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the world > relative properties > number > mathematical number or quantity > numerical arrangement > [adjective] > of sets > of element in (2)
invertable1856

That can be or is designed to be inverted (in various senses of invert, v.); = invertible, adj.2 1a. Also Mathematics: that has an inverse; = inver

invertible1922

Mathematics. Of a function or other element of an algebraic structure: having an inverse (inverse, n. 2b).

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