7강. 십이운성의 이해
안녕하세요.
오늘의 공부는 십이운성의 이해에 대해서 입니다.
가. 12운성의 의미
생, 욕, 대, 관, 왕, 쇠, 병, 사, 묘, 절, 태, 양으로 진행되는데
성장기, 쇠퇴기, 새로운 시작으로 분류를 해 본다면
ㄱ. 성장기
생 - 처음 태어나는 것
욕 - 태어난 후 목욕을 하는 것
대 - 목욕 후에 띠를 두른다는 것으로 옷을 입는 것
관 - 장성하여 벼슬 길에 오르는 것
왕 - 성장의 절정기로 왕성하다는 것
ㄴ. 쇠퇴기
쇠 - 왕성한 시기를 지나서 쇠해지는 것
병 - 병이 들었다는 것
사 - 병들어 죽음을 말하는 것
묘 - 죽어서 땅 속에 매장되는 것
절 - 모든 것이 끝나고 끊어진 상태를 말함.
ㄷ. 새로운 시작
태 - 아이를 배다. 새로운 시작, 태아를 말함.
양 - 기르다, 성장하다로 뱃속에서 자라는 것을 말함.
천간이 지지에 어느 정도 뿌리를 내리고 있는가를 알아보는데 12운성을 사용합니다.
나. 12운성 세운 적용법
육친의 세운 적용에 작용력이 매우 크기 때문에 꼭 알아두시고
실전에 필히 사용하시기 바라며 세운의 적용을 보면
ㄱ. 장생운을 만났을 때 - 새로운 일을 시작해도 좋음.
ㄴ. 목욕운을 만났을 때 - 약간의 어려움을 겪으나 점차 좋아짐.
ㄷ. 관대운을 만났을 때 - 식상, 재성이면 사업이 번창하고, 관성, 인성이면 승진기회가 옴.
ㄹ. 건록운을 만났을 때 - 경사가 있고 재물이 발전함.
ㅁ. 제왕운을 만났을 때 - 최고의 행운 시절, 기쁜 일이 많음.
ㅂ. 쇠운을 만났을 때 - 아직 기운이 남아있으나 점차 기울어짐.
ㅅ. 병운을 만났을 때 - 쇠퇴한 기운이 점차 뚜렷해짐.
ㅇ. 사운을 만났을 때 - 어떠한 일도 마무리 지어야 하는 상황임.
ㅈ. 묘운을 만났을 때 - 사업실패나 해당 육친의 사별 및 이별함.
ㅊ. 절운을 만났을 때 - 모든 일이 뜻대로 되지 않음.
ㅋ. 태운을 만났을 때 - 새로운 일은 작게 시작해도 좋음.
ㅌ. 양운을 만났을 때 - 점차 자라고 있는 상태임.
다. 10천간과 12운성
(10천간)
甲 乙 丙 丁 戊 己 庚 辛 壬 癸
(12운성)
生 浴 帶 綠 旺 衰 病 死 墓 絶 胎 養
10천간을 12지지에 각각 대입을 하면 10가지로 분리되고 천간과 지지의 조합이 120가지 됩니다.
ㄱ. 甲(木)의 12운성
亥 - 장생 子 - 목욕 丑 - 관대 寅 - 건록
卯 - 제왕 辰 - 쇠 巳 - 병 午 - 사
未 - 묘 申 - 절 酉 - 태 戌 - 양
ㄴ. 乙(木)의 12운성
午 - 장생 巳 - 목욕 辰 - 관대 卯 - 건록
寅 - 제왕 丑 - 쇠 子 - 병 亥 - 사
戌 - 묘 酉 - 절 申 - 태 未 - 양
ㄷ. 丙(火)의 12운성
寅 - 장생 卯 - 목욕 辰 - 관대 巳 - 건록
午 - 제왕 未 - 쇠 申 - 병 酉 - 사
戌 - 묘 亥 - 절 子 - 태 丑 - 양
ㄹ. 丁(火)의 12운성
酉 - 장생 申 - 목욕 未 - 관대 午 - 건록
巳 - 제왕 辰 - 쇠 卯 - 병 寅 - 사
丑 - 묘 子 - 절 亥 - 태 戌 - 양
ㅁ. 戊(土)의 12운성
寅 - 장생 卯 - 목욕 辰 - 관대 巳 - 건록
午 - 제왕 未 - 쇠 申 - 병 酉 - 사
戌 - 묘 亥 - 절 子 - 태 丑 - 양
ㅂ. 己(土)의 12운성
酉 - 장생 申 - 목욕 未 - 관대 午 - 건록
巳 - 제왕 辰 - 쇠 卯 - 병 寅 - 사
丑 - 묘 子 - 절 亥 - 태 戌 - 양
ㅅ. 庚(金)의 12운성
巳 - 장생 午 - 목욕 未 - 관대 申 - 건록
酉 - 제왕 戌 - 쇠 亥 - 병 子 - 사
丑 - 묘 寅 - 절 卯 - 태 辰 - 양
ㅇ. 辛(金)의 12운성
子 - 장생 亥 - 목욕 戌 - 관대 酉 - 건록
申 - 제왕 未 - 쇠 午 - 병 巳 - 사
辰 - 묘 卯 - 절 寅 - 태 丑 - 양
ㅈ. 壬(水)의 12운성
申 - 장생 酉 - 목욕 戌 - 관대 亥 - 건록
子 - 제왕 丑 - 쇠 寅 - 병 卯 - 사
辰 - 묘 巳 - 절 午 - 태 未 - 양
ㅊ. 癸(水)의 12운성
卯 - 장생 寅 - 목욕 丑 - 관대 子 - 건록
亥 - 제왕 戌 - 쇠 酉 - 병 申 - 사
未 - 묘 午 - 절 巳 - 태 辰 - 양
寅을 재성으로 사용하는 사람이 2016년에 찾아와서 장사를 하고 싶다면
丙申年이라서 절지에 해당되므로 아직은 안되고 2017년 丁酉年에는 골목 안쪽에서
작게 시작해도 좋다고 얘기해야 되겠죠.
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)
甲은 운에서 未를 만나면 어떨까요? 입묘가 되겠지요.
작용력을 상실한다고 보시면 되는데
① 오행으로 천간甲(木)이 지지의 未(土)를 극하지 못하고
② 육친으로 辛일간에 子가 식신이고 寅이 정재면 水가 생 木하여
식신이 정재를 생한다고 해석하면 안되는 것입니다.
子와 寅은 삼합운동이 정반대이므로 子 따로 寅 따로 이기 때문입니다.
申을 관성으로 사용하는 사람의 丁酉年 올해의 관운은 어떨까요?
제왕이니까 계속 발전하겠죠.
![](data:x-image/png;base64,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)
12운성의 적용은 곧바로 재성이나 관성운을 해석할 수가 있습니다.
감사합니다.
첫댓글 12운성 활용의 중급강의록 감사합니다.^^
하나하나 다시 한 번 보니 새롭게 다가옵니다. 감사합니다^^
갑이 운에서 미를 만나면 입묘 되니까 작용력을 상실한다. 12운성 거듭 익히고 갑니다~ 감사합니다^^
12운성 공부 잘 하고 갑니다~
감사합니다^^
감사합니다
12운성 간단명료 매력있으십니다..
감사함요~