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Zero Punctuation: Spec Ops: The Line
The thumbnail image for this video has been updated - thumbnail added by blackfox42.
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)
Zero Punctuation: Deus Ex: Human Revolution
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)
one minute physics what if the earth were hollow
https://www.youtube.com/watch?v=hYf6av21x5c&src_vid=jN-FfJKgis8&feature=iv&annotation_id=annotation_753590
Live Forever Trailer. Cool Britannia. When Britain was Cool.
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Five For Fighting - 100 Years
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Live Motown: Temptations vs. the Four Tops
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Living Colour: Type
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"Live with Me": Massive Attack + Terry Callier
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If TV Medication Ads Became Self-Aware
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)
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)
The Unbelievably Sweet Alpacas! - Income Inequality
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)
Animator vs. Animation III
*related=http://videosift.com/video/Animator-vs-Animation
*related=http://videosift.com/video/Animator-vs-Animation-2
*related=http://videosift.com/video/Animator-vs-Animation-IV
Animator vs. Animation III
Animator vs. Animation has been added as a related post - related requested by ant.
Animator vs. Animation 2 has been added as a related post - related requested by ant.
Animator vs. Animation IV has been added as a related post - related requested by ant.
Animator vs. Animation
Animator vs. Animation IV has been added as a related post - related requested by kulpims.
Animator vs. Animation
*related=http://videosift.com/video/Animator-vs-Animation-IV