Okay kiddo, so let's talk about something called a del Pezzo surface! It's a fancy name for a special type of shaped object in math. Imagine you have a smooth, flat piece of paper. You could fold it, twist it, stretch it, and squash it in different ways to make all kinds of different shapes, right?
Well, mathematicians do something similar with shapes called "surfaces" that they study. A surface is like a 3D shape that doesn't have any thickness or depth, sort of like a sheet of paper. A del Pezzo surface is a special kind of surface that looks like a squished sphere or a round balloon that has been sat on or compressed from the outside.
But what makes a del Pezzo surface really interesting to mathematicians is that it has some special properties. One of the most important things is that it has something called a "degree," which is a measure of how curvy or bumpy it is. Del Pezzo surfaces have degrees ranging from 1 to 9, and each degree gives the surface different properties and shapes. Mathematicians study these surfaces to understand more about geometry and algebra, which are big words that describe how objects relate to each other in space and how we can use math to solve problems.
So to sum it up, a del Pezzo surface is a special type of flat 3D shape that looks like a squished sphere, and it's important to mathematicians because it has a degree that helps them learn more about math!