Bob and Sally play the following game. At the beginning of the game several stones lie in a box. The two players take stones in turns, and the player who takes the last stone wins. On each turn, a player may take T stones for any T in turns. For each number k between m and n, inclusive, the game is played once with the box containing k stones at the start of the game. Assuming both players play optimally, return how many times Bob will win (Bob always moves first).
|-||turns will contain between 1 and 50 elements, inclusive.|
|-||Each element of turns will be between 1 and 100, inclusive.|
|-||Elements of turns will be in strictly ascending order.|
|-||The first element of turns will be 1.|
|-||n will be between 1 and 100000, inclusive.|
|-||m will be between 1 and n, inclusive.|