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If I know the private and public exponents (d$d$ and e$e$) of an RSA key pair, is it possible to (efficiently) calculate the public modulus n$n$?
If I know the private and public exponents (d and e) of an RSA key pair, is it possible to (efficiently) calculate the public modulus n?
If I know the private and public exponents ($d$ and $e$) of an RSA key pair, is it possible to (efficiently) calculate the public modulus $n$?
