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"And the men [women] who hold high places must be the one's to start, to mold a new mentality closer to the heart.'~Rush

"And the men [women] who hold high places must be the one's to start, to mold a new mentality closer to the heart.'~Rush | SMALLEST PRIME 
THAT IS SUM OF 
PRIMES, 2 WAYS; IS THIS IMPORTANT. WELL WE COULD 

MAKE A BIJECTIVE FOR SUMS IN N 

WAYS. THAT IS THERE SHOULD BE AS 

MANY PRIMES AS THERE NUMBERS 

THAT ARE SUMS OF TWO PRIMES IN 

HOWEVER MAY WAYS. THEN THREE IN

 HOWEVER MANY WAYS. THEN FOUR 

AND SO ON. HOWEVER AT INFINITY THE 

NUMBER OF WAYS WOULD BE JUST 

ONE. SO APPARENTLY OUR BIJECTIVE 

WOULD HAVE TO INVOLVE ORDERED 

SETS OR PERMUTATIONS. THAT IS THERE

 ARE AS MANY PRIMES AS ORDERED 

PAIRS OF PRIMES, ORDERED TRIPLETS. 

QUADRUPLETS, ETC. YET THEN HEY 

WHAT HAPPENS WHEN WE ARE FACED 

WITH ORDERING BASED UPON SIMILAR 

DIGIT SEQUENCES. PRESUME 

CONJECTURALLY THAT SOME SET OF 

INFINITE PRIMES HAS A TRAILING BIT 

SEQUENCE OF ALTERNATING ONE'S AND

 ZERO'S: ".....010101010101". 

THERE'S NO WAY TO ORDER THIS SET 

BASED UPON THE LEADING WHATEVER

 BIT SEQUENCE AT INFINITY SUCH AS: 

"11100101110000.....". PERHAPS 

THEN IT WOULD BE REASONABLE TO 

CONCLUDE THAT OUR BIJECTIVE WAS 

ONLY POSSIBLE WITH RESPECT TO 

PRIMES THAT HAVE INFINITELY 

DISORDERED BIT SEQUENCES. THAT 

MAKES THESE PRIMES ESSENTIALLY 

REAL IN NATURE. SO IF WE HOPED TO 

MAKE A BIJECTIVE BETWEEN PRIMES 

AND REALS FOR INFINITE ACCOUNTING 

WE'D BE BACK AT SQUARE ONE. YET 

WHY STOP THERE. ISN'T IT BEST TO 

COUNT DISORDERLY REAL STRINGS WITH 

DISORDERLY INTEGER STRINGS 

GENERALLY. SO TAKING THE 

ISOMORPHICALLY REVERSE PERSPECTIVE

 IT'S BEST TO NOT COUNT INFINITELY 

WITH ORDERLY STRINGS. THEREFORE WE

 ASK IF THE REAL BITSTRING: 

'0.11111111......." IS MORE ORDERLY 

THAN THE INTEGER BITSTRING: 

"111111.....111111. IT IS BECAUSE 

INFORMATION THEORY TELLS US THE 

GREATER UNIFORMITY OF A STRING THE 

LESS INFORMATION IT CONTAINS. YET 

THIS INTEGER INFINITY TIMES THE REAL 

HAS A SUM OF ITSELF PLUS THE INTEGER

 STRING. WHEREAS INFINITY TIMES THE 

INTEGER STRING HAS MERELY A 

DUPLICATE OF ITS BITSTRING. COPIES OF 

THINGS WE PRESUME PROVIDE EXTRA 

INFORMATION. THEREFORE IF OUR 

CONCEPT OF COUNTING ORDERLY THINGS

 WITH EQUIVALENT ORDERLINESS (OF 

THINGS) HAS ANY VALIDITY. THEN IT 

CANNOT MAKE SENSE IN THE FIRST 

PLACE TO SUGGEST THAT EVERY DISTINCT

 INTEGER CAN COUNT EACH DISTINCT 

REAL. THERE'S NOT ENOUGH INFO IN 

WHAT WE TERM A VENOMOUSLY 

ENDLESS STRING OF ONE'S TO COUNT IT'S

 VENOMOUSLY ENDLESS STRING OF 

DECIMAL ONE'S. SO THEN WE THOUGHT

 HOW TO COUNT RATIO'S OF REALS OVER 

THEMSELVES OR ZERO POWERS WHICH

 MUST ALL PROVIDE MORE INFORMATION

 THEN MERE UNIT DIGIT ONE BECAUSE 

UNIT DIGIT ONE COULD BE DEFINED AS 

THE RATION OF A ZERO POWER OF THE 

VENOMOUS INTEGER. I MEAN WE 

THOUGHT THAT CLEARLY WITH THIS PROOF.

 SO TO PROVIDE THAT INFO THESE 

THEMSELVES BECOME VENOMOUS 

RATIO'S. WE CAN MODEL AS STEP-WISE

 COUNTS OF REALS THAT ARE IRRATIONAL 

AND POSITIVE OR STEP WISE THAT ARE 

TRANSCENDENTAL AND NEGATIVE. WHY 

DOES THE RATIO OF TRANSCENDENTALS 

TO THEMSELVES CONTAIN EVEN MORE 

INFORMATION. PRETTY MUCH THEIR 

DEFINITION WHICH MAKES THEM 

UNDEFINABLE AS POLYNOMIALS. SO 

NEGATIVE INTEGER ONE'S STRINGS ALSO 

HAVE MORE INFO THAN POSITIVE. LET'S

 NOT MAKE A CONVOLUTED PROOF. 

THERE'S A EXTRA SYMBOL IN THE FORM 

OF THE NEGATIVE SIGN THAT IS DIS-

UNIFORM WITH RESPECT TO THE ONE'S 

SYMBOLS. THAT IN TURN MAKES ZERO 

POWERS OF TRANSCENDENTALS HAVE 

NO OTHER MORE-INFORMATIVE OPTION! 

WE ARE UNSURE YET IF THE GOLDEN 

RATIO AND SILVER RATIO ZERO POWERS  

ARE ANOTHER HIGHLY SPECIALLY ULTRA-

LESS UNINFORMATIVE REALS. WHATEVER

 THE POINT IS THAT WHILE NEITHER THE 

POSITIVE NOR NEGATIVE 

INFORMATIONLESS VALUES, VENOMOUS 

AND RAVENOUS, RESPECTIVELY ARE 

EXPECTED TO FULFILL THEIR COUNTING 

OBJECTIVES FOR INFINITE STRINGS?? THE

 NEGATIVE ZERO REAL IS THE SPANNER

 IN THE WORKS [R.STEWART...KIDDING]. 

IT DOES NOT NEED TO BE COUNTED AT 

ALL. YET ITS INFORMATION DEFICIT IS 

NULL. NEG ZERO NEVER NEEDED AS 

NULL VALUE TO BE COUNTED BY INFINITE

 STRINGS. SO AS ANOTHER 

PRESUMPTION -NOT ASSUMPTION, WE 

KNOW OUR MESS- TO MOVE THINGS 

ALONG. THE FINITE INTEGERS 

CONSTITUTE COLLECTIVELY THE FULL 

INFORMATION DEFICIT WITH RESPECT TO 

REAL COUNTS. AND THAT DEFICIT FOR POS

 AND NEG FINITE INTEGERS IS MORE 

THAN SUFFICIENT TO COUNT POSITIVE 

ZERO. MIC DROP. 7 | image tagged in long blank white,set theory,disproof,saturday night live,cat in the hat with a bat ______ colorized,decontructed | made w/ Imgflip meme maker
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3 Comments
1 up, 2mo
um
1 up, 2mo,
1 reply
WAIT WHAT? | made w/ Imgflip meme maker
0 ups, 2mo
I felt it's great to be on the mathematics stream of Imgflip, because, personally, the negativity here is nothing compared to the cold hearted dread that scholars express when an actual truth approaches. I mean I've dealt with humans really lashing out, because they feel threatened by what opposes them existentially. These same teachers in different circumstances willing tolerate students of all manners of ignorance, intolerable apathy and misguided enthusiasm for math.
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    SMALLEST PRIME THAT IS SUM OF PRIMES, 2 WAYS; IS THIS IMPORTANT. WELL WE COULD MAKE A BIJECTIVE FOR SUMS IN N WAYS. THAT IS THERE SHOULD BE AS MANY PRIMES AS THERE NUMBERS THAT ARE SUMS OF TWO PRIMES IN HOWEVER MAY WAYS. THEN THREE IN HOWEVER MANY WAYS. THEN FOUR AND SO ON. HOWEVER AT INFINITY THE NUMBER OF WAYS WOULD BE JUST ONE. SO APPARENTLY OUR BIJECTIVE WOULD HAVE TO INVOLVE ORDERED SETS OR PERMUTATIONS. THAT IS THERE ARE AS MANY PRIMES AS ORDERED PAIRS OF PRIMES, ORDERED TRIPLETS. QUADRUPLETS, ETC. YET THEN HEY WHAT HAPPENS WHEN WE ARE FACED WITH ORDERING BASED UPON SIMILAR DIGIT SEQUENCES. PRESUME CONJECTURALLY THAT SOME SET OF INFINITE PRIMES HAS A TRAILING BIT SEQUENCE OF ALTERNATING ONE'S AND ZERO'S: ".....010101010101". THERE'S NO WAY TO ORDER THIS SET BASED UPON THE LEADING WHATEVER BIT SEQUENCE AT INFINITY SUCH AS: "11100101110000.....". PERHAPS THEN IT WOULD BE REASONABLE TO CONCLUDE THAT OUR BIJECTIVE WAS ONLY POSSIBLE WITH RESPECT TO PRIMES THAT HAVE INFINITELY DISORDERED BIT SEQUENCES. THAT MAKES THESE PRIMES ESSENTIALLY REAL IN NATURE. SO IF WE HOPED TO MAKE A BIJECTIVE BETWEEN PRIMES AND REALS FOR INFINITE ACCOUNTING WE'D BE BACK AT SQUARE ONE. YET WHY STOP THERE. ISN'T IT BEST TO COUNT DISORDERLY REAL STRINGS WITH DISORDERLY INTEGER STRINGS GENERALLY. SO TAKING THE ISOMORPHICALLY REVERSE PERSPECTIVE IT'S BEST TO NOT COUNT INFINITELY WITH ORDERLY STRINGS. THEREFORE WE ASK IF THE REAL BITSTRING: '0.11111111......." IS MORE ORDERLY THAN THE INTEGER BITSTRING: "111111.....111111. IT IS BECAUSE INFORMATION THEORY TELLS US THE GREATER UNIFORMITY OF A STRING THE LESS INFORMATION IT CONTAINS. YET THIS INTEGER INFINITY TIMES THE REAL HAS A SUM OF ITSELF PLUS THE INTEGER STRING. WHEREAS INFINITY TIMES THE INTEGER STRING HAS MERELY A DUPLICATE OF ITS BITSTRING. COPIES OF THINGS WE PRESUME PROVIDE EXTRA INFORMATION. THEREFORE IF OUR CONCEPT OF COUNTING ORDERLY THINGS WITH EQUIVALENT ORDERLINESS (OF THINGS) HAS ANY VALIDITY. THEN IT CANNOT MAKE SENSE IN THE FIRST PLACE TO SUGGEST THAT EVERY DISTINCT INTEGER CAN COUNT EACH DISTINCT REAL. THERE'S NOT ENOUGH INFO IN WHAT WE TERM A VENOMOUSLY ENDLESS STRING OF ONE'S TO COUNT IT'S VENOMOUSLY ENDLESS STRING OF DECIMAL ONE'S. SO THEN WE THOUGHT HOW TO COUNT RATIO'S OF REALS OVER THEMSELVES OR ZERO POWERS WHICH MUST ALL PROVIDE MORE INFORMATION THEN MERE UNIT DIGIT ONE BECAUSE UNIT DIGIT ONE COULD BE DEFINED AS THE RATION OF A ZERO POWER OF THE VENOMOUS INTEGER. I MEAN WE THOUGHT THAT CLEARLY WITH THIS PROOF. SO TO PROVIDE THAT INFO THESE THEMSELVES BECOME VENOMOUS RATIO'S. WE CAN MODEL AS STEP-WISE COUNTS OF REALS THAT ARE IRRATIONAL AND POSITIVE OR STEP WISE THAT ARE TRANSCENDENTAL AND NEGATIVE. WHY DOES THE RATIO OF TRANSCENDENTALS TO THEMSELVES CONTAIN EVEN MORE INFORMATION. PRETTY MUCH THEIR DEFINITION WHICH MAKES THEM UNDEFINABLE AS POLYNOMIALS. SO NEGATIVE INTEGER ONE'S STRINGS ALSO HAVE MORE INFO THAN POSITIVE. LET'S NOT MAKE A CONVOLUTED PROOF. THERE'S A EXTRA SYMBOL IN THE FORM OF THE NEGATIVE SIGN THAT IS DIS- UNIFORM WITH RESPECT TO THE ONE'S SYMBOLS. THAT IN TURN MAKES ZERO POWERS OF TRANSCENDENTALS HAVE NO OTHER MORE-INFORMATIVE OPTION! WE ARE UNSURE YET IF THE GOLDEN RATIO AND SILVER RATIO ZERO POWERS ARE ANOTHER HIGHLY SPECIALLY ULTRA- LESS UNINFORMATIVE REALS. WHATEVER THE POINT IS THAT WHILE NEITHER THE POSITIVE NOR NEGATIVE INFORMATIONLESS VALUES, VENOMOUS AND RAVENOUS, RESPECTIVELY ARE EXPECTED TO FULFILL THEIR COUNTING OBJECTIVES FOR INFINITE STRINGS?? THE NEGATIVE ZERO REAL IS THE SPANNER IN THE WORKS [R.STEWART...KIDDING]. IT DOES NOT NEED TO BE COUNTED AT ALL. YET ITS INFORMATION DEFICIT IS NULL. NEG ZERO NEVER NEEDED AS NULL VALUE TO BE COUNTED BY INFINITE STRINGS. SO AS ANOTHER PRESUMPTION -NOT ASSUMPTION, WE KNOW OUR MESS- TO MOVE THINGS ALONG. THE FINITE INTEGERS CONSTITUTE COLLECTIVELY THE FULL INFORMATION DEFICIT WITH RESPECT TO REAL COUNTS. AND THAT DEFICIT FOR POS AND NEG FINITE INTEGERS IS MORE THAN SUFFICIENT TO COUNT POSITIVE ZERO. MIC DROP. 7