Can a Combination Resolve a Clash? (合能解沖嗎)
Learn when a combination may bind, redirect, or weaken a clash, which evidence decides priority, and why no universal cancellation rule works.
Overview
A combination can sometimes reduce a clash by occupying a shared participant, but it does not universally erase the clash. The two relations must share topology, both must be valid under their own tables, and their completion, season, roots, proximity, repetition, damage, and timing must be compared. The result can be resolved, weakened, redirected, divided, or unresolved.
At a glance
- Prerequisite
- A valid combination and valid clash sharing a participant
- Priority evidence
- Completion, season, roots, proximity, repetition, damage, and timing
- Possible result
- Resolved, weakened, redirected, divided, or unresolved
- No universal rule
- Combination does not always outrank clash
- Layer rule
- A timed combination resolves only within its active period
- Boundary
- Technical resolution does not guarantee reconciliation
Check whether the relations truly compete
Map the combination and clash and identify their shared participant.
Relations on separate branches can coexist without one resolving the other.
- Require shared topology.
- Validate each relation independently.
Compare completed force on both routes
A complete group with strong season and roots differs from a nominal or damaged pair.
Proximity, repetition, and timing may give the clash more immediate access than the combination.
- Compare like with like.
- Publish counterevidence.
Return a graded result
Use resolved only when clash access is convincingly occupied or redirected.
Otherwise report partial weakening, divided force, temporary resolution, or an unresolved conflict.
- Avoid binary cancellation.
- Keep residual force visible.
Separate structural resolution from life outcomes
合能解沖 does not promise reconciliation, safety, recovery, marriage, job retention, or financial protection.
Real outcomes require the affected roles, timing, choices, and external facts.
- No social guarantee.
- No risk-management substitute.
Sources and editorial basis
- 《三命通會》 (Sanming Tonghui)《三命通會》地支合沖刑害諸論：合沖可同見，是否解沖須比較共享成員、時層、旺衰和沖破A historical compilation covering stems and branches, Ten Gods, Nayin, Shen Sha, and multiple classical pattern systems.
- 《淵海子平》 (Yuanhai Ziping)《淵海子平》合解與沖剋諸例：合的存在不等於沖的證據消失，可能只降低或轉向作用A foundational Ziping reference for branch months, hidden stems, roots, and stem-branch relationships.
- OpenFate Editorial Methodology合能解沖嗎頁輸出完整解、部分解、轉向或未解四種狀態，禁止用單一口訣覆蓋關係網OpenFate separates deterministic chart calculation, traditional interpretation, and modern editorial explanation.