whoosh bang zoom
Based on this: www.b3ta.com/board/8799835
Thanks Mr Walrus Man.
Click for moon size (1.3mb)
Not as bright and chaotic as I had hoped.
*edit* CFB fixed I hope.
( ,
Sat 4 Oct 2008, 10:09,
archived)
Thanks Mr Walrus Man.
Click for moon size (1.3mb)
Not as bright and chaotic as I had hoped.
*edit* CFB fixed I hope.
Sorry I'm going to pop this here!
Gaaaah! The first series of Spaced is almost 10 years old!!
( ,
Sat 4 Oct 2008, 11:00,
archived)
Nicely done
I'm sure the Great Walrus will be most pleased with your offering.
( ,
Sat 4 Oct 2008, 10:16,
archived)
I just noticed the little letter things
how weird.
But yes, I enjoy this much more than the original. Apples and oranges indeed.
( ,
Sat 4 Oct 2008, 10:38,
archived)
But yes, I enjoy this much more than the original. Apples and oranges indeed.
Woo!
I think it's more that Walrus man is clever.
More than any lack there. Wonderful job.
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Sat 4 Oct 2008, 10:19,
archived)
More than any lack there. Wonderful job.
quite nice, if you want chaotic, write a symplectic integrator and solve the double pendulum problem numerically
then just the animate the reuslt. bam done.
( ,
Sat 4 Oct 2008, 10:24,
archived)
What the what, what, what?
edit: *Wikis* nope...I'm still ignoant.
Back to bliss.
( ,
Sat 4 Oct 2008, 10:27,
archived)
Back to bliss.
heres the wiki,
en.wikipedia.org/wiki/Double_pendulum
the double pendulum is chaotic for high amplitude oscillations. it's possible to compute the motion numerically using a computer. There's no analytical description so one has to simulate the path. A symplectic integrator would do nicely.
( ,
Sat 4 Oct 2008, 10:32,
archived)
the double pendulum is chaotic for high amplitude oscillations. it's possible to compute the motion numerically using a computer. There's no analytical description so one has to simulate the path. A symplectic integrator would do nicely.
With my appaling maths I would just
make a dubble pendulum and run a physics
simulation on it. Wonderful things, computers.
( ,
Sat 4 Oct 2008, 10:38,
archived)
simulation on it. Wonderful things, computers.
don't come in here and soil us up with your differentiable manifolds
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Sat 4 Oct 2008, 11:02,
archived)
i was talking to some physicists yesterday.
the problem in discussion was "does the temperature of a metal ball bearing affect the fall velocity through liquid nitrogen?"
The physicists went and did an inconclusive experiment and argued about it. I just said that the problem had been solved years ago and they just had to look up the answer.
They told me to stop spoiling it.
( ,
Sat 4 Oct 2008, 11:07,
archived)
The physicists went and did an inconclusive experiment and argued about it. I just said that the problem had been solved years ago and they just had to look up the answer.
They told me to stop spoiling it.
the page cannot be displayed.
:( (that's a sad face on the left).
( ,
Sat 4 Oct 2008, 10:34,
archived)
try several times
edit: no, your right. Where can I host a 1.3mb image?
( ,
Sat 4 Oct 2008, 10:49,
archived)
thanks! nice work.
next time don't screw up or i'll have you killed.
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Sat 4 Oct 2008, 11:13,
archived)