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Revision as of 04:27, 18 December 2005 editFie (talk | contribs)36 editsm Defense against rainbow tables← Previous edit Revision as of 06:22, 23 December 2005 edit undoShaddack (talk | contribs)Autopatrolled, Extended confirmed users, Pending changes reviewers14,696 edits catNext edit →
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Revision as of 06:22, 23 December 2005

A rainbow table is a special type of lookup table that is constructed by placing a plaintext password entry in a chain of keys and cyphertexts, generated by a one-way hash. The end result is a highly compressed table that contains statistically high chance of revealing a password within a short period of time, generally less than a minute. The success probability of the table depends on the parameters used to generate it. These include the character set used, password length, chain length, table count. Tables are hash specific, e.g. MD5 tables can only crack MD5 hashes. The theory of this technique was first pioneered by Philippe Oechslin as a fast form of time-memory tradeoff (PDF).

Defense against rainbow tables

A rainbow table is essentially worthless against one-way hashes that include tokens (or salts, in the case of 56-bit DES). For example, if a password hash is generated using the following function (where "." is the concatenation operator):

hash = md5sum(password . token)

...a password cracker would have to generate both every possible token for every possible password — a rainbow table would not give any benefit. However, if a password hash is generated using the following function:

hash = md5sum(password)

...a password cracker may benefit from a rainbow table.

Nearly all distributions and variations of Unix, Linux, and BSD use one-way hashes and salts, though many PHP web applications use regular MD5. The Windows NT/2000 family of windows uses the LAN Manager and NT LAN Manager hashing method and is also unsalted, which make it one of the more popularly generated tables.

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