👉 In mathematics, a "pluripotent" object is an algebraic variety that can be generated by finitely many generators. This means that it has a finite set of generators, and the set of those generators spans all of the space in which the variety lives. For example, consider the variety defined by the equation x^2 + y^2 = 1. This is an algebraic variety because it can be generated by the two elements (x,y) that satisfy this equation