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Rube Goldberg Machine - How to open your door
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
![](data:image/jpg;base64,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)
Zero Punctuation: Splinter Cell: Conviction
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)
Zero Punctuation - Lollipop Chainsaw
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)
Freeman's Mind-A complete YouTube playList with 68 episodes!
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)
Darren Aronofskys Noah - a discussion
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)
PETRA:People for the Ethical Treatment of Robotic Animals
The possibility of robot abuse is actually being taken quite seriously. Psychologists are studying it. Governments are drafting laws about it.
http://www.idemployee.id.tue.nl/j.hu/publications/2008-IS-ExploringTheAbuseOfRobots/
http://news.nationalgeographic.com/news/2007/03/070316-robot-ethics.html
The Daily Show - Anne Hathaway (Jan 21 2015)
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Pixel
I see no reason it couldn't be done right now.
Once you have the dancers position the rendering is pretty trivial.
Getting the dancers position with a Kinect is certainly doable... I'm not sure how well the Kinect would cope with multiple people in that lighting environment, but you could certainly rig the dancers with invisible IR emitters and track that.
It's simply a matter of cost.
edit: technical info on how it was actually done
http://vezerapp.hu/blog/project-showcase-pixel/
When will this tech progress enough that they can render the effects in real time, using something like Xbox motion tracking to keep track of the dancers/props and have them actually effect the projections in real time, rather than projecting a pre-rendered 'movie' that they try to keep pace with and their place in? It would erase all the lag created when the dancers are 1/4 second off, or 3 inches out of place. That would go a long way towards creating suspension of disbelief for many, and sharpen up the performance immensely. Then we can have things like the bioluminescent forest done on stage with moving objects...like Avatar in theater form.
I love what they do with it, I just want to see it progress...and fast!
Thundercats -=- Robot Chicken
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![](/thumbs/t/hu/Thundercats_Robot_Chicken.jpg)
NASCAR coach reveals winning secret
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)
The Great Console Race
The thumbnail image for this video has been updated - thumbnail added by mintbbb.
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)
The Legend of Neil - episode 1
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)
No, THIS is the lowest flying pass ever (flag pickup)
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
What ants teach us about the brain, cancer and the Internet
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)
April Fail 2014!
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)