It seems a little reckless to brandish a harpoon gun while riding a jetski.
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maybe drunken?
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or distracted by this flame thrower?
(lol, how did Shell’s marketing allow THIS?)
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I see your Epson and raise you this
File:San Francisco Pride 2012 IMG 2542.jpg - Wikimedia Commons
English: San Francisco Pride 2012
Deutsch: eine Gruppe junger Frauen auf der San Fracisco Pride 2012. EIne trägt rote Reizwäsche, eine ein T-Shirt und Hotpants, eine ist komplett nackt. Die Nackte hat Piercings in den Brustwarzen sowie im Genitalbereich.
Translation: NSFW.
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The image is SFW but the factual text not? The S in US stands for strange, I’m sure 
Lada Tata MiG 15.
(NSFW, jet fighter aircrafts are not covered by BYOD policies)
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A group of young women at San Francisco Pride. One wears lingerie, one, a T-shirt and Hotpants, one is completely naked. The naked woman has piercings in her nipples as well as in her labia. It’s a very nice picture.
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I’d say the photo behind the link is way more NSFW than the translation!
Edit: Dammit, @renke!
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https://www.govtrack.us/congress/bills/113/hr2545/_text_image
https://www.govtrack.us/congress/bills/113/hr2545/_text_image
https://www.govtrack.us/congress/bills/113/hr2545/_text_image
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I bet you’re the kind of guy that would fuck a person in the ass and not even have the goddamn common courtesy to give him a reciprocating shaker. I’ll be watching you.
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2549 is the lower of a pair of twin primes, along with 2551:
https://primes.utm.edu/lists/small/100ktwins.txt. There are an infinite number of twin primes.
However, although 2549 cannot be factored into any smaller real integers, it is factorable, because it is the sum of two squares; 2549= 50^2 + 7^2.
Thus, it is the product of two complex numbers:
2549 = (50 + 7i) x(50-7i)
= 50^2 + 350i - 350i - 49 i^2
= 2500 + 49 = 2549
So, it is a real prime, but not a complex prime.
According to:
http://www.coolmath.com/algebra/10-complex-numbers/02-factoring-the-sum-of-two-squares-01
Also, according to:
primes that are 1 mod 4 all are the sum of two squares. Since 2548 is divisible by 4, 2549 is 1 mod 4. So, it is not unusual for primes to not be complex primes.
Also, this is tangentially related to Fermat’s last theorem, which related to the sums of two powers.
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Apocalypse. Again.
(And the broken mm-dd-yyyy format will be still in use. Humanity is doomed.)
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