IMAGE DESCRIPTION:
SUPPOSE WE BELIEVE THERE IS A BIJECTIVE BETWEEN A
COMPREHENSIVE LIST OF REALS {(1,0]} AND THEIR FOURTH ROOTS
AS NEGATIVE REALS? IT'S RATHER EASY TO USE THE DIAGONAL
METHOD TO SHOW THAT THE RAVENOUSLY ENDLESS STRING OF
ONES WITH A MINUS SIGN IS NEVER A SQUARE ROOT OF THE
VENOMOUSLY ENDLESS STRING WITH A PLUS SIGN. THEREFORE
THIS FOURTH ROOT AS A BRUTALLY ENDLESS STRING OF ONE'S
[ESO] ROOT OF AN IMAGINARY IS A COMPLEX VALUE. THAT
MAKES IT SEEMINGLY ABSENT FROM OUR BIJECTIVE. HOWEVER
THE SQUARE ROOT OF ZERO AS CONCEIVABLY A ±ROOT OF {0⁕2}
ALLOWING {<I+1=-I-1>⇒<I=1>} IS ALSO AN ISSUE. SO WE
TAKE AS LEMMA THAT ZERO MUST RESIDE IN THE DIAGONAL.
RUNNING BACKWARDS THOUGH WITH A RAVENOUS ESO
MINUSING WITHIN A COMPREHENSIVE LIST OF NEGATIVE REALS
{(¬-0,$]} AND SQUARING? THE VENOMOUS ESO IS NEITHER
HERE A SQUARE OF THE RAVENOUS ESO! SO THE RESULT MUST
BE BIJECTIVELY A LISTING OF POSITIVE REALS INCLUDING ZERO
WITH THE VENOMOUS ESO RELEGATED TO THE DIAGONAL. SO
TO SHOW THAT THE VENOMOUS ESO SQUARE ROOT EQUALS
MINUS ZERO, SYMMETRICALLY NICE, WOULD SET CANTORIAN
THEORY ADRIFT. THIS WOULD BE THE SAME AS SHOWING THAT
MINUS ZERO IS THE SQUARE OF THE RAVENOUS ESO. . "IF I BELIEVE THE TERRIBLY WRONG THING
WITH THE WORLD IS THAT THE TERRIBLE
WRONG THING WITH THE WORLD IS WHAT
NOBODY BELIEVES IF THE TERRIBLE WRONG"; WAT SUPERVENING RUSSELL'S
PARADOX UPSIDE DOWN??? PROOF: TAKE
{(∞-1)/(∞)⁕(∞-∞)⁕(I^2)=(∞-1)/(∞)⁕(∞-∞)⁕(I^2)}
IMPLIES CLASSICALLY AS IN ∞/∞=(1/N)=(N)
{(∞-1)⁕(1/N-N)⁕(I^2)=(∞-1)⁕(1/N)-N)⁕(I^2)} IMPLIES
{(∞-1)⁕(N-1)⁕(I^2)=(∞-1)⁕(N-1)⁕(I^2)}
IMPLIES IF N'S LIMIT IS ITSELF INFINITY
{¥⁕(I/I)=¥⁕(I/I)}.
THIS MEANS IF OUR LIST {{($⁕(I^0),¬0⁕(I^0)]} AND} HAD AN
IMAGINARY IDENTITY FOR ONE THEN OUR MISSING RAVENOUS
ESO RESULTS IN THE FOURTH ROOT BIJECTIVE AS
{(√(I⁕$)⁕((√I⁕√(I+1))/((-)⁕√(I+1))} IMPLIES
{(√(I⁕¥)⁕(-√I)}. UNEXPECTEDLY OUR FOURTH ROOT LACKS {$}
NOW ALSO. IF THE INFINITE ROOT THEN BY EXTENSION OF AN
INFINITE IMAGINARY UNITY IS ALSO ABSENT? WE MODIFY OUR
ODD INTEGERS IN THE ACTUAL COUNT OF REALS TO COUNT AS
{N⁕(I^N)/{N⁕(I^N)} UNITIES. NOW WHEN AN INFINITE
VENOMOUS ESO OCCURS AKA {11111.....11111.0} TO
ATTEMPT COUNTING THE VENOMOUS ESO?? THAT VALUE
CANNOT BE EXPRESSED AS EVEN THE FRACTIONAL
{((-1)⁕11111.....11111.11111.....)/
((-1)⁕11111.....11111.11111*****)}
WHICH IS IMPORTANT IN CASE WE CLAIM THAT THE
VENOMOUS ESO IS AN INFINITE SUBSETTING OF ITSELF.