MINGLI-QUEST Axioms Archive ← Back to Axioms Hall
AXIOM CODE: QLV22EXT22-DI-ER-SHI-ER-JIE-ZAO-SHI-PIAN-01 Category: Canonical Axioms Source: Qian Li Ming Gao Classics

QL V22 EXT 22 di er shi er jie zao shi pian 01: Canonical Formula & Malefic Avoidance

Rooted in Classics, Powered by AI

Canonical Classic Citation
"di er shi er jie zao shi pian-----------------------------------------------------72"
—— Citation from Qian Li Ming Gao Classics

I. Canonical Essence & Metaphysical Foundation

qian li ming gao《22_di er shi er jie_zao shi pian》duan luo duan yu:di er shi er jie zao shi pian-----------------------------------------------------72

II. Canonical Formulas & Deduction Rules

Formula & Verse
Formula for QL V22 EXT 22 di er shi er jie zao shi pian 01:
di er shi er jie zao shi pian-----------------------------------------------------72
  • PROMOTE(22_di er shi er jie_zao shi pian_01ben ge duan yu): 22_di er shi er jie_zao shi pian_01:qian li ming gao《22_di er shi er jie_zao shi pian》duan luo duan yu:di er shi er jie zao shi pian-----------------------------------------------------72
  • EVALUATE(Heavenly Stems and Earthly Branchespei he yu ji shen fu zhu): kao liangMonthly Commanderqi shu、san fang si zheng yu ji shen sheng zhu pei he。
  • SUPPRESS(Taboo Godqin rao yu sha xing po ju): ruo feng sha xing chong po、yang ren bo xue huoVoidness (Xunkong)Taboo God,ze ge ju shou sun huo jian fu。
  • WARN(da yun liu nian sui yun fou tai): shen shi xing yun zou sheng wang huo xiu qiu zhi di,pan ding yi sheng jin tui zhi jie。

III. Promote Conditions & Clash Avoidance

Qian Li Ming Gao Classics Theorem: QL V22 EXT 22 di er shi er jie zao shi pian 01 dreads Earthly Branch Six Clashes, Three Punishments, and Voidness. Branch clashes break structural harmony.
AXIOMATIC DEDUCTION GRAPH
EXPLORE ALL AXIOMS HALL arrow_forward
Axiom Code QLV22EXT22-DI-ER-SHI-ER-JIE-ZAO-SHI-PIAN-01
Condition Match Strict alignment with ancient canonical formulas from Qian Li Ming Gao Classics, free from clashes
RELATED AXIOMS MESH NETWORK

Related Axioms Network

View All Axioms →