Math Series #8

You are invited to a contest for rolling dice. You can select between two options: First, you can spin a $8$ -sided dice (with faces with numbers $1$ until $8$ ) $2$ times and you win if you get $8$ on both rolls. Second, you can spin a $4$ -sided dice (with faces with numbers $1$ until $4$ ) $4$ times and you win if you get $4$ on all four rolls. Which should you pick, the first option, the second option, or the probability of winning in both options are the same?