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The Hydrodynamics of Marbling Art
The thumbnail image for this video has been updated - thumbnail added by BSR.
![](data:image/jpg;base64,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)
eric3579
(Member Profile)
Congratulations! Your video, Les Grossman in the new Super Mario Bros movie
, has reached the #1 spot in the current Top 15 New Videos listing. This is a very difficult thing to accomplish but you managed to pull it off. For your contribution you have been awarded 2 Power Points.
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This achievement has earned you your "Golden One" Level 824 Badge!
newtboy
(Member Profile)
Your video, Les Claypool's Fearless Flying Frog Brigade-Pigs- Pink Floyd, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
Wrath of Khan: The Opera - Robot Chicken
Le Wrath di Khan Opera Live! | Robot Chicken | Adult Swim has been added as a related post - related requested by ant on that post.
Line Goes Up – The Problem With NFTs
meanwhile in the real world this is happening again.
"Man Ray Work Could Become Most Expensive Photograph Ever Sold at Auction in ‘Unprecedented’ Sale"
https://www.artnews.com/art-news/market/man-ray-le-violon-dingres-christies-sale-1234619229/
if nft is not for you so be it but its not going away. its just the above news story, reimagined.
Sideshow Bob in real life
The thumbnail image for this video has been updated - thumbnail added by Mordhaus.
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)
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Le *blocked
Tom Cruise lights up M.I. crew for breaking Covid rules
Tom Cruise goes full Les Grossman
Casino - Twenty-One Fucks In Two Minutes
Naturellement, je ne peux pas passer devant un casino en ligne aussi merveilleux que [url redacted] dont il vaut la peine de parler, car c'est l'endroit le plus cool que j'ai jamais visité.
Circulating Seal
W-wait... how the fuck did you find that? Are you some kinda wizard or something?! That shit's in JAPAN and you still found it! The Europeans didn't find Japan until 1957! I mean, seriously, can you imagine driving around Belgium in a Citron and suddenly BAM!! IT'S FUCKING JAPAN OUTTA NOWHERE! And that's when you realize you're floating in a canal in the center of Ghent because you've been fuck-all pissed on Avec Les Bons Voeux for the last week and a half. That shit happens to me at least twice a week and I'm fucking tired of it. Can't they just move Japan out of the way or something?
You can find it here https://www.google.com/maps/@42.4547411,141.1831535,107m/data=!3m1!1e3
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BSR
(Member Profile)
Your video, AXE Anarchy - Déclenche le chaos, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
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RFlagg
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Your video, Gold Teeth - dan le sac vs Scroobius Pip and Flux Pavilion, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
Demonstrating Quantum Supremacy
No, only saw the movie, but I have read many of Ursula K. Le Guin's books. She is the author credited with coining the word almost two decades before the first version of Ender's Game was written, and the idea of instantaneous communication in sci-fi is even older.
Have you by chance read Ender's Game? It's been a while for me, but I believe those books used this technique for interstellar communication, think it was called the Ansible.
newtboy
(Member Profile)
Your video, Lost Footage Discovered from 1966 | Le Mans-Ford Performance, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
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