구성학 쉽게 배우기! 본명성/월명성/일명성/시명성(1) - 장호철 선생님

[@tv..6531]

본명성 ≡ 11 - Y (mod 9) 월명성 ≡ 12 - M - 3Y (mod 9)

[@tv..6531]

시명성 공식: 양둔기간: 시명성 = 1 + r(3J + j, 9) 음둔기간: 시명성 = 9 - r(3J + j, 9) (단, J는 일지 인덱스, j는 시지 인덱스)

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월두법: r(2I+J, 10) 시두법: r(2i+j, 10)

[@tv..6531]

연명성 공식: 연명성 = 9 - r(y-2, 9)

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월명성 공식: 월명성 = 9 - r(m+3y-3, 9)

[@tv..6531]

[본명성을 알아야 월명성을 뽑을 수 있다]라는 것은 아닙니다. 그냥 다음 공식을 이용하면 됩니다. 월명성 = 9 - r(m+3y-3, 9)

[@tv..6531]

일명성 공식: (1+[(365(Y+[M-3]12) + [Y+[M-3]12]4 - [Y+[M-3]12]100 + [Y+[M-3]12]400 + [153(M-12[M-3]12)-1987]5 + D)-(IF(1440([6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)]60)+30+60×H_ws+T_ws ≤ 1440((59 - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)-1]60))+1410-60×H_ws-T_ws, ((365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws) - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)]60) , ((365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws) + 59 - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)-1]60)))+1-1]9) × IF((IF(1440(([6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)]60)+30+60×H_ws+T_ws ≤ 1440(59 - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)-1]60)+1410-60×H_ws-T_ws, ((365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws) - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)]60) , ((365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws) + 59 - [6·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]10)-5·([365(Y_ws+[M_ws-3]12) + [Y_ws+[M_ws-3]12]4 - [Y_ws+[M_ws-3]12]100 + [Y_ws+[M_ws-3]12]400 + [153(M_ws-12[M_ws-3]12)-1987]5 + D_ws + 14]12)-1]60)))≤(365(Y+[M-3]12) + [Y+[M-3]12]4 - [Y+[M-3]12]100 + [Y+[M-3]12]400 + [153(M-12[M-3]12)-1987]5 + D)

[@alscotls717]

그러면 62년 8월생은 운의 형태가 똑같다는 말씀인가요?...