What They Represent
A combinatorial YES position represents a conjunction of legs:How Tokens Work
A combinatorial condition represents a conjuction of legs, but not a side. The combinatorial condition from above would be:| Position | Meaning |
|---|---|
| YES | The full combination pays out |
| NO | The full combination does not pay out |
Resolution
For normal binary outcomes, a combinatorial YES position pays out only if every leg wins. If any leg loses, the corresponding combinatorial NO position pays out. If some legs are already resolved and others remain open, the position can be compressed into a simpler position that keeps only the unresolved legs and realizes any resolved collateral value.Related Pages
CTF Overview
Minimal overview of Conditional Tokens
Split Tokens
Create YES and NO token pairs
RFQ Overview
Quote combinatorial positions through RFQ