gz4UJXCEotD2VHVaDEhSEQ==;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
- Match pattern
- Match details
- Case examples
- Example 1: Success with single matching PO row
- Example 2: Fail - Two matching candidate rows
- Example 3: Fail - First candidate row outside of partial quantity, second candidate row outside unit price tolerance
- Example 4: Success - THREE_WAY_EXACT
- Example 5: Success - THREE_WAY_EXACT
- Example 6: Fail - THREE_WAY_EXACT No unique Match
- Example 7: Fail - THREE_WAY_EXACT No Match