sJLZbiqc7lylpsc4bZ9TBw==;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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