**Rupees and Paise**.

Stan entered a departmental store with A dollars and B cents. When he exited the store, he had B/p dollars and A cents, where B/p is

*an integer*. It was observed that when Stan came out, he had precisely 1/p times the money he had when he came in.

Given that each of A, B and p is a

*positive integer*, with 2 ≤ p ≤ 99, determine the values of p for which this is possible. What values of p generate more than one solution?