Let me explain to all of you about this:
The Chess Theory is simply not a one-dimensional order, but rather one based on two different aspects: First by Rarity - in terms of the quantity available in each colour, Second by Height - in terms of the base chess piece's height and NOT that of the character. Each chess piece, including the board, serves as the basis of the ruler (NOT the final boss or main antagonist) of each chapter's main dark world.
- In Chapter 1, we had King, the taller one of the two chess pieces with the quantity of 1 per colour
- In Chapter 2, we had Queen, the shorter one of the two chess pieces with the quantity of 1 per colour
- In Chapter 3, we had Tenna (The bored [="board"] one), basically with no height at all as a single simple flat template and therefore also has the quantity of 1 per colour (although technically 32 [or in another sense, 0.5, which rounds off to 1] per colour but this does not work for the case where all tiles are merged into a single entity as the board)
- In Chapter 4, we had Gerson (The Bishop), the tallest chess piece among the three with the equal rarity of a quantity of 2
- Therefore, in Chapter 5, we will get a dark world with The Roaring Knight themselves (themSELF?) as the ruler, as they are the second tallest chess piece among the three with the equal rarity of a quantity of 2
- As for Chapter 6, the ruler of the chapter's main dark world will be somewhat like the Rook chess piece, as it is the shortest chess piece among the three with the equal rarity of a quantity of 2
- And finally in Chapter 7, the ruler of the chapter's main dark world will be somewhat like the Pawn chess piece, as it is the most common chess piece
What do you guys think?
https://www.reddit.com/r/Deltarune/comments/1qyjl2s/guys_the_chess_theory_still_lives/
