.svg Go b.svg Go w1.svg Go b2.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go w.svg Go w.svg Go bT.svg Go bT.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go l.svg Go w.svg Go w.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
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위와 같이 백 1을 호구 안으로 집어넣어서 단수를 친다. 이러면 흑 2로 백 1을 따내도, 그 자체로 이미 자충수가 되어 버린다.

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Go l.svg Go board diagram image.svg Go b.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go l.svg Go board diagram image.svg Go b.svg Go w.svg Go board diagram image.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go b.svg Go b.svg Go w3.svg Go b2.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go w.svg Go w.svg Go bT.svg Go bT.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
Go l.svg Go w.svg Go w.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
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Go l.svg Go board diagram image.svg Go w.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg Go board diagram image.svg
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이와 같이 백 3으로 흑 2와 흑 Δ를 따내는 데 성공하였다.

같이 보기[편집]