Classes 1 and 2 shared the 1000 marbles they received as a prize. At this time, class 2 took 50 fewer marbles than class 1 did, and male students in class 2 took a total of 35 more than female students in class 2. If there are 17 boys in class 2 and the marbles were shared with that boys equally, what is the difference between the number of marbles each male in class 2 receives and the total number of marbles taken by class 1?
1000 50 [OP_SUB] 2 [OP_DIV] 50 [OP_ADD] 1000 50 [OP_SUB] 2 [OP_DIV] 35 [OP_SUB] 2 [OP_DIV] 35 [OP_ADD] 17 [OP_DIV] [OP_SUB]
var_a = 1000
var_b = 50
var_c = var_a - var_b
var_d = 2
var_e = var_c / var_d
var_f = 50
var_g = var_e + var_f
var_h = 1000
var_i = 50
var_j = var_h - var_i
var_k = 2
var_l = var_j / var_k
var_m = 35
var_n = var_l - var_m
var_o = 2
var_p = var_n / var_o
var_q = 35
var_r = var_p + var_q
var_s = 17
var_t = var_r / var_s
var_u = var_g - var_t
print(int(var_u))