They're not necessarily storing passwords in the clear (though the Texas Secretary of State does[1], so it wouldn't surprise me). For example, when updating a password on Facebook, they check to see if your new password is similar to your previous one by creating several variants of the new password, hashing them, and seeing if the hash matches any of your old password hashes. [1] http://plaintextoffenders.com/post/6…
Do you have a source on the Facebook statement? I would be interested in hearing how they create the variants.
Texas Attorney General Password Rules
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Re: Texas Attorney General Password Rules
#12They're storing passwords in the clear, otherwise they wouldn't be able to enforce the "cannot be too similar" rule.
You wouldn't be able to enforce "cannot be similar to the previous 8 passwords" like that, but they don't.
Re: Texas Attorney General Password Rules
#13So letters + numbers + 3 special characters. Our first and last positions can't be special characters, and we can't have the same letters concurrently, so we're in the ballpark of:
62^2 * 64^6 = 264,157,668,573,184 passwords
However, passwords must contain a letter, number, and special character. This means that we can eliminate the entire letters + numbers set, the numbers + specials set, and the letters + specials set:
(62^2 * 64^6) - (62 * 61^7) - (10^2 * 12^6) - (52^2 * 54^6) = 2,261,873,997,098 - Did I get that math right?
That's still a decently large space, but it's small enough to be attackable even if the passwords are hashed.
Re: Texas Attorney General Password Rules
#14It's kind of a fun working out how many passwords that is. So letters + numbers + 3 special characters. Our first and last positions can't be special characters, and we can't have the same letters concurrently, so we're in the ballpark of: 62^2 * 64^6 = 264,157,668,573,184 passwords However, passwords must contain a letter, number, and special character. This means that we can eliminate the entire letters + numbers s…
Re: Texas Attorney General Password Rules
#15It's kind of a fun working out how many passwords that is. So letters + numbers + 3 special characters. Our first and last positions can't be special characters, and we can't have the same letters concurrently, so we're in the ballpark of: 62^2 * 64^6 = 264,157,668,573,184 passwords However, passwords must contain a letter, number, and special character. This means that we can eliminate the entire letters + numbers s…
Two trillion? That's pitiful. That could be cracked even if it's hashed with a slow algorithm.
Do many systems allow nearly unlimited attempts? Is this common on some platforms? For all except the most locked down users; single task; it pretty much is three strikes your out, call to fix your access.