👉 A "sprawlier" is a type of abstract algebraic structure. It's an extension of the concept of groups, but it's also different from them in that it only allows one element to be multiplied by itself.
For example, let G be a group and suppose we have some relation R on G such that for any two elements x and y in G, there exists another element z in G satisfying:
x
z = y
This is known as the rule of associativity.
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