The Big Levitski

Feb 21
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Jeremy Dower

Jeremy Dower

Feb 20
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Katch! - Saiman Chow

Feb 18
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Nice animated short. The only thing is that the visuals seems not to be very compatible with the story, in my opinion. And yes, France is! the land of the natural born animators, in this case from the Supinfocom School.

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Spending Time With Poster Boy (via thekskill)

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Feb 13
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Es ist immer wieder interessant zu sehen wie mache Leute sich im laufe der Zeit entwickelt haben. Nun, Vin Diesel hat es nicht. Sein debut Kurzfilm “Multi-Facial” ist trotzdem sehenswert, schon wegen der Tatsache dass er in Cannes gezeigt wurde. Aber auch weil der Autor, Regisseur und Produzent in einer Person, hier wirklich authentisch und sehr persönlich rüberkommt.

Feb 11
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Tea Fight opening, de Yeming Wang, réalisée au Studio 4°C.

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Feb 10
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Metropia is taking place in a not-so-distant, terrifying Europe.The world is running out of oil and the net of undergrounds has been connected, creating a gigantic subway web underneath Europe. Roger from Farsta (a suburb of Stockholm) tries to stay away from the underground. He thinks it’s unpleasant and he sometimes hear strange voices in is head. (via. atmo.se )

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Diablo 3 Unicorns and Rainbows

Diablo 3 Unicorns and Rainbows

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Peter Chungs life signs, folks who purchase the Replay Studios (Hamburg) developed Velvet Assassin game at the Gamestop online store will get access to a digital comic book created by Peter Chung. Should we be happy? Sure, but it’s a little bit kind of bitter,I wish to see something big and genius like in good old days.

Peter Chungs life signs, folks who purchase the Replay Studios (Hamburg) developed Velvet Assassin game at the Gamestop online store will get access to a digital comic book created by Peter Chung.

Should we be happy? Sure, but it’s a little bit kind of bitter,
I wish to see something big and genius like in good old days.

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Tank Girl Animated Ending

Feb 08
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x*z x^2 + z^2 x^2 - z^2 x^2 * z^2 x^3 + z^3 sin(x) cos(x) + cos(z) ^ 2 cos(x^2 + z^2) sin(x^2 + z^2) -1 / (x^2 + z^2) |cos(x) + cos(z)| ^ (1/2) cos(x) + cos(z) | cos(x^2+z^2) | ^ (1/2) |cos(x+z)| ^ (10/2) cos( |x| + |z| ) * ( x + z ) cos( |x| + |z|) * (|x| + |z| ) cos( |x| + |z| ) |sin(x) * ( sin(x) + cos(z) )| ^ 0.2 sin(x^2) * cos(z^2) via thiagocosta.net

x*z
x^2 + z^2
x^2 - z^2
x^2 * z^2
x^3 + z^3
sin(x)
cos(x) + cos(z) ^ 2
cos(x^2 + z^2)
sin(x^2 + z^2)
-1 / (x^2 + z^2)
|cos(x) + cos(z)| ^ (1/2)
cos(x) + cos(z)
| cos(x^2+z^2) | ^ (1/2)
|cos(x+z)| ^ (10/2)
cos( |x| + |z| ) * ( x + z )
cos( |x| + |z|) * (|x| + |z| )
cos( |x| + |z| )
|sin(x) * ( sin(x) + cos(z) )| ^ 0.2
sin(x^2) * cos(z^2)

via thiagocosta.net