12-07-2019, 05:06 PM

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Grand Unification of Ancient and Modern Geometry and Mathematics

Masterpiece Ancient Angle Tangent Code

The current geometry investigation began with the isosceles triangle,

seen below in:

IMAGE ONE.

A unique perspective on this triangle geometry is presented.

The tangent of angle A = {18 / 99} = {2 / 11} = {1 / 5.5} = {3.75 / 20.625 cubit},

angle A = 10.30484647 degrees,

and occupies the full apex angle of the isosceles triangle in image one.

The two identical base angles,

angles B,

have a fascinating angle tangent:

{5 Phi + 3} = Phi --> to the fifth power,

are equivalent formulas for the angle B tangent.

Think about the beauty of this triangle.

The two equal base angles both have the unique angle tangents:

Phi--to the fifth power

and those two angles,

as base angles in the isosceles triangle,

generate the ancient angle of particular focus,

arctangent {18 / 99} = 10.30484647 degrees,

as the Full Apex Angle!

The angle attributed to the sacred seked 5.5,

arctangent 5.5 = arctangent {99 / 18} = 79.69515353 degrees,

is essentially,

the complimentary angle of arctangent {18 / 99}.

90 degrees -- minus -- arctangent {18 / 99} = arctangent {99 / 18}

10.30484647 degrees 79.69515353 degrees

90 degrees -- minus -- arctangent {1 / 5.5} = arctangent {5.5}

10.30484647 degrees 79.69515353 degrees

The sines and cosines,

of the two angles are identical,

only difference being that they switch positions.

The sine of 10.30484647 degrees,

is the cosine of 79.69515353 degrees.

------------------------------------

So what do we know?

The isosceles triangle base angles clearly display components of Phi.

That is square root five geometry and mathematics.

The square root five and phi geometry math present in the base angles tangents,

is transferred to the sine and cosine,

of the fractional angle tangent:

arctangent {18 / 99} = 10.30484647 degrees <---

The masterpiece ancient code pointed to,

is exposed using square root five to generate that code from the sine and cosine.

The results seen,

with the ancient process unveiled,

uses the numerators of the sine and cosine ---> as angle tangents.

This then reveals the planetary calendar count timelines,

in the process shown.

BOTH:

the Venus synod = 584 days,

and the Mercury synod of 116 days,

are exposed from the original ancient angle geometry code.

It is statistically impossible

for that result displayed to happen by sheer mathematical random chance.

No rabbit was pulled out of the math magicians hat,

and there is no rabbit hole full of chance possibilities.

Two highly important calendar count planetary time lines,

that are distinctly generated by the ancient math and pyramid geometry,

come to presence in the angles, sines and cosines.

These results,

repeat themselves in grand fashion,

in the next set of equations in the bottom section of the image,

by using Phi -- as a catalyst to generate the ancient code,

from the sines and cosines.

Take special note of the cosine equation,

which features the Khufu pyramid slope tangent <----

This is a major reason why,

arctangent {18 / 99} and arctangent 5.5,

have such intensely connected presence and ancient relevance,

in the cumulative Khafre Pyramid and phi geometries, here to fore presented.

----------------------------------------------------------------------------------

IMAGE TWO

How magnificent is that first isosceles triangle in the image?

The original triangle -- in the above image one,

with the Full Apex Angle A -- arctangent {18 / 99},

is placed perfectly within:

the cross section isosceles triangle of the Khafre Pyramid side faces,

displayed with the two base angles --> K = arctangent {4 / 3} = 53.13010235 degrees.

Thus a dual isosceles triangle diagram is seen.

This dual isosceles triangle alignment,

was created to isolate ---> the two equal angles B ---> which beautifully display as:

arctangent {1 / Phi}

Think about it.

That is a beautiful, masterpiece ancient Khafre Pyramid geometry, fully exposed.

And you saw it here first.

From there,

the next two isosceles triangles are shown as a bit of a progression.

That idea is to show how the two unusual new angles,

and their inverses <---

arctangent {272 / 496} ... arctan {496 / 272} --- 272 megalithic yard.

and

arctangent {38 / 41} ... arctan {41 / 38},

emerge in the Khafre Pyramnid geometry,

by subdividing <---

the inverse phi angle B -- as seen subdivided.

These angles are re-introduced from earlier,'

and more specifically defined in other words.

In the far bottom right of the image,

I extrapolate the content and code,

in the angle AC tangent, with the megalithic yard number 272.

The angle -- arctangent {272 / 496} = 28.73979529 degrees.

It was quite the surprise to see the number 496,

generate the ancient pi progression value seen with the process.

Sure,

the fraction {272 / 496} reduces to {17 / 31}.

the ancient code is built upon the multiples of specific prime numbers,

generated by specific geometries <---

Note that -- 17 squared -- plus -- 31 squared = 1250 <---

now,

take the square root of 1250 <---

equals:

100 -- times -- the tangent of tetrahedral 19.47122063 degrees :holy cow:

The numerators and the denominators of the fractional tangents,

of those important angles in the overall Khafre pyramid geometry infrastructure,

all perform like that.

The angle CAC seen in the just prior isosceles triangle,

arctangent {41 / 38} = 47.17474411 degrees,

incredibly shows a known Khufu Pyramid cubit and height shown.

Note that -- 41 squared -- plus -- 38 squared = 3125.

now,

take the square root of 3125 <---

equals:

10 x {Phi to fifth power} -- minus -- 55 <---

On that note ...

in prior post images {two posts ago},

we see the angle tangent {805 / 365} emerge in the subdivided geometry.

The 365 correlation being the Earth year = {5 x 73}

{the prime 73 is also generated,

into the corner angle dimensional length}.

The reduced fraction is {161 / 73}.

Once you perform the operation above,

you will see the decimal:

176.7766953

but then,

you have to know how to make it work.

A hop, skip, and jumping jack flash away!

...

Grand Unification of Ancient and Modern Geometry and Mathematics

Masterpiece Ancient Angle Tangent Code

The current geometry investigation began with the isosceles triangle,

seen below in:

IMAGE ONE.

A unique perspective on this triangle geometry is presented.

The tangent of angle A = {18 / 99} = {2 / 11} = {1 / 5.5} = {3.75 / 20.625 cubit},

angle A = 10.30484647 degrees,

and occupies the full apex angle of the isosceles triangle in image one.

The two identical base angles,

angles B,

have a fascinating angle tangent:

{5 Phi + 3} = Phi --> to the fifth power,

are equivalent formulas for the angle B tangent.

Think about the beauty of this triangle.

The two equal base angles both have the unique angle tangents:

Phi--to the fifth power

and those two angles,

as base angles in the isosceles triangle,

generate the ancient angle of particular focus,

arctangent {18 / 99} = 10.30484647 degrees,

as the Full Apex Angle!

The angle attributed to the sacred seked 5.5,

arctangent 5.5 = arctangent {99 / 18} = 79.69515353 degrees,

is essentially,

the complimentary angle of arctangent {18 / 99}.

90 degrees -- minus -- arctangent {18 / 99} = arctangent {99 / 18}

10.30484647 degrees 79.69515353 degrees

90 degrees -- minus -- arctangent {1 / 5.5} = arctangent {5.5}

10.30484647 degrees 79.69515353 degrees

The sines and cosines,

of the two angles are identical,

only difference being that they switch positions.

The sine of 10.30484647 degrees,

is the cosine of 79.69515353 degrees.

------------------------------------

So what do we know?

The isosceles triangle base angles clearly display components of Phi.

That is square root five geometry and mathematics.

The square root five and phi geometry math present in the base angles tangents,

is transferred to the sine and cosine,

of the fractional angle tangent:

arctangent {18 / 99} = 10.30484647 degrees <---

The masterpiece ancient code pointed to,

is exposed using square root five to generate that code from the sine and cosine.

The results seen,

with the ancient process unveiled,

uses the numerators of the sine and cosine ---> as angle tangents.

This then reveals the planetary calendar count timelines,

in the process shown.

BOTH:

the Venus synod = 584 days,

and the Mercury synod of 116 days,

are exposed from the original ancient angle geometry code.

It is statistically impossible

for that result displayed to happen by sheer mathematical random chance.

No rabbit was pulled out of the math magicians hat,

and there is no rabbit hole full of chance possibilities.

Two highly important calendar count planetary time lines,

that are distinctly generated by the ancient math and pyramid geometry,

come to presence in the angles, sines and cosines.

These results,

repeat themselves in grand fashion,

in the next set of equations in the bottom section of the image,

by using Phi -- as a catalyst to generate the ancient code,

from the sines and cosines.

Take special note of the cosine equation,

which features the Khufu pyramid slope tangent <----

This is a major reason why,

arctangent {18 / 99} and arctangent 5.5,

have such intensely connected presence and ancient relevance,

in the cumulative Khafre Pyramid and phi geometries, here to fore presented.

----------------------------------------------------------------------------------

IMAGE TWO

How magnificent is that first isosceles triangle in the image?

The original triangle -- in the above image one,

with the Full Apex Angle A -- arctangent {18 / 99},

is placed perfectly within:

the cross section isosceles triangle of the Khafre Pyramid side faces,

displayed with the two base angles --> K = arctangent {4 / 3} = 53.13010235 degrees.

Thus a dual isosceles triangle diagram is seen.

This dual isosceles triangle alignment,

was created to isolate ---> the two equal angles B ---> which beautifully display as:

arctangent {1 / Phi}

Think about it.

That is a beautiful, masterpiece ancient Khafre Pyramid geometry, fully exposed.

And you saw it here first.

From there,

the next two isosceles triangles are shown as a bit of a progression.

That idea is to show how the two unusual new angles,

and their inverses <---

arctangent {272 / 496} ... arctan {496 / 272} --- 272 megalithic yard.

and

arctangent {38 / 41} ... arctan {41 / 38},

emerge in the Khafre Pyramnid geometry,

by subdividing <---

the inverse phi angle B -- as seen subdivided.

These angles are re-introduced from earlier,'

and more specifically defined in other words.

In the far bottom right of the image,

I extrapolate the content and code,

in the angle AC tangent, with the megalithic yard number 272.

The angle -- arctangent {272 / 496} = 28.73979529 degrees.

It was quite the surprise to see the number 496,

generate the ancient pi progression value seen with the process.

Sure,

the fraction {272 / 496} reduces to {17 / 31}.

the ancient code is built upon the multiples of specific prime numbers,

generated by specific geometries <---

Note that -- 17 squared -- plus -- 31 squared = 1250 <---

now,

take the square root of 1250 <---

equals:

100 -- times -- the tangent of tetrahedral 19.47122063 degrees :holy cow:

The numerators and the denominators of the fractional tangents,

of those important angles in the overall Khafre pyramid geometry infrastructure,

all perform like that.

The angle CAC seen in the just prior isosceles triangle,

arctangent {41 / 38} = 47.17474411 degrees,

incredibly shows a known Khufu Pyramid cubit and height shown.

Note that -- 41 squared -- plus -- 38 squared = 3125.

now,

take the square root of 3125 <---

equals:

10 x {Phi to fifth power} -- minus -- 55 <---

On that note ...

in prior post images {two posts ago},

we see the angle tangent {805 / 365} emerge in the subdivided geometry.

The 365 correlation being the Earth year = {5 x 73}

{the prime 73 is also generated,

into the corner angle dimensional length}.

The reduced fraction is {161 / 73}.

Once you perform the operation above,

you will see the decimal:

176.7766953

but then,

you have to know how to make it work.

A hop, skip, and jumping jack flash away!

...