In Lesson 5 and Lesson 6 we introduced the idea of 10 pair complement addition on the abacus. Here in Lesson 7 we will introduce the concept of subtraction with 10 pair complements. In review, there are only 5 possible 10 pair complements: 9-1, 8-2, 7-3, 6-4, 5-5. In the case where we want to subtract a number from a target rod that would result in a number less than zero, we solve this problem using the 10 pair complement subtraction rule. In other words, if there are not enough beads touching the reckoning bar from which we want to subtract a larger number, we use the 10 pair complement subtraction rule. Notice the test for the subtraction rule depends on how many beads are touching the reckoning bar whereas the test for the addition rule depends on the how many beads are not touching the reckoning bar.