N (1 <= N <= 1,000) calves try out for the Moo U gymnastics team this year, each with a positive integer height and a weight less than 100,000. Your goal is to select a team of as many calves as possible from this group. There is only one constraint the team must satisfy: the height H and weight W of each calf on the team must obey the following inequality:
A*(H-h) + B*(W-w) <= C
where h and w are the minimum height and weight values over all calves on the team, and A, B and C are supplied positive integral constants less than 10,000. Compute the maximum number of calves on the team.