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Yen Yang PI = 6XXX6

Hoyt Pigman and Leon Ratticus | 27.01.2011 02:59 | Education | Energy Crisis | History | Liverpool | World

PI = MARK OF THE BEAST = volume X area = 6XXX6 = 60006/10001 = 6.0006 = 3.0003 rounded to 6 or 6.0006 = 6.000...0006 = 12XXX12/4XXX4 or...60006/10001 witch, = 6 or...until I turn it in or out because it represents a solid meridian of 6/10ths of 1 sphere. Microsoft PI is a bit short.

PI is not a circumference ratio. That is a false belief. PI is a proportionality and the Greeks knew that. US schools tried to explain that to me without expressing absolute PI as a number. It can be expressed as the number 6XXX6.

PI = sphere of yen and yang = 6.0006 base ten decimal

It has an inverse with harmonics. It has the harmonics of 1, 5, 666, 000

X = "multiplied by", and PI is the proportionality here.

This special sized sphere has a relationship between the volume AND the circumference that is directly related to the measured diameter which is on the outside of the circumference.

volume = 6.0006 meters X .5236 = 3.14191416 cubic meters rounded

area = 6.0006 meters X .7855 = 4.7134713 square meters rounded

circumference = 6.0006 meters X 3.141 = 18.8478846 meters rounded

The outside circumference would be 6.0006 X 3.141.9.141.9.141.9.141 or: 18.8533702970296974846 meters rounded outside

PI X 1 second = Volume X 2/3 X area where 10/10 base, and 6/10 base units are rounded by distance sphered. (diameter is the distance sphered)

PI X 1 unit X volume factor = volume = .5236 cubic seconds or cubic meters per unit

PI can be easily entered on any calculator that uses base 10 numbers by entering the following:

4/.6666666666666666.........to the end of the range of the calculator and press =

6.000000000000000000000000000006 is the result with Microsoft Calculator. That is sphere/6 = (2/3)/.66666 X 1 = 6.6 or:

PI/PI = (2/3) / .666666... = 6.000000000000000000000000000006/1.000000000000000000000000000001

PI = area X 2/3 X volume = PI = 6XXX6 = 6.0006 base 10 decimal

PI = .7855 X 2/3 X .5236 X 1 second = sphere with a diameter of 6XXX6 = 6.0006 base 10

PI = related volume X related area, or PI/volume = area X 2/3

PI/volume = area X 2/3 = .7855 X 0.6666... = .5236 = volume factor, .5236 round

PI X 1 = a circular plane with a 6XXX6 diameter

PI X 1 = a circular plane with a 6XXX6 diameter = number 6.0006 and gets smaller as the calculator increases it's range. The amount that it gets smaller is a relationship of fractions. The closer you get to what you are doing, the more accurate it gets.

Constants exist:

Volume constant per cube = .5236 rounded up

area constant per column = .78547 and harmonics

circumference constant per circle = 3.141.87...141.9.141.9.141

PI X 1 meter X volume constant = .5236 cubic meters

PI X 1 meter X area constant = .78547 square meters

PI X 1 meter X circumference constant = 3.141.9.141.9.141.9.141 meters

1 ball = 1 X .5/.5 X .25/.25 X .666/.666 = 0.041625 units/unit

.5236 X .7855 = (1/2 + 1/5 + 3/10 + 6/10) X (7/10 + 8/10 + 5/10 + 4/10 short) = 0.411.2878.round = ball round by diameter.

My Microsoft calculator extends to a range of 30 digits, (5 X 3) and so I could use a real small PI, but I use a large PI of 6.0006 to calculate and record the volume constant per cube.

This will be about: 0.52359877559829887307710723054606

Unfortunately, that might be short like Microsoft PI which is: 3.1415926535897932384626433832795 and so I need to check it.

The really pretty harmonics exist going back the other way.

PI X 1 = a sphere with a 6XXX6 meter diameter

PI X 1 = a sphere with a 6.0006 meter diameter

6.0006 meters X Volume factor = 3.14191416 cubic meters rounded

This is a major revelation in mathmatics from the Babylonian Bible and is related to the yen yang circle in my opinion.

I have another revelation cooking in the pot.

Microsoft PI may be a curve that lies inside the sphere. It is still useful. PI is not a circumference constant. PI is a proportionality.

My volume constant number is eventually going to meet up with Microsoft PI

encsribed by Leon Ratticus

Hoyt Pigman and Leon Ratticus
- e-mail: davb007@att.net

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