There are $2$ piles of cards: Pile A with $88$ cards and Pile B with $52$ cards. Tom and Jane take turns picking cards from the piles. In each round, they can pick any number of cards from only one pile. They cannot end their round without taking a card. Whoever takes the last card wins the game. If Tom wants to win, what should his winning strategy be? 
Overseas Competition->Knowledge Point->Combinatorics->Math Game