Given two integers G and L ( 2<= G <= 100,000 and 2 <= L <= 1000,000 ) , please find all positive integer A and B such that G is gcd(A, B) and L is lcm(A, B). 

One line with two integers which is G and L

One integer which is the number of A and B

Given 3 and 60, there are following group of A and B 
(3 60)  (15  12) (12   15)  (60  3), therefore the answer is 4