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... ZFC is said to be independent from ZFC if is both ? and its negation are consistent with it (i.e. there model of both ?ZFC + ?? and ?ZFC + ¬??). See Kunen.
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... ZFC is said to be independent from ZFC if is both ? and its negation are consistent with it (i.e. there model of both ?ZFC + ?? and ?ZFC + ¬??). See Kunen. 
