If is a positive real number, then
^x
can be negative for
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AP ⟹ there exist n such that n>x. The set X = {m:m>x} is a non empty set of positive integers so it has a minimum element k. Then [x]:=k−1 (if k−1>x then k−1 is an element of X but it can't be so k−1≤x)
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