Prove for pudding p(x) that for some x, proof y is in p(x)

Wednesday, November 8. 2006

Prove for pudding p(x) that for some x, proof y is in p(x)

The fun of discrete mathematics with the deliciousness of pudding, all in the same box!

I've got this big long entry in the back of my head that I could put here, but I'm not really in the mood to go through all that.

I have noticed that there is no link on the internet entitled "click here to enter the machine". I have now rectified that (yes, I realize that google is not entirely indicative of what's on the internet, and that link with click here to enter the machine tools website. I'm taking about a link that's just click here to enter the machine, and if it's not on google, it might as well not be on the internet (hell, I'm on google (I'm in there somewhere for Alex Rock, unfortunately it's way down somewhere's that I don't care to look for all day (if you want to fix that, just start sprinkling links titled Alex Rock linking to alexrock.com, and it'll change in no time! (also, I'm a computer scientist, so I can nest as many parenthesis as I want, convention be damned (damned I say(!)))))))

Posted by Alex Rock at 16:40 | Comments (0) | Trackbacks (0)

Comments

Display comments as (Linear | Threaded)

No comments

Add Comment

Name
Email
Homepage
In reply to
Comment	Enclosing asterisks marks text as bold (word), underscore are made via _word_. Standard emoticons like :-) and ;-) are converted to images. BBCode format allowed To prevent automated Bots from commentspamming, please enter the string you see in the image below in the appropriate input box. Your comment will only be submitted if the strings match. Please ensure that your browser supports and accepts cookies, or your comment cannot be verified correctly. Enter the string from the spam-prevention image above:
	Remember Information? Subscribe to this entry