uG5FuzcfcbaVF3TPYK0c/w==;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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 quantity, second candidate row outside unit price
- 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