The sum of the lengths of all the edges of a cuboid is 100 centimeters (cm), and the length and width of the base are twice the height each. What is the surface area of this cuboid in square centimeters (cm2)?
100 4 [OP_DIV] 2 2 [OP_ADD] 1 [OP_ADD] [OP_DIV] 2 [OP_POW] 2 2 [OP_MUL] 2 [OP_MUL] 1 2 [OP_MUL] 2 [OP_MUL] 1 2 [OP_MUL] 2 [OP_MUL] [OP_ADD] [OP_ADD] [OP_MUL]
var_a = 100
var_b = 4
var_c = var_a / var_b
var_d = 2
var_e = 2
var_f = var_d + var_e
var_g = 1
var_h = var_f + var_g
var_i = var_c / var_h
var_j = 2
var_k = var_i ** var_j
var_l = 2
var_m = 2
var_n = var_l * var_m
var_o = 2
var_p = var_n * var_o
var_q = 1
var_r = 2
var_s = var_q * var_r
var_t = 2
var_u = var_s * var_t
var_v = 1
var_w = 2
var_x = var_v * var_w
var_y = 2
var_z = var_x * var_y
var_A = var_u + var_z
var_B = var_p + var_A
var_C = var_k * var_B
print(int(var_C))