GCHQ – Not So Secure?
danfarrall.com
danfarrall.com
On a more serious note http://www.gchq-careers.co.uk does not appear to be run by GCHQ. The Terms page says that it's run by TMP Worldwide (http://www.gchq-careers.co.uk/terms-and-conditions/).
That comment made my morning.
Surely this is a case of
Embarrassing but surely those nice people in Cheltenham are about more serious work.
TMP is an ad agency, not a technology company - can't say I'm too surprised they missed the ball on this one. There are lots of US gov't agencies who use TMP also.
http://yorickpeterse.com/articles/use-bcrypt-fool/
(sidenote: GCHQ cannot reverse bcrypt. Jgrahamc was making a joke.)
I find it strange that it doesn't mention lack of salting among the most common mistakes. Also, I didn't think SHA1 broken in any way that makes breaking password hashes easier than e.g. the SHA2 family? I might be wrong, though.
PS: I'm not advocating using anything other than a good PBKDF for hashing passwords.)
Edit: Re-reading the article it seems like lots of BS in there:
Example 1, regarding hashing something several times: "In order to retrieve the original password a hacker has to crack multiple hashes instead of only one." Nah, guessing is only more time-consuming.
Example 2, regarding the same thing: "The first reason is pretty easy to bust: simply add more hardware (or better hardware) and you're good to go." This applies for bcrypt as well.
And for his "attack" on "Hashing a password N times in the form of hash( hash(password) ) * N" you would need a working preimage attack for the hashing function used.
EditN: Rewrite
So that post may be incomplete regarding the technical details, but the critical information is there: Just use bcrypt. (...and use the recommended work factor.) I know hackers hate that sort of thing, but this is really one of those things we just have to drill.
Edit: In fact, if I hadn't heard of bcrypt before and saw that article, I would probably not trust his advice either.
The SHA family on the other hand are designed to be fast, (for checksums etc) so it's possible that later SHA algorithms are actually worse than earlier ones for password hashing.
Modern computers can do a lot of MD5/SHA1 every second so even with a salt, one round of SHA1 is likely to be not very good at all.
You can probably find a significantly large X and do SHA1 enough times to make it slow enough today, but for future-proofing you are better off just using an algorithm that is actually designed for such purposes.
> Example 1, regarding hashing something several times: "In order to retrieve the original password a hacker has to crack multiple hashes instead of only one." Nah, guessing is only more time-consuming.
I'm not entirely sure what you're trying to say with this example. The particular list item was meant as one of the examples why I think people would do it that way. It's not too uncommon that I read some article about a developer doing that because it is supposedly more secure.
> Example 2, regarding the same thing: "The first reason is pretty easy to bust: simply add more hardware (or better hardware) and you're good to go." This applies for bcrypt as well.
Bcrypt introduces a weight/cost (whatever you'd call it) factor who's sole purpose is to prevent this. The higher the factor the slower the process takes. The nice bit about it is that with a weight of N the hashing process always takes the same (due to some bcrypt voodoo that is beyond my knowledge) amount of time. You also can't change the weight since that will result in a different hash being produced (it would be fairly useless otherwise).
Having said that, I agree that the article could've been written in a better way but it will remain as is, simply because I try not to edit articles after I've published them.
Regarding the cost, bcrypt only increases the number of iterations (exponentially) with increased cost. The operation will take the same amount of time on one specific CPU, but go faster on another. However, because of higher memory usage than SHA variants, GPU implementations of bcrypt don't benefit as much compared to CPU implementations.
We still agree your advice to use bcrypt, though.
I find it strange that it doesn't mention lack of salting among the most common mistakes.
True. I believe bcrypt requires a salt, so you can't forget it. Bringing that up would have strengthened the case. In order to retrieve the original password a hacker has to crack multiple hashes instead of only one." Nah, guessing is only more time-consuming.
The article is using that as an incorrect argument for repeated hashing, and goes on to detail why it isn't necessarily more time-consuming because it increases the probability of finding a collision. This applies for bcrypt as well.
You can tune the work factor, so in a few years when computers are nearing fast enough to brute force your hashes, you only need to increase the work factor, not re-write all your code. You can't do that with something like SHA. The article could probably be clearer on that. And for his "attack" on "Hashing a password N times in the form of hash( hash(password) ) * N" you would need a working preimage attack for the hashing function used.
I don't see why. If there is a probability of a collision existing for a hash, repeated hashing will increase that probability, turning something that has a low number of collisions into a high number of collisions. The more collisions, the easier it will be to find one.I can't argue with your last point, simply because I don't understand it. How exactly does this "turn something that has a low number of collisions into a high number of collisions?"
In my mind, what we're doing is hashing "mypasswordmysalt" n times, and storing the resulting hash, the salt and n in a user table. If the user table is leaked, and n is 3 (for simplicity's sake, it would normally be _much_ higher), can you explain how this could be worse than doing one round of hashing?
With a single round of hashing, there are two possible inputs A1 and A2 that can produce the final output O. With a sufficiently large number of potential inputs, it will take you a while to brute force and enumerate all possible inputs before you hit on either A1 or A2.
With two rounds of hashing, there are two possible inputs A1 and A2 that can produce the final output O, and two possible inputs B1 and B2 that can produce the intermediate hash A1, and two possible inputs B3 and B4 that can produce the intermediate hash A2.
With three rounds of hashing you end up with something like this:
C1 C2 C3 C4 C5 C6 C7 C8
\ / \ / \ / \ /
B1 B2 B3 B4
\ / \ /
\ / \ /
A1 A2
\ /
------O------
So with each round of hashing you are increasing the number of collisions, meaning you're likely to brute force an input that will hash to O much quicker.[Edit] Of course, with each round you're also increasing the amount of time to compute O, but given most hashing algorithms are designed to be fast I'd say it's probably not enough to counter it. Not sure though, I've not actually looked at the maths.
No, there is an infinite number of inputs that produce the final output O.
Only with an infinite number of inputs. If we restrict our domain to things that are likely to be passwords, say string under 1000 characters in length, then we're increasing the number of inputs in our domain that can produce O. you have to find something that generates O after exactly n rounds of hashing
I was using an increasing number of iterations to demonstrate how each iteration potentially increases the number of collisions. Taking n=3, you don't need to know any of the intermediate states A1, B1, B2, B3 or B4 to take advantage of the fact that in our domain of strings under 1000 characters we only have to find one of 8 possible inputs rather than one of 2. I said will be true for all relevant hashing functions.
All relevant hashing functions have a probability of collisions in any useful input domain. Okay the tree won't be as dense as the one illustrated, but you're still increasing that probability by repeated hashing.You need to find some way to mitigate the collisions, at which point you've basically got bcrypt.
Thank you, now I actually do see your point. I would still not think of it a considerable weakness. To find such a collision would take more time than bruteforcing any likely password.
There doesn't yet exist a single example of any SHA1 or SHA2 collision, and if we use SHA256 as an example, we could probably not find one the next few years by bruteforcing even if we used all the world's current computing power and storage.
Edit: Actually, that whole argument falls to pieces, because if we can search through enough possibilities to find any collision, the output size of the hashing function is too small to for the hashing function to be secure.
It's more a case of "hey, here's a potential problem you might not have thought of, here's an algorithm that addresses it."
The only advantage I know of with bcrypt over multple SHA2 is that GPUs are very bad at it compared to most hashing functions, so the CPU cost (on my server) and the GPU cost (the crackers' cost) are not too different. (Anyone, please correct me if I'm wrong.)
Off-topic: This exponential reply delay is really annoying.
No, there is an infinite number of inputs that produce the final output O. And you have to find something that produces O after exactly n rounds of hashing, it doesn't help to find something that produces O after one or two rounds.
Edit: Sorry, didn't see your assumption when I first posted, but I guess what I said will be true for all relevant hashing functions.
More time auditing their public website means less time auditing military systems etc.
Signing up for websites that have limited/no repeat value is part of everyday life and I don't have high expectations of them
More likely it was just developed by whichever company was picked off a list of government contractors. I'm sure that whatever internal systems they have are completely separate from the website.
GCHQ probably consider arguing with a contractor about the password hashing on the jobs section of their website as a waste of their time.
If you're not reusing passwords it doesn't matter to you how they store your password. If they have broken in far enough to dump the auth table they almost inevitably can access your data stored there.
Another website which stores passwords in cleartext - just raising awareness.
We have received a reminder request for your login details.
Please use the details exactly as written below to access the UCAS Apply 2013 service:
Password: ThisWasMyClearTextPassword
Took me about 45 minutes just to recover my information, it's a terrible user experience:
First off, requiring an uppercase letter, which I've never used, so I actually now need to remember another, both lowercasepassword and Uppercasepassword, then changing my username to something built out of my name and age, with capitals in them, like FirstLast92, instead of just my email.
I hope I never have to use this website again.
When I was applying to uni both of those would be invalid passwords too, as they're more than 8 characters. I emailed them to complain, and was told that this is to enforce easy-to-remember passwords, because they didn't want to deal with the hassle of people asking for password resets...
If they'd used pbkdf/bcrypt or even better, scrypt, this would be a non-issue.
Being able to automatically reproduce them is almost equivalent to storing them in cleartext.
Most of these things could just be pithy rails site that get thrown away after every recruitment campaign.
Ask the question: Is the cost of giving the user a new generated password higher than the risk averted by storing the password hashed.
If all you have is a login for a website, then the risk is clearly bigger than any cost.
Name one.
A website has educational content. Teachers can sign up students in their classrooms. The teacher's password is stored securely, the student's password is not. The student password is shorter and automatically generated. The goal is to make the password just hard enough to not be guessed by other students, but not so hard that the student can't remember it. It is stored in clear text so that the teacher can look it up for the student, or print out the password to pass out to the student, etc. The student account is only given access to the content. The worst thing that happens if a student's password is guessed is that another student can mess up their progress tracking.
Is there a reason the student passwords should be encrypted in the database?
But perhaps I'm remembering a different intelligence agency's policy.
There is a site for naming and shaming plaintextoffenders.com
MI6 uses that intelligence (as well as intelligence they've gathered themselves).
MI6's "super secret technology" is a rubber hose in some friendly country with no human rights laws.
Though it doesn't send out the right signals as a list of potential candidates for GCHQ, The SS and SIS does have inteligence value to other actors
Technically, you are right to say that there's no evidence passwords are being stored in plaintext, but encrypted stores really aren't any better.
These are two entirely different things.
Why? Because passwords should NEVER be encrypted. Passwords are meant to be hashed (with a salt) and the hash (+salt) is what should be stored on their servers.
You really should know better...
Sort of, "If your developers are doing this today, they are grossly incompetent and you are putting your business and customers at risk."
Deleted comment