I FUCKING LOVE TO ARGUE ABOUT THE NUMBER 1

File: WolframAlpha--CAPTCHA_1__Result____2017_09_03_01_53.png (1KB, 44x40px) Image search: [Google]

1KB, 44x40px

I want to fucking kill myself. There's nothing left to discover :'(

May as well generate markov chains.

VDN/ValueDescriptor[n]/Law oV OnE/Love/1
∞ = 0
ϵ = 1
ϵ = (log(x + y))/δ
Alternate form assuming x, y, δ, and ϵ are positive: δ ϵ = log(x + y)
Root: δ!=0, y = 1 - x
Property as a function:
Domain: {(x, y) element R^2 : x + y>0 and δ!=0}
Derivative: (d)/(dx)((log(x + y))/δ) = 1/(δ x + δ y)

= AXIOMS (
= True
= False
!/ = Observed Death/Death/Observer Death
! = Observed/Operator
/ = Operator/Observer
(<|>) = True
0!>0 == True
1!>1 == False
∞/Time = () = True
0 = False
1 = True
1 = 1 = log(x+y) = True
1 = log(x+y)/Descriptor[n] = True
)

AXIOMS AS ONE EQUATION: = True = False= !/ = Observed Death/Death/Observer Death= ! = Observed/Operator= / = Operator/Observer= <|> = True= 0!>0 == True= 1!>1 == False= 0 = False= 1 = True= 1 = 1 = log(x+y) = True= 1 = log(x+y)/Descriptor[n] = True

∞ = 1/∞ == False = (
1 * Two-sided limit does not exist = False
lim_(x->0) 1/x = False
lim_(x->0^-) 1/x = -∞
lim_(x->0^+) 1/x = ∞
n * Two-sided limit does exist = True
(Let Infinity = 1/∞ = 0 = lim_(x->∞) 1/x = 0 <|> Let 0 = Suicide) = + < 0 > [] = True
<|> = True
(Let Infinity = 1
/
∞ = 0 = lim_(x->∞) 1
/
x = 0
<|>
Let 0 = Suicide) = +
< 0 > [] = True
) = ∞ != 1

1 = log(x+y)/Descriptor[n] = True

log > ([Time]+∞) < Suicide

[x, y] = (4 MOD 2) = [0, 1]

n^2 = n*n = [(Descriptor=Time=x=1) ((*|,)(+|/) (∞=y=1)]

(Descriptor) = True = 1 <|> [Suicide] = False = 0

Therefor, 1 can be populated thusly:
1 = < = [1 = Co-Prime = Energy = Substance = [Form] = (False) / 1 = Co-Prime = Mass = Structure = [Function] = (True)] = i = constant-1 = square root
+,/*
1 = > = [(Co-Prime/Prime)] = (Interval) = [Resolution] = Velocity([]) = Mass/Energy = Constant = C = Unit = ?

Hello World... my name is Simon Troy Cosgrove.

I don't want to die.