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How many pairs below are exact duplicates?

  1. 2

  2. 3

  3. 4

  4. 5

The correct answer is: 3

To determine the number of pairs that are exact duplicates, one needs to identify pairs of items or elements that are identical in every characteristic. This means that for every pair, if they are referred to as duplicates, they must have all matching attributes such as name, value, or any other distinguishing feature denoted in the context of the question. In this scenario, if the response indicated that there are three pairs that are duplicates, it means that upon reviewing the elements listed, exactly three unique sets of two items are found to be the same. This could include items that are visually identical, share the same function, or any other criterion that defines them as duplicates. The logic behind counting pairs is fundamental to understanding how duplicates work: each duplicate has a twin, and identifying three pairs indicates that there are six individual items being accounted for (three pairs of two). Thus, the answer indicates that after thorough examination, three pairs were confirmed to meet the criteria of being exact duplicates.