Okay kiddo, let me explain semisimple representation to you.
Imagine you have a big box that can hold a lot of smaller boxes, and each of those smaller boxes can hold some toys. Now, these smaller boxes can come in different shapes and sizes, and each of them can hold different toys. Some of them can hold only one type of toy, while others can hold multiple types of toys.
Similarly, in math, we have something called a representation, which is like a big box that can hold smaller boxes. But instead of toys, these smaller boxes hold mathematical objects called matrices. And just like the smaller boxes, these matrices can come in different sizes and shapes, and they can represent different things.
Now, a semisimple representation is like a big box that is made up of smaller boxes, but it's a special kind of box that only holds smaller boxes that are really well-behaved. They're so well-behaved that you can break down the big box into smaller boxes in a really nice way.
So, a semisimple representation is a kind of representation that can be easily broken down into smaller, simpler pieces. It's like having a puzzle that looks really complicated, but if you know how to take it apart, each piece is really easy to solve on its own.
Does that make sense, kiddo?