WkaVzJerQNQZIFu9dPHO6g==;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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