Where you will see the symmetry is in these coefficients. If you calculate these coefficients, six choose zero is one, six choose six is one. You would see that six choose one is six, and six choose five is six. You'd see six choose two is 15, and six choose four is also 15, and then six choose three is 20. So you definitely see the symmetry in the coefficients, but then these things are weighted by the fact that you're more likely to make something than miss something. If these were both 0.5, then you would also see the symmetry right over here, and you can plot this to essentially visualize what the probability distribution looks like for this example, and I encourage you to do that, to take these different cases, just like we did in that first example with the fair coin, and plot these. But this essentially does give you the probability distribution for the random variable in question.