PH8gmuXIs3YDV1fi8c9TzQ==;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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