Accuracy: Earth Moon Sun

The geometric precision witnessed throughout our solar system is not seen anywhere else in the observed Universe.

There would be no reason to write Stillpoint, nor create this website, were it not for the 'impossible' precision and accuracy of the measurements upon which all of this discovery is based.

This will be the first discussion regarding the critical measurements and their precision, and concerns the Earth, Moon and Sun . . . and the Earth-Moon Diagram.

More information will follow regarding other critical measurements that include The Message in Detail (concerning spacial and temporal relationships between the Earth, Moon and Sun), Perfect Total Eclipse, Kepler's Discovery, More Precision - The Planetary Orbits, The Ecliptic & The Plane of the Galaxy and The Great Pyramid.

The following data is from NASA.


The Earth:

Equatorial Radius: 6378.137 kilometers, or 3963.191 miles x 2 = 7,926.382 miles diameter. Idealized diameter: 7,920 miles = 99.92% accuracy.

Polar Radius: 6356.752 kilometers, or 3949.903 miles x 2 = 7,899.806 miles diameter. Idealized diameter: 7,920 miles = 99.74% accuracy.

Volumetric mean radius: 6371.000 kilometers, or 3958.756 miles x 2 = 7,917.512 miles diameter. Idealized diameter: 7,920 miles = 99.97% accuracy.

The Moon:

Equatorial Radius: 1738.1 kilometers, or 1,080.01 miles x 2 = 2,160.2 miles diameter. Idealized diameter: 2,160 miles = 99.99% accuracy.

Polar Radius: 1736.0 kilometers, or 1,078.7 miles x 2 = 2,157.4 miles diameter. Idealized diameter: 2,160 miles = 99.88% accuracy.

Volumetric mean radius: 1737.4 kilometers, or 1,079.57 miles x 2 = 2,159.14 miles diameter. Idealized diameter: 2,160 miles = 99.96% accuracy.

The Earth-Moon Diagram Proof:

The Volumetric mean radius of the Moon: 1,079.57 miles x 3 = 3,238.71 miles = radius of 3rd Layer Sphere.

 
 

The radius of an inscribed sphere (tangent to each of the octahedron's faces) where Ri is the radius and A is the length of the octahedron’s edge is:

Ri = A ÷ 6 x √6 or A x 0.40825

3,238.71 miles (radius of 3rd Layer Sphere) = A x 0.40825

3,238.71 miles ÷ 0.40825 = A

A = 7,933.1537 miles

 
 

The midradius, or radius of the sphere tangent to the middle of each edge of the octahedron, where Rm is the radius and A is the length of the octahedron’s edge is:

Rm = A ÷ 2

Rm = 7,933.1537 miles ÷ 2 = 3,966.5768 miles

Rm = 3,966.5768 miles x 2 = 7,933.1537 miles = diameter of Earth

Volumetric mean radius of Earth (NASA): 3958.756 miles x 2 = 7,917.512 miles diameter.

Volumetric mean diameter: 7,917.512 miles ÷ calculated diameter: 7,933.1537 miles = 99.8% accuracy.

 

(Click on image to open in larger view)

 

The Sun:

Volumetric mean radius: 695,700 kilometers, or 432,287.938 miles x 2 = 864,575.876 miles diameter. Idealized diameter: 864,000 miles = 99.93% accuracy.


The diameter of the Sun relative to the diameter of the Moon:

864,575.876 miles / 2,159.14 miles = 400.426.

Idealized diameter of the Sun relative to the idealized diameter of the Moon: 864,000 miles / 2160 miles = 400

Percent accuracy: 99.89%

 

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