Dividing 520 by a particular number gives a quotient of 22 and a remainder of 14. Find the remainder and the quotient of 520 divided by the number that is 7 less than that particular number, and find the product of that remainder and quotient.
520 520 14 [OP_SUB] 22 [OP_DIV] 7 [OP_SUB] [OP_FDIV] 520 520 14 [OP_SUB] 22 [OP_DIV] 7 [OP_SUB] [OP_MOD] [OP_MUL]
var_a = 520
var_b = 520
var_c = 14
var_d = var_b - var_c
var_e = 22
var_f = var_d / var_e
var_g = 7
var_h = var_f - var_g
var_i = var_a // var_h
var_j = 520
var_k = 520
var_l = 14
var_m = var_k - var_l
var_n = 22
var_o = var_m / var_n
var_p = 7
var_q = var_o - var_p
var_r = var_j % var_q
var_s = var_i * var_r
print(int(var_s))