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We analyze the logical form of a statement involving sets. We worked similar problems previously, but the statements are slightly more complex in these problems as they involve indexed families of set, power sets, etc.
The goal is to replace the "bad" symbols in the original expression (e.g. subset symbols, set union, etc) with "good" symbols (e.g. logical AND, OR, NOT, etc) while maintaining a logically equivalent expression to the original statement.
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