Saturday, April 22, 2017

wordplay - Anime guess Riddle #2


Like in my first part, I'm searching for the name of an anime. Knowledge from the anime is required so maybe, if you havent seen it, you cant figure it out. I hope you have fun :)



My MC is the worlds best terrorist, his friends are his sidekicks and his worst nightmare.
His hobbies are ripping off royals and controlling people
But in the end he's a real good guy



Hint



Season 1 ended with one of the biggest cliffhangers I've ever seen, but Season 2 made Season 1 useless





Answer



This is definitely



Code Geass





"My MC is the worlds best terrorist"



The main character is Lelouch Lamperouge, self-appointed leader of a terrorist movement opposing the Britannia Empire's occupation of Japan




"His friends are his sidekicks and his worst nightmare"



Lelouch's best friend, Suzaku Kururugi, works for the Britannian military, opposing the terrorists in his advanced Knightmare Frame mecha. Another of his schoolfriends, Kallen Stadtfeld, is a prominent member of the resistance.



"His hobbies are ripping off royals"



The members of the Britannian royalty are the main villains of the series.



"and controlling people"




Lelouch has the power of Geass, which allows him to give someone a single vocal command that they are compelled to obey.



"But in the end he's a real good guy"



He's the protagonist... though tbh I wouldn't say he's a "good guy". He does some pretty terrible things in the name of opposing the Britannian regime.



Hint (note, this actually does spoil the anime):



Season 1 ends with Lelouch and Suzaku holding each other at gunpoint. We hear a gunshot... cue end credits. I never actually watched Season 2, but from what I've heard it has a completely different storyline to Season 1.




No comments:

Post a Comment

classical mechanics - Moment of a force about a given axis (Torque) - Scalar or vectorial?

I am studying Statics and saw that: The moment of a force about a given axis (or Torque) is defined by the equation: $M_X = (\vec r \times \...