How is hash produced

Which movies did David Hash produce?

http://www.imdb.com/name/nm2130096/

“Giuseppe Verdi’s Rigoletto Story (2005) (V)”

What does length(%HASH) produce if you have thirty-seven random k…?

http://www.infyjobs.com/perl-faqs-4-real-time-interview-questions

is a built-in prototyped as sub length($), and a scalar prototype silently changes aggregates into radically different forms. The scalar sense of a hash is false (0) if it’s empty, otherwise it’s a string representing the fullness of the bu…

Can you give me an example of two different passwords that produc…?

http://answers.yahoo.com/question/index?qid=20080309043553AAd3DIB

As I understand things, the hash can hold 14 characters (bytes) but is split into two 7 character halves. A password is case sensitive. Assume a totally random selection of either 26 lower case letters, 26 upper case letters, and 10 digits …

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Does any one know how Hash(hashish ) is produced and from which plant?

Q:

A: Cannabis indica/sativa/rasta plant.

Can anybody figure out the password that corresponds to this NT Hash?

Q: I changed my Vista password but I can’t remember what it is and OPHcrack could not figure out the password either (I don’t understand why not). This is the NT Hash it produced, however:186635d9506c1da06616e8281c914c06Is there any way anyone can convert that to what the actual password is?

A: I think the best way for you is to reset your windows password. The Windows password Reset can solve all your problem within a few minutes. Importantly,No need to call a technician, no need to re-install anything, and you certainly don’t need to reformat. http://www.resetwindowspassword.com/

Can you give me an example of two different passwords that produce the same LM hash?

Q: The LM hash is the encryption system that windows uses to store user passwords. a LM hash can only hold 7 characters and is 16 characters long itself, so there must be multiple collisions.

A: As I understand things, the hash can hold 14 characters (bytes) but is split into two 7 character halves. A password is case sensitive. Assume a totally random selection of either 26 lower case letters, 26 upper case letters, and 10 digits (0-9) to choose from. (Note: This excludes all other special ascii characters.)The formula for determining total possibilities is (number of valid characters)^(length of password). Even if both 7 character halves are identical, and if only upper case letters and the digits 0-9 are used, that’s 36 possible characters raised to the 7th power. Doing the math, 36^7 = >78 billion possible combinations. If the second 7 character half also has >78 billion possibilities, the chance of a collision is possible between two or more users on the same computer, but infinitesimally small. And that’s not including the possibility of using all the special ascii characters like ! @ # $ etc. http://en.wikipedia.org/wiki/LM_hashhttp://www.asciitable.com/wwbgd