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Christian Von Koenigsegg

The smartest motherfucker on the planet, he builds sexy hypercars, and knows his cars inside and out

Christian Von Koenigsegg Can build sexy cars

by DINGDONGARMY September 28, 2021


Leo von Caprivi

The reichschancellor of the German empire from 1890 to 1894, a General and prolific statesman. He negotiated the caprivi strip in Namibia, then German south west Africa to give the colony access to the Zambezi river.

Leo von Caprivi had a very nice Moustache and Beard

by Reichschancellor William April 11, 2021


vanilla von dutch

Its a drink made up of vanilla absoulot and coke mixed up originated in the bay area.

What's that you sippin vanilla von dutch. By the fendi boyz of the MGM

by cris money February 12, 2008


poopen von poopendorf

A traditional German name.

Kaiser Poopen Von Poopendorf II was a really German dude.

by Squincy Quincy November 23, 2007

31๐Ÿ‘ 8๐Ÿ‘Ž


Tanya von Degurechaff

The protagonist of the anime/light novel series 'Youjo Senki/The Saga of Tanya the Evil.'

If you want to know more, the Internet exists.

Person 1: "Hey, have you read 'Youjo Senki?' The main character, Tanya von Degurechaff, is so cool! Let's go destroy Being X!"
Being X: "....."
Tanya von Degurechaff: "Curse you, Being X!"

by emo-geek-nerd-weeb February 28, 2021

8๐Ÿ‘ 2๐Ÿ‘Ž


Franziska Von Karma

She's a famous prosecutor from the game called Ace Attorney. She's also German and the daughter of the most feared prosecutor Manfred Von Karma. Her brother-in-law is Miles Edgeworth. Some people ship Franziska with Maya Fey, Phoenix Wright's assistant. This ship is mostly called Franmaya and it's quite popular. She has a weapon, her whip and she use to whip whoever try to get in her way.

-I like Ace Attorney!
-I like that game too!
-And, tell me... What's your favourite character? Mine is Phoenix!
-Well, I really like Franziska Von Karma, y'know.
-Cool! She's really strong!

by Amasonica162 June 7, 2022


von Neumann Algebra

In mathematics, a von Neumann algebra or W*-algebra is a *-algebra of bounded operators on a Hilbert space that is closed in the weak operator topology and contains the identity operator. It is a special type of C*-algebra.

The bounded operators on any Hilbert space form a von Neumann algebra, which is some the dopest shit I seen.

by vonNeumann@ias.edu June 26, 2019