Actions

Work Header

x

Summary:

nakahara chuuya, as represented in a series of equations

Notes:

(See the end of the work for notes and other works inspired by this one.)

Work Text:

x – y = 0

therefore, x = y.

y stands for “you”. it is the independent variable. there is nothing left behind when it leaves.

 

alternatively,

x + y = 0

two options:

  • x = 0, y = 0
  • x and y are negative reciprocals that together amount to nothing.

cancellation. nullification. the singularity of a paradox.

x + (-y) = 0.

 

汚れっちまった悲しみに + (-人間失格) = 0

 

these equations mean the same thing.

 

numbers deal chiefly in losses and gains. one must ponder briefly on the nature of the relationship between two mathematical variables in a single equation. what is it to be halved and halved and halved until you are less than existence itself?

 

x + y = a

there. a combination of two individual values that results in a separate sum beyond either addend. it can be substituted as such:

中原中也 + 太宰 治 = 双黒

 

the existence of such an equation implies the existence of:

a – y = x

双黒 – 太宰 治 = 中原中也

a – x = y

双黒 –  中原中也 = 太宰 治

 

the sum is reliant on the presence of both addends at one time. if one is removed, the equation becomes false. for example:

中原中也 双黒

there is no sum without either one of the variables. it does not exist. it cannot exist.

 

y + b a

it is entirely possible for one variable to be taken away and transplanted into a different equation. this, in turn, will create a different sum:

太宰 治 + 国木田 独歩 双黒

thus, an equation can only exist under a specific set of circumstances. two variables, when added together, can only have a single possible sum. when the equation is taken apart, it is no longer the equation.

 

x + y = a

c + d = a

however, a single possible sum can be made up of several different combinations of numbers.

芥川 龍之介 + 中島 敦 = 双黒

it’s different, though. there are no coined terms to account for that, whether the number four is a “2 + 2 four” or a “3 + 1 four”; that is, in essence, the purpose of an equation. it is the only context necessary for a given outcome.

 

x ÷ 2 = 1

therefore, x = 2. a single number. 1 + 1 = 2.

2 ÷ 2 = 1

this is mathematically correct.

 

x ÷ 2 = 1

what if it were this: x = 1.

this is mathematically false. 1 ÷ 2 = 0.5, or one half of a whole.

however, 荒覇吐 0.5.

中原中也 ÷ 2 = 1. two ones.

中原中也 ÷ 2 = 荒覇吐 and 中原中也

 

wrong, wrong, wrong. it is thematically accurate, though. mathematics is a poor representation of mythology; objectivity and subjectivity are antonyms by definition.

some philosophy for the road: claiming subjectivity exists in all things is an act of claiming objectivity. the human psyche is fond of its moral dilemmas insomuch it has created a dilemma of itself. everything is constructed from nothing.

 

so, 0 + 0 = 1. even 荒覇吐 had surely been nothing once.

Notes:

translated equations:

1. upon the tainted sorrow + (-no longer human) = 0

2. nakahara chuuya + dazai osamu = soukoku (double black)

3. soukoku - dazai osamu = nakahara chuuya

4. soukoku - nakahara chuuya = dazai osamu

5. nakahara chuuya ≠ soukoku

5. dazai osamu + kunikida doppo ≠ soukoku

6. ryuunosuke akutagawa + nakajima atsushi = soukoku

7. arahabaki ≠ 0.5

8. nakahara chuuya ÷ 2 = 1

9. nakahara chuuya ÷ 2 = arahabaki and nakahara chuuya

and at the end: "even arahabaki had surely been nothing once."

also !! if it wasn't clear, y is meant to represent dazai/nlh ("y is the independent variable"), although this isn't the ordinary way of doing things !! x is commonly used to represent the independent variable in most equations, but that doesn't necessarily mean that y can't be the independent variable. other representations:

x = chuuya/tainted sorrow
a = soukoku
b = kunikida
c = akutagawa
d = atsushi