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??????? 7.13 Let ( M O D E X P={langle a, b, c, pangle mid a, b, c ), and ( p ) are positive

??????? 7.13 Let \( M O D E X P=\{\langle a, b, c, pangle \mid a, b, c \), and \( p \) are positive binary integers such that \( \left.a^{b} \equiv c \quad(\bmod p)\right\} \). Show that MODEXP \( \in \math 2 answers

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