Imagine you have two long lists of numbers, let’s call them a and b, and they are exactly the same length. Your goal is to find special pairs of positions, (i, j), where i is smaller than j, and something interesting happens between the numbers at these positions. For each pair, you’re looking for this magical balance: When you take the number from list a at position i and subtract the number from list b at position j, it should be equal to what you get when you take the number from list a at position j and subtract the number from list b at position i. Your task is to figure out how many such special pairs exist in these two lists.