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If \(A\) \(=\) \(\{b\), \(f\), \(n\), \(t\}\), \(B\) \(=\) \(\{f\), \(i\), \(k\), \(t\}\) and \(C\) \(=\) \(\{b\), \(k\), \(p\}\), then find \(A-(B \cap C)\).
\(A-(B \cap C)\) \(=\)
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