Re: gpg2 --gen-key
- From: Richard Herring <email@example.com>
- Date: Fri, 31 Jul 2009 10:11:24 +0100
In message <fbe3e759-aab8-455b-9699-2fb56060fc9a@xxxxxxxxxxxxxxxxxxxxxxxxxxxx>, Collin Stocks <collinstocks@xxxxxxxxx> writes
On Jul 30, 11:12 pm, Collin Stocks <collinsto...@xxxxxxxxx> wrote:-----BEGIN PGP SIGNED MESSAGE-----
I was wondering if anybody knows what the time function for generating
a pgp DSA key looks like, i.e. t(BITS) = time it takes to generate a
BITS bit key. Is it exponential? Is it shaped like a parabola? Is it
linear? Is it logarithmic?
I'm guessing it is probably exponential.
What I'm really wondering is approximately how long it would take for
my computer (2.3 gHz) to generate a 65536 bit DSA key. I'm wondering
if it closer to days, weeks, months, years, decades, or...
Thanks in advance.
- -- Collin
-----BEGIN PGP SIGNATURE-----
Version: GnuPG v2.0.9 (GNU/Linux)
-----END PGP SIGNATURE-----
Sorry, it appears as though something has garbled my message and made
the signature not work. I won't bother next time.
Google, probably, on its way back to you. It looked like a properly signed message when it arrived here, though I didn't try verifying the signature.
- Prev by Date: Re: Teach myself C++.
- Next by Date: Re: Optimized S-Boxes in Software
- Previous by thread: Re: gpg2 --gen-key
- Next by thread: Re: gpg2 --gen-key