PK+9lglHEG+RTUkiOC7f1g==;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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