Bruce Schneier on What He Knows Best
Over at CSO Magazine there's a wonderful interview with Bruce Schneier, where he talks about cryptography and security. He has several good points, such as the physical security industry versus the IT security camp, and how true security really boils down to people problems. There's some good commentary on post-9/11 airport security regulations as well.
I'm a people person! I'm good at dealing with people! Why can't you people understand that?!!!
buttfucker
that would be the creator's increasingly popular planet/population rescue initiative (formerly unknown as the oil for babies program), which coincides perfectly (we do not use that word lightly) with the onset of the gnu millennium.
secure? why this stuff is unbreakable, & works on several (more than 3) dimensions.
the daze of the phonIE payper liesense corepirate nazi stock markup fraud execrable is WANing into coolapps/the abyss, at the speed of right. not much secure IT to be had with those fauxking foulcurrs.
the pateNTdead eyecon0meter kode has been used extensibly, in helping to eXPose many of the ?pr? ?firm? hypenosys fallicIEs surrounding the efforts of the felonious billyonerrors softwar gangsters' to mask their greed/fear/ego based misdeeds, & ongoing frauduleNT behaviours.
still much to be done. see you there.
consult with/trust in yOUR creator regarding decisions of the heart/mind/wallet. that's the spirit, moving you.
for each of the creator's innocents harmed, there is a badtoll that must/will be repaid by you/US, as the aforementioned perpetraitors of the life0cide against the planet/population, will not be available to make reparations.
get ready to see the light. there's no going back, & no where to hide.
Mod me up or I'll steal your job, yankee!
Thank you,
Nagonnaworkherenomo.
-- The WIPO Avenger
For those who missed the slashdot article...
Most modern cryptographic techniques are based on the seemingly difficult process of factoring large numbers (some as large as 1024 bits [300+ decimal digits] and beyond).
Now there is an algorithm which can determine the factors of such huge primes in P-time. Simply by plugging the huge prime into the following formula, the factors can be computed directly. No need for super computers or massive networks of interconnected PC's to solve the factorization of large primes.
Here is the formula, in case you missed it:
To factor large Prime P:
small factor is: F1 = (P x e^(i*Pi))/-P
large factor is: F2 = -(P x e^(i*Pi))