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Angry Man Threatens To Call ICE On Women Speaking Spanish
Nigada aniyvwi nigeguda'lvna ale unihloyi unadehna duyukdv gesv'i. Gejinela unadanvtehdi ale unohlisdi ale sagwu gesv junilvwisdanedi anahldinvdlv adanvdo gvhdi.
Fuck that douchebag.
The Copenhagen Core - beautiful timelapse
The thumbnail image for this video has been updated - thumbnail added by Mordhaus.
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)
World's Dirtiest Song
Reminds me of this old nursery rhyme we used to sing as kids...
Mary had a little lamb, she also had a duck
She took 'em round the corner and taught them how to...
Fried eggs for breakfast, fried eggs for tea
The more you eat, the more you drink, the more you want to...
Peter had a boat, the boat began to rock
Up jumped Jaws and bit off his...
Cocktails and ginger ale, forty cents a glass
If you don't like 'it, you can shove it up your...
Ask no questions, tell no lies
I saw two men doing up their...
Flies are bad, mosquitoes are worse
And this is the end of my dirty, rotten verse
Monitor Against Mexicans Over Nationwide.
Tags for this video have been changed from 'MAMON quetzalcoatl trump' to 'MAMON, quetzalcoatl, trump, Ale Damiani' - edited by eric3579
Why Are Hops Used In Beers?
Hops started being used along the Rhine river in Germany around the 10th-11th century. It took some time before the use of hops was written into the Purity Law to ensure the quality of beer.
Because German beer would keep longer, it could be distributed further. With wider distribution, the beer could be made in larger batches. Larger batches meant it could be made more cheaply (per unit) which allowed German beer to compete against local breweries.
The early edge the Germans had in incorporating hops into their ales and beers gave them a competitive advantage that would last for centuries, and a brewing culture that thrives to this day.
Incidentally, the invention of calculus made trade easier as most beer (and pretty much everything else too) was carried in wooden barrels. Since barrels were hand-made they would often have slightly different sizes. Calculus made it easier to calculate the volume of the container to ensure the seller and customer would get a fair deal on the trade.
buzzfeed women drinking whiskey for he first time
But then Buzzfeed couldn't have done its "native advertising" of Jack Daniels and Canada Dry. Didn't even hit me until I clicked through to "Americans Eating Sushi" and, surprise, there's the ginger ale again. I know it's just entertainment, but do we really need product placement in Buzzfeed videos?
they should have busted out a bottle of some cask strength super peaty islay like laphroaig or ardbeg.
blankfist
(Member Profile)
Thinking of you <3
What Happens When You Drink 25-Year-Old Beer
"Beer" only keeps a few years? I think my bottle of Utopias will last several, or I'm wasting it as as we speak by not drinking it... Whereas a bottle of fresh-hopped pale ale is only good for a couple of months. By beer, do you just mean shitty lager? (/beer-hipster-douchebag)
Hipsters Love Beer
Is this saying that pale ale is hipster!?
How not to throw confetti
7UP? What is 7UP doing in a Pimm's cocktail? The discerning Pimm's drinker mixes 1 part Pimms No 1 with 3 parts dry ginger ale. Garnish with apple, strawberry, cucumber and mint. Tsk.
• 1 1/4 ounces Pimm’s Gin No. 1 Cup
• 3 ounces lemonade
• 7UP
• Cucumber slice
Arnold Schwarzenegger Super Bowl Commercial
Anna Kendrick Dishes on Newcastle Brown Ale Commercial has been added as a related post - related requested by ChaosEngine on that post.
Mordhaus
(Member Profile)
Your video, Anna Kendrick Dishes on Newcastle Brown Ale Commercial, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
Fall's Best Beers
I'm pretty sure Dead Guy Ale is available year round
Guinness Science - Sixty Symbols
Tags for this video have been changed from 'sixty symbols, guinness, science, beer, ale, carbonation, nitrogen, widget, 60' to 'sixty symbols, guinness, science, beer, ale, carbonation, nitrogen, widget, 60, physics' - edited by messenger
TDS 12/10/12 - Mitch McConnell's Self-Filibuster
The thumbnail image for this video has been updated - thumbnail added by radx.
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)