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Videos (158) | Sift Talk (5) | Blogs (4) | Comments (289) |
Videos (158) | Sift Talk (5) | Blogs (4) | Comments (289) |
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Conor McGregor vs The Mountain
It's a friendly sparring match. Did you think he was going to crush his head or something?
I've no doubt that McGregor could beat people a lot bigger than him, but there's a limit.
McGregor is 1.75 m and 66 kg (that's 5' 9 and 145 lb for the people still living in the 1800s), and Björnsson is 2.06 m and 190 kg (6' 9, 420 lb). He's nearly 3 times his size!
Conor McGregor vs The Mountain
Can't work out if they're supposed to be fighting each other, dancing, tickling each other? Weird.
There's no intent from either of them. When Björnsson get hold of hi at 15 seconds in he just does nothing and then lets go.
World's Dumbest Cop
No sir....on all counts.
A cop's job is to 'serve and protect', to uphold the law, and promote public safety, not to pull over hot chicks in hopes he can trick them out of a blow job with the false promise of no ticket, not to perform public sex acts while shirking the job.
Corruptibility is not reduced when you allow those in power to accept any 'gift', it's amplified, because it now allows them to illegally sell their services and always claim they only took a gift.
Society only gains there if the cop PAY'S us that 'value' for receiving the valuable blow job AND gives back the money we paid him for that time period AND finds someone else qualified to do the job we were paying him to do....(or do we not need cops on the job, and it's just as good to have them off getting BJ's instead?) Since you want to give it to him for nothing, we totally lose, only the cop profits, not society. Does that really need to be said? We paid him for his time, she also 'paid' him, he didn't do what EITHER of us 'paid' him to do. Everyone but him lost...until he was caught, now we've all lost (we also lose all the money spent to train him, btw)
The cop's job is to catch people speeding and give them tickets. Seems to be exactly what he did.
The corruptibility of those in public office would be substantially reduced if the general expectation were that they would openly enjoy any extra-organisational perquisites available to them while continuing to perform their office in an objective fashion.
What's more, from a utilitarian perspective the value of the service provided to that cop probably dramatically exceeds the cost to the public purse of a few minutes of his salaried time lost. As an overall result, society has made a profit on the transaction. If anything, therefore, it would have been irresponsible of him to decline the opportunity to, shall we say, mouth-holster his pink pork pistol.
World's Dumbest Cop
Um...accepting bribes is a federal felony....even if you don't stay bought.
Taking the bribe is not 'doing his job correctly'....it's a crime, even if he doesn't follow through afterwards.
WTF? Bill didn't offer any reciprocity for the BJ, did he?!? First I've heard that. What legislation was she promoting, or who got the presidential pardon?
I'm all for cops getting BJs daily before they start their shift, not a bad idea at all...but certainly not from those they stop, absolutely not with the promise they'll 'look the other way' about the crime...even if they follow through with the original charge regardless of the fact that they were just bought and paid for. EDIT: Also, not on the clock/the public's dime, not while in uniform, and not posted publicly.
Standard procedure for public officials should be to accept all bribes, disclose them to a supervisory body and take whatever action they would have taken ordinarily.
"Thanks for the BJ, here's your ticket." Is essentially perfect protocol in that situation.
Objectively a culture in which the cop who did his job correctly is treated as the bad guy, rather than the criminal who admits to trying to bribe a police officer, is a pretty bizarre one. Bill Clinton, basically the same story. From an outsider's perspective - is the US just collectively extremely concerned that its authority figures should never get their dicks sucked? Because it occurs to me that perhaps if cops could release some of their frustration that way they might not have to spend so much time beating up black children.
World's Dumbest Cop
Standard procedure for public officials should be to accept all bribes, disclose them to a supervisory body and take whatever action they would have taken ordinarily.
"Thanks for the BJ, here's your ticket." Is essentially perfect protocol in that situation.
Objectively a culture in which the cop who did his job correctly is treated as the bad guy, rather than the criminal who admits to trying to bribe a police officer, is a pretty bizarre one. Bill Clinton, basically the same story. From an outsider's perspective - is the US just collectively extremely concerned that its authority figures should never get their dicks sucked? Because it occurs to me that perhaps if cops could release some of their frustration that way they might not have to spend so much time beating up black children.
We’re not ready for the next outbreak! - Bill Gates TED
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Zero Punctuation: Resident Evil 6
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)
The Office SexyBack Mashup (Dwight and Michael)
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)
Plan 9 from Outer Space (1959) 79 min
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)
Cop throws himself onto car and acts as if he were hit
I agree with @VoodooV
This is what evidence looks like: http://www.bjs.gov/index.cfm?ty=pbdetail&iid=4914
(psst, it's a report illustrating how cops are perceived and are acting like dicks)
(it's timely, 2011)
(it's from a reliable source, The Department of Justice)
Read the report out loud, that's what evidence sounds like.
Here's what you sound like: http://youtu.be/qXeAzO0yIf4?t=4s
I feel a new respect for those who much teach 14 yr olds.
Enzoblue
(Member Profile)
Your video, Björk interview with Chris Evans on TFI Friday, has made it into the Top 15 New Videos listing. Congratulations on your achievement. For your contribution you have been awarded 1 Power Point.
reactions to the mountain viper fight GoT - spoilers
And also the be fair for the fight, Björnsson wasn't trained on fighting with a sword either. In the book, Gregor is quite skilled with his sword. Sadly, Björnsson mostly swung it around, not a bash against him, but I'm sure with plenty of training and lots of choreography the fight could have been even more exciting.
And yes, the fight plays out nearly how it is in the book, his thirst for justice and vengeance over takes his caution to finish the mountain, hoping he would yield and confess. And ultimately get the confession that Tywin ordered it. Thus to get grounds to possibly get tywin. But alas, the mountain was able to kill him, and even survived the fight... kinda.
But the best is yet to come. "Where do whores go?"
Game of Kombat - Tyrion's speech (another alternate ending)
They've had 3 different guys playing Gregor Clegane.
Conan Stevens, Ian Whyte and Hafþór Júlíus Björnsson.
I still think that Stevens most looked the part, but I have to admit that Björnsson is terrifying!
What ants teach us about the brain, cancer and the Internet
The thumbnail image for this video has been updated - thumbnail added by eric3579.
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)
Every Man should be Grapefruited (wait for it)
While I've had many a BJ, I've never heard one that sounded more like a port-a-potty being sucked clean. DAMN GIRL!