A PROOF OF STRING THEORY OF PI AND MECHANICS
A PROOF OF STRING THEORY: PI AND MECHANICS
The original Needle has never recovered from its loss in 1812. Lost as well was its length of relative 1/4 pi as the universal random average. This is one of the reasons why, until CRACKING PI CRACKING RANDOM, physicists could only theorize a string theory of physics and/or mechanics ...but not prove it.
The key to string theory is the gravity bet with its Monte Carlo Finesse. It is the organized form of "action at a distance." This is the methodology of the Quantum sciences.
Using the Monte Carlo Finesse, every series of random measurements of a random table game tends to statistically deliver the proof of a string theory of physics/mechanics.
The key to the string grail is the original Needle. The extension of the original Needle's formula with "action at a distance" (the Monte Carlo Finesse) combined with the factor of direction, randomly and geometrically delivers the mathematical proof of a string theory.
Each bead of the string is a fraction of geometric probability. Each fraction is the original Needle’s length of the universal random average: relative 1/4 pi.
The string of relative 1/4 pi leads to the odds of pi. At the end of the string is the flat bet mathematical gaming advantage of: .16666 .
The string of random relative 1/4 pi is a geometric statement of random gravity separated from random perception through the dimension of pi. What is delivered by the string could be considered the "pi-odds."
By the deductions and inferences of Einstein's EPR (Einstein/Podolsky/Rosen Paradox) challenge to Quantum theory, here is a complete description of physical reality, insofar as it predicts random spin.
That is, in the very title of his EPR, Einstein said Quantum theory cannot be a complete description of physical reality. Einstein's argument and general reasoning was that otherwise Quantum Mechanics could predict the random time and place of a particle.
Since Bell's Theorem backfired the EPR on Einsteinian theories by successfully predicting random particle spin, it may be concluded that the successful prediction of random spin is, by Einstein's own reasoning, a complete description of physical reality.
As will be shown, this is probably not a complete description ...but it does appears to satisfy the grail of randomness and mechanics ...and opens the door to a world of further wonders in this dimension of pi.
Here is a mathematical description of Einstein's vision, as expressed by the proof of a string theory. It uses the original Needle and its extension with the geometric Monte Carlo Finesse (that is: "action at a distance"). It also factors random direction.
THE MOST COMMON FORMULA FOR THE ORIGINAL NEEDLE:
2L / pi d = .50 .
This formula for the original Needle is the probability of the random drop of its length as the universal random average (relative 1/4 pi or 1/4 C) cutting any of several equidistant parallel lines. This exactly reflects the probability of a random Roulette ball landing in either of two opposing pockets on a 2 or 4 pocket Roulette wheel. That is: .50 .
• Let “2” = the complete possibilities of two random measurements or drops of the Needle
• Let “L” = original Needle’s length = 1/4 C = relative 1/4 pi = universal random average
• Let pi = 3.14159....
• Let d = diameter = C / pi = (pi / pi) = “1.”.
THE ORIGINAL NEEDLE’S COMMON FORMULA MAY BE EXPRESSED ENTIRELY AS PI:
((pi + pi) (1/4 pi)) / ((pi) (pi / pi)) = .50 .
• Let “pi + pi” = two random measurements.
THE ORIGINAL NEEDLE’S FIRST EXTENSION FACTORS DIRECTION:
(2L / pi d) / 2 directions = .25 .
This is the random geometric probability of the Needle cutting a parallel line in a particular direction, exactly like the algebraic possibility of a Roulette ball landing in a particular pocket on a 4 pocket Roulette wheel.
THE ORIGINAL NEEDLE’S FIRST EXTENSION FACTORS DIRECTION AND MAY BE EXPRESSED ENTIRELY AS PI:
(((pi + pi) (1/4 pi)) / ((pi) (pi / pi))) / ((pi + pi) / (pi / pi)) = .25 .
• Let “(pi + pi) / (pi / pi)” = two directions = the possibility of two relative directions, on a field of two possible directions, over two random measurements, with the geometric certainty of one direction.
THE GRAVITY BET’S EXTENSION OF THE ORIGINAL NEEDLE, WITH BOTH DIRECTION AND THE GEOMETRIC FINESSE, FACTORS THREE RANDOM MEASUREMENTS OF A RELATIVE RADIUS, RELATIVE TO TWO RANDOM MEAUREMENTS OF THE FIELD'S DIAMETER:
(2L / pi d) (d / 3r)) / 2 directions = .16666 .
• Let r = radius = 1/2 d.
THE GRAVITY BET’S EXTENSION OF THE ORIGINAL NEEDLE WITH BOTH DIRECTION AND THE GEOMETRIC FINESSE MAY BE EXPRESSED ENTIRELY AS PI:
(((pi + pi) (1/4 pi)) / ((pi) (pi / pi))) ((pi /pi) / ((pi + pi + pi) (( pi/pi) / (pi/ pi) + (pi / pi)))) / ((pi + pi) / (pi / pi)) = .16666 .
[The numerator of the foregoing formula is continuous on a wider page. The only denominator is: the algebraic possibility of two directions factored by the geometric certainty of one direction: “((pi + pi) / (pi / pi))”.]
• Let 3 = three random measurements of all possibilities = (pi + pi + pi).
• Let r = a radius of the field = 1/2 a diameter = a diameter divided by two possibilities = (pi / pi) / ((pi / pi) + (pi / pi)) = .50 .
There is one fraction of relative 1/4 pi in the string formula for the gravity bet and 20 fractions of pi.
Since pi is only an algebraic statement of relative 1/4 pi multiplied by 4, the more correct geometric expression is a string structure of 81 fractions of: relative 1/4 pi.
When the pi-odds string of relative 1/4 pi, relative to gravity, is factored into gravity, the quotient is the DNA of that with which we perceive and describe both gravity and percentage.
That DNA consists of the decimal system and the 10 numbers (zero through nine) with which we express it.
Einstein was also correct that predicting random particle behavior would be a complete description of physical reality (or at least cross the threshold to a new dimension). The evidence is in the flat-bet advantage of .16666 . It is universal and is found throughout these investigations into randomness using a finesse methodology.
Despite Einstein's inference that the success of Quantum Mechanics would be a complete description of physical reality, the .16666 advantage of Quantum theory and the "pi-odds" formula is only the mathematical difference, expressed as geometric probability, between perception and gravity. It allows perception to be defined as pi (more precisely: a string of relative 1/4 pi) and gravity to be defined as: "1.".
A more complete description awaits further explorations into the geometric relationships between pi and its components, particularly including the geometric structures and relationships between relative 1/4 pi and relative 1/6 pi.


