Videos (130) | Sift Talk (4) | Blogs (14) | Comments (370) |
Videos (130) | Sift Talk (4) | Blogs (14) | Comments (370) |
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Vihart Anti-Pi Rant 3/14/14
When I saw the pi symbol illuminating the clouds here, I knew I had to come quickly to avert disaster.
http://www.livescience.com/34132-what-makes-pi-special.html
Vihart Anti-Pi Rant 3/14/14
What about infinite cherry pi...Is she gonna claim that's not special?
Vihart Anti-Pi Rant 3/14/14
Happy Pi day Videosift!
and *related=http://videosift.com/video/skytyping-pi-in-the-sky
skytyping pi in the sky
Vihart Anti-Pi Rant 3/14/14 has been added as a related post - related requested by eric3579 on that post.
Vihart Anti-Pi Rant 3/14/14
skytyping pi in the sky has been added as a related post - related requested by eric3579.
skytyping pi in the sky
Explanation of how this is done with multiple planes so precisely. Anyone?
Happy Pi day VIdeosift!
The neverending Model Train Loop
Should have left out a couple loops -or added more cars- until the front engine connected to the caboose, and made it TRULY never-ending.
Also, at 3:10 you see the track heads off into the rest of the house, the spiral is just his pièce de résistance.
Pi Is (still) Wrong.
Vihart Anti-Pi Rant 3/14/14 has been added as a related post - related requested by Zawash on that post.
Vihart Anti-Pi Rant 3/14/14
A Song About A Circle Constant has been added as a related post - related requested by Zawash.
Pi Is (still) Wrong. has been added as a related post - related requested by Zawash.
Vihart Anti-Pi Rant 3/14/14
*related=http://videosift.com/video/A-Song-About-A-Circle-Constant
*related=http://videosift.com/video/Pi-Is-still-Wrong
A Song About A Circle Constant
Vihart Anti-Pi Rant 3/14/14 has been added as a related post - related requested by Zawash on that post.
Another Way to Die - Jack White, Alicia Keys (new Bond song)
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Epicurus -- Consolation for not having enough money
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![](/thumbs/e/pi/Epicurus_Consolation_for_not_having_enough_money.jpg?1381576607)
The duration of this video has been updated from unknown to 24:00 - length declared by oritteropo.
Know Your Meme - Fucking Magnets, How Do They Work?
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)
Tucson Personal Injury Lawyer | Goldberg and Osborne
What's with these PI Lawyer cunts (unrighteous livelihood) coming out o the wood works? *ban all these motherfuckers....