Question: Public Key Cryptography 6 7 5 . 1 Theorem. If p and q are distinct prime numbers and W is a natural number with (

Public Key Cryptography
67
5.1 Theorem. If p and q are distinct prime numbers and W is a natural number with (W,pq)=1, then W(p-1)(q-1)-=1(modpq).
Public Key Cryptography 6 7 5 . 1 Theorem. If p

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