On Sun, 2013-03-17 at 16:46 +0000, Christian Huitema wrote: > You may think that building public/private key pairs is a very > expensive operation, but that is not true. The default algorithm for > SSAS is RSA. Let's suppose you use 2048 bit long RSA keys. The key > generation start by generating a set of 1024 bit long prime numbers. In > theory, we need about 2*25 such numbers. Add a margin to be on the safe > side. These numbers can be generated once, they don't have to be > regenerated for every SSAS key being tried.
Hold on. If I'm an attacker, who says my "primes" even have to be prime? -------------------------------------------------------------------- IETF IPv6 working group mailing list [email protected] Administrative Requests: https://www.ietf.org/mailman/listinfo/ipv6 --------------------------------------------------------------------
