RE: Cisco LEAP

From: SILES,RAUL (HP-Spain,ex1) (raul.siles_at_hp.com)
Date: 11/03/03

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    To: 'No Man' <noman4222@yahoo.com>, pen-test@securityfocus.com
    Date: Mon, 3 Nov 2003 14:29:30 +0100 
    
    

    Hi,
    This vulnerability was reported to Cisco by "Joshua Wrigth":
    - http://www.netstumbler.com/article.php?sid=731

    - Article: http://home.jwu.edu/jwright/presentations/asleap-defcon.pdf

    Probably he can provide you some numbers, the ones used in his demos.

    Joshua vs Cisco:
    - Joshua: http://cert.uni-stuttgart.de/archive/bugtraq/2003/10/msg00076.html
    - Cisco response:
    http://cert.uni-stuttgart.de/archive/bugtraq/2003/10/msg00108.html

    I hope this helps.
    Raśl Siles

    -----Original Message-----
    From: No Man [mailto:noman4222@yahoo.com]
    Sent: viernes, 31 de octubre de 2003 17:12
    To: pen-test@securityfocus.com
    Subject: Cisco LEAP

    I'm sure everyone is aware of the recent discussion
    regarding LEAP and it's suceptiblity to dictionary
    attacks. As I understand it, it is basically the
    MS-CHAP problem: the 16 byte RC4 hash is padded with 5
    nulls, split into three 7 byte chunks, then each chunk
    is encrypted with DES. The last chunk, since you know
    it has 5 nulls, is pretty easy to get That gives you
    the last two bytes of the hash, which you then compare
    for matches with the last two bytes in a precompiled
    dictionary of hashes.

    What about using a very large dictionary of all
    possible combinations for a given password length to,
    in effect, "brute force" it?

    Take for example a 6 character password made of
    lowercase letters and numbers. 36^6 works out to about
    2.2 billion possibilities. Your dictionary or 2.2B rc4
    hashes would take up roughly 40GB. I guess the plain
    text that the hash was calculated from would be in
    there too, so it would be a little larger, but suffice
    it to say that it would fit on a fairly typical hard
    drive.

    So, I'm wondering several things. Consider typical
    newer Intel hardware.

    1) what would it take time-wise to create the
    dictionary?

    2) how long would it take to cycle through 40 gigs of
    hashes to find the matches?

    3) how many matches on the last two bytes of the hash
    are there likely to be?

    Thanks in advance for any help in deciding how big of
    an issue this really is!

    Michael

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