Tartarus Sorceror
Posts: 1698
Joined: Saturday, 18th June 2016, 13:57
Very Important Setting Question (with Math! Wink Wink!)
The craziest thing, however, is that everything is square. Blasts are squared. Field of view is squared!
So, in the Dungeon, is π = 4? Is that why you get hungry that fast? Because pi r squared? While in the real world pies are round?
And is √2 = 1? since you can move diagonally as fast as, uh, not diagonally.
So my question is: what would the real life implications of π = 4 and √2 = 1 be? Would our life be better?
Can we make π become 4?
Also, Chess also has √2 = 1. Is this why the queen goes faster than the king? Or is it just a depiction of women going shopping and men not wanting to and trying to stay home with their friends and castling in an attempt not to have to watch a bunch of shoes, and even inviting two bishops over, just to have an excuse not to leave?
Is Chess a gendered game? Is the Queen a protofeminist icon of a strong woman who leaves home and does what she wants, and a signal of social emancipation through the pawn to queen rule? Or is it actually a sign of submission of the talented Queen to the ultimately useless King, who still appears to be essential not through his abilities, but because of inherited right and an abusive system which automatically makes him the most important piece on the table? Does the black-white fighting depict the social issues of an intranational multiracial society, in which two peoples who otherwise look EXACTLY THE SAME are identified only through colour, so that the pawns are too distracted to notice that they, as proletariat, should stick together instead of allowing themselves to be polarized by dividing issues of race to the profit of the capitalists? Is Chess a tragic depiction of the reality it distance itself from through the poetical expedient of √2 = 1?