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About Me Member Art Student blindsuperhero23/Male/United Kingdom Recent Activity Deviant for 5 Years
Needs Premium Membership
Statistics 65 Deviations
398 Comments
4,193 Pageviews

Yankee Hotel Foxtrot

I remember

Mon Jul 9, 2007, 2:17 AM
I remember every number
I remember graduation
I remember painted faces, no they couldn't believe it was you
I knew

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Devious Info

  • Current Residence: Leeeds, WY
  • Interests: Post-futurism
  • Personal Quote: I saw this thing in a movie one time, and it keeps happening again and again
  • Tools of the Trade: Camel Lights
http://www.myspace.com/christophertedd

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Comments


Flagged as Spam
:icontruelover:
i love your work keep up
i havent been writing cause i just had a lil baby gurl and my hands been full but i am going to start writing again so yea keep it up i love it
:icontheleedsclub:
Hi. I noticed that you live in or near Leeds.
If you are interested, you should join The (new) Leeds Club.

Click on the icon for more details.

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The Leeds Club
:icondailydeviants:
Hello. :)

You have been featured in DailyDeviant's December Features news article!

Congratulations!

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:deviation: - Recommend a deviant today!
:iconbribitribbit:
You have such a lovely gallery! Thank you for sharing it, and things. :)

--
All bad poetry springs from genuine feeling. (Oscar Wilde)
:iconloganforever:
Wow. You have some great poetry!

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“To write the poem of the human conscience, if only of one man, even the most insignificant of man, would be to swallow up all epics in a superior and definitive epic.”
Victor Hugo
:iconjargonbox:
I like your gallery. *And* you like Wilco. :)

--
"Remember: King Kong died for your sins."
:iconesin:
Welcome to the Haikuwrimo!
:sun:
:iconrenascentphoenix:
Hello hello!

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However expressive, symbols can never be the things they stand for. —Aldous Huxley
:iconthe-final-i:
ATTENTION!

The first :devart: STRUCTURAL DESIGN COMPETITION has been announced.
For more details, visit: [link] .

You are hereby invited to take part in the contest.

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Did you know that:
E^2 = p^2c^2)+([<delta>m^2]c^4.
which implies that:
E= [mc^2]/[<sq. root> 1-(v^2/c")].
when p=0 (in eq 1, or 2, whichever you find simpler)
E=mc^2........
(In reality, p can never=0, so E should, realistically not be =mc^2, )

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