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Re: MD5 math question
From: Charles Miller <cmiller () pastiche org>
Date: Sat, 7 Jan 2006 11:26:20 +1100
On 06/01/2006, at 12:06 PM, exon wrote:
Charles Miller wrote:
From my back-of-the-envelope calculation, your intuition is
misplaced. :)
Even if you assume only 6 bits of variance per password character
(which is just a-zA-Z0-9 plus two punctuation chars), that's
2^144 possible 24-character passwords. MD5 is a 128 bit hash, so
that's 2^16 passwords for every hash value, or only a 1 in 65,000
chance that the
first matching hash you come across in the password space is, in
fact, the correct password.
Without knowing the correct password there is no way of knowing
that the collision isn't it, and from a practical point of view it
doesn't matter in the slightest.
It's unfeasable to brute-force 2^144 passwords anyway. It was just an
intellectual exercise.
There is, however, a significant theoretical difference between "some
data that hashes the same as a password" and the original password
itself. Most people re-use passwords between different applications.
The former will only be portable between apps that use the same
hashing algorithm and salt, while the latter will work everywhere.
Considering the fact that MD5 has been broken though, I'm fairly
surprised it even came up to discussion. It's not exactly hard to
find info or even collision-generators.
The attack on MD5 is a collision attack, not a preimage attack. You
can create differing messages with identical hashes, but you don't
get to choose what that hash is. You can't match an existing hash any
easier than you could before.
http://www.cryptography.com/cnews/hash.html
This vulnerability makes MD5 unsuitable for certain cryptographic
applications, but it makes no difference to MD5 as a password-hashing
algorithm. The collision has to be generated by the person coming up
with the original data to be hashed, and I can't think of any way
someone could benefit from doing this on their own password.
Charles
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Current thread:
- Re: MD5 math question, (continued)
- Re: MD5 math question Charles Miller (Jan 06)
FW: RE: MD5 math question Vipul Kumra (Jan 04)
RE: MD5 math question Navroz Shariff (Jan 04)
RE: MD5 math question Jeff Robertson (Jan 07)
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