A Trefoil Knot is a type of knot that is characterized by its simple, three-loop structure. It is the simplest form of a nontrivial knot, meaning it cannot be untangled without cutting the string. The knot is often used in various fields, including mathematics, art, and design, due to its unique properties and aesthetic appeal. In mathematics, the Trefoil Knot is studied in the field of topology, which examines the properties of space that are preserved under continuous transformations. It can be represented in three-dimensional space and has interesting features, such as being a prime knot, meaning it cannot be formed by tying together two simpler knots.