👉 A multiradical is a type of algebraic structure where each element has more than one property. This means that every element in the structure can have at least two different properties, and these properties are not necessarily related to each other. For example, in the set of integers under addition, there are three elements (0, 1, and -1) that satisfy both of their respective properties: zero has an additive inverse, one is equal to its own negative, and -1 is
