There is a cube with the sum of the lengths of all its edges equal to 82.8 centimeters (cm). A new cube was created by shortening the length of one edge of this cube by 1/3. How many centimeters (cm) is the sum of the length of one edge of the newly created cube and the length of one edge of the original cube?
82.8 4 3 [OP_MUL] [OP_DIV] 1/3 [OP_MUL] 82.8 4 3 [OP_MUL] [OP_DIV] [OP_ADD]
var_a = 82.8
var_b = 4
var_c = 3
var_d = var_b * var_c
var_e = var_a / var_d
var_f = 0.3333333333333333
var_g = var_e * var_f
var_h = 82.8
var_i = 4
var_j = 3
var_k = var_i * var_j
var_l = var_h / var_k
var_m = var_g + var_l
print('{:.2f}'.format(round(var_m+1e-10,2)))