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(7) Choice: for every set x whose members are all non-empty and pairwise disjoint, there exists a set z which intersects each member of x in exactly one point, i.e., if y 2 x, then there exists exactly one u such that u 2 y and also u 2 z. (8) Replacement: for every set x and every \deﬂnite operation" F which
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