That's a hard topic for a 5-year-old to understand, but let me try to explain it in a simple way.
Imagine you have a bunch of balls, and you want to know how many of them are red. You count them, and find out that there are 10 red balls.
Now let's say someone comes along and tells you that if you add 2 more red balls, you'll get a prize. Excited to win the prize, you want to know how likely it is to find 2 red balls in your bunch.
This is where the Poisson superbracket comes in. It's a special way of figuring out the probability of something happening. In this case, you would use the Poisson superbracket to calculate the likelihood of finding 2 red balls in your bunch, knowing that there are already 10 red balls.
So basically, the Poisson superbracket is a tool to help you figure out how likely something is to happen, based on other information you have. It's used in lots of different fields, from physics to finance.