👉 A frizzled object is a type of abstract algebraic structure that is defined by two properties: 1. Closure property: For any element $x$ in the set, and any other element $y$, we have $(x \cup y) \subseteq x$. This means that if you add or multiply an element to another element without changing their original relationship with each other, then it will also be in the same set. 2. Union property: For any two elements $x$ and
