...

Following through with the series of recent posts,

and the exposure of the important angle combinations displayed.

{see the images and text in the last few posts}

This exercise started with the angle:

arctangent {18 / 99} = 10.30484647 degrees.

Another extremely important angle emerges in the diagrams:

arctangent {180 / 260} = 34.69515353 degrees.

You will now see the most important and dynamic test ever applied,

to Khufu Pyramid geometry,

in this post with a very special: Tetrahedral Geometry Test

The process is easy to see, and understand the applications.

Nobody in the last 3000 years has accomplished this,

and produced such definitive and unparalleled results.

This is a simple and fundamental angle tangent application,

into the Khufu Pyramid -- Corner Angles <---

Tetrahedral Geometry Testing

Within The Khufu Pyramid Corner Angles Cross Section:

Isosceles Triangle -- pyramid positional points -- D P D --

Every square base pyramid has this - side face - slope formula:

The pyramid angle slope tangent,

equals:

height -- divided by - one half the full base length.

The Khufu Pyramid slope tangent,

results from the ancient formula:

280 cubit height,

440 cubit base.

This produces the slope tangent:

{14 / 11} = {4 / aPi} --- where aPi = 22 / 7.

That is the inescapable math <---

THE PYRAMID has a height ---> 14 units <--- {or it can be 280 cubits}

and the HALF base length --> 11 units <-- {or that can be 220 cubits}

thus

the Corner Angle,

has height 14 units,

and HALF base length --> {11 x sqrt 2} units <--

Khufu Pyramid Corner Angle

tangent = 14 / {11 x sqrt 2} = square root 242 = dimensional length W

Grand Unification of Ancient and Modern Mathematics and Geometry

Sacred Seked 5.5 as an angle tangent in Khafre Pyramid Dynamics

Tetrahedral Testing in the Khufu Pyramid Geometry

IMAGE ONE

Starting with angle:

arctangent {18 / 99},

a procession of "building block angles",

are generated within the Khafre Pyramid realm of geometry,

that contain both fractional,

and phi geometry angle tangents which collectively compliment each other.

{see previous posts and images}

At the top of the first image below,

a set of specific angle tangent equations are displayed,

which add up to the Khafre Pyramid side face angle in degrees.

Of distinct note as well,

in the semi-circle of angle tangents displaying the angle combinations,

are the two side by side angles:

arctangent {180 / 260} = 34.695215353 degrees.

angle tangent

180 / 260 = 9 / 13 = 360 / {2 x 260}

The angle tangent fraction is written as:

180 / 260 Tzolkin <---

to indicate the ancient intent of interpretation of that angle.

Mayan cultural calendar math components of pyramid geometry:

260 and 360, are seen in the angle tangent.

Mayans no doubt,

like any other advanced cultural math science builders of pyramids,

understood the 3-4-5 triangle geometry of the Khafre Pyramid,

and the associated synergistic angles displayed in the image.

Ancient cultural geometry observed the exact same "building block angles",

that align to produce the Khafre Pyramid geometry and mathematics.

The Olmec and Mayans calendar count dynamics,

evolve directly from this aspect of the angle geometry:

arctangent {9 / 13} =

arctan {180 / 260 Tzolkin} = arctan {360 / {2 x 260}.

The numerator in {180 / 260}:

is one half of the Mayan civic calendar Earth year of 360 days <---

Mayans {and Olmec},

aligned their calendars in this fashion:

The Mayan Civic Earth Year was defined as 360 days -- plus the 5 Uayeb days.

Mayan:

360 = 18 x 20 --- Egyptians and Sumerians used: {12 x 30} = 360.

180 = 9 x 20 -- half year --> {6 x 30} = 180

260 Tzolkin spiritual calendar = 13 x 20.

Mayan Long Count 1872000 <---

equals:

5200 x 360 = 7200 x 260 Tzolkin <---

Mayan Calendar Round 18980 =

52 x 365 Earth year = 32.5 x 584 Venus synod.

The incredible ancient code

found in angle:

arctangent {180 / 260} = 34.695215353 degrees,

resides within:

the sine and cosine -- via -- square root 5

The numerator of the sine and cosine,

directly signify two very important angle tangents.

Both of which emerge directly from Khufu Pyramid geometry dynamics.

IMAGE ONE

arctangent {180 / 260 Tzolkin}

within Khafre Pyramid geometry infrastructures.

Geometry design has been truncated from a recent previous image.

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

The distinct angle,

arctangent {180 / 260} -- AND -- it's inverse angle:

arctan {260 / 180}.

are clearly defined and generated within the Khafre Pyramid realm,

of important "building block angles".

You see the equation of angle tangents that lead to the Khafre Pyramid.

In the semi-circle of angle tangents seen in the above image,

arctangent 5.5

is interwoven in there as well.

Note this unique angle combination,

using the -- inverse angle -- to arctan {180 / 260}:

arctan {260 / 180} -- plus -- arctan 5.5 = 135 degrees

55.30484647 -- plus -- 79.69515353 = 135 degrees

And 135 degrees is the corner angle of the octagon <---

The -- Tzolkin -- 260,

is not just a Meso American calendar count construct.

The 260 COUNT system far predates the Mayans.

260 uses the prime number 13,

distinctly generated in a variety Khufu and Khafre Pyramid geometry constructs.

I have shown this many times in previous posts.

NOW to prove the statement above,

that the 260 count also is evidenced in ancient Khufu pyramid dynamics <---

look at the isosceles triangle <---

in IMAGE THREE.

IMAGE THREE

displays a Dual Overlay Isosceles Triangle,

with one isosceles triangle,

perfectly positioned within the:

Khufu Pyramid Corner Angles <---

Tetrahedral Geometry Testing

Within The Khufu Pyramid Corner Angles -- Cross Sectional Isosceles Triangle

The angle corresponds to points D P D

IMAGE THREE

Tetrahedral Geometry Testing

Dual Overlay Isosceles Triangles in Khufu Pyramid Corner Angles A

What do you see in image 3?

The test <---> is performed by positioning TWO:

tetrahedral 19.47122063 degree angles

into the:

Full Apex Angle -- of the corner angles cross sectional isosceles triangle.

The test question:

is to determine the geometry <-- of the isosceles triangle within <--

that is produced,

by the test positioning of the most important tetrahedral 19.47122063 degree angles.

Note the dimensional lengths,

of the base line !

Note angle D !

The masterpiece ancient codes,

are initially found in the sine and cosine of the angle:

arctangent {180 / 260} <----

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

.

The resultant isosceles triangle created by the test,

and seen within the Khufu Pyramid Corner Angles,

has two base angles B,

of:

square root 3.38 = {1.3 x sqrt 2} = 5.2 x {tangent 19.47122063 degrees} --- 338 = 260 Tzolkin x 1.3

The Full Apex Angle D,

clearly displays the Tzolkin 260 in the angle tangent numerator.

angle D = arctangent {260 Tzolkin -- divided by -- {119 x sqrt 2}.

NOTE:

This fractional angle tangent's whole numbers, 260 and 119,

cannot be reduced any further <---

By applying the test angles of tetrahedral 19.47122063 degrees,

the interior isosceles triangle created,

within the Khufu Pyramid corner angles isosceles,

produces a Full Apex Angle -- tangent <---

that clearly and solely <---

identifies,

the 260 Tzolkin calendar count value -- in the tangent numerator!

Right there, within PURE ANCIENT Khufu Pyramid geometry,

tested with the most important tetrahedral angle

119 <--- is seen in the denominator.

119 = {7 x 17} = ancient Pi value 31416 - divided by - 264.

Which means:

you can legitimately reconstruct further in ancient code,

the angle D tangent to:

264 x 260 Tzolkin

divided by

31416 x sqrt 2

31416 = 17 x 1848.

All prime number 17 values,

like 31416,

the megalithic yard 2.72 feet, {272 = 16 x 17}

will function in defining the angle tangent denominator.

31416 = 264 x 119 = 168 x 187 = 115.5 x 272 = 88 x 357,

and

314160 = 15232 x 20.625 cubit,

gives us:

the icing on the Khufu Cake:

My Grand Unification Tropical Earth Year {see earlier posts this year}

365.2430697 days

equals:

{28 x 20.625 x sqrt 2} -- divided by -- sqrt 5,

can be written,

into the equation with the megalithic yard:

264 x 260 x sqrt 5 33 x 260 x sqrt 5

divided by --- reduces to --- divided by

272 x 365.2430697 34 x 365.2430698

equals:

tangent angle D <---

The base line of the isosceles triangles overlay,

displays lengths that reveal the 365 day Earth year in the calculations.

The sine and cosine of angle D,

also reveal functions of the 365 day Earth Year or the 584 day Venus synod.

The ancient codes are revealed in the mathematical evidence presented.

The ancient Khufu Pyramid geometry,

was tested with:

PURE tetrahedral angles

and the results are there to prove that the 260 count system,

was clearly understood,

by ancient cultures that revered sacred geometry,

and it is not exclusive to just the Mayans and the Olmec.

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

The sine of the angle:

arctangent {180 / 260} = 34.69515353 degrees,

displays this equation:

sine 34.69515353 degrees,

equals:

square root 1.62

divided by

square root 5

If you go back a couple of months to my - square root two cubits - review,

you will see that in the Khufu Pyramid,

square root 1.62 = 1.27 27 92206

is:

the slope tangent of the Khufu pyramid Side Faces,

in PURE,

square root two dynamics.

NOTE:

slope tangent:

14 / 11 = 1.27 27 27 27 27~

slope tangent:

sqrt 1.62 = 1.27 27 92206 <----

The best way to define this angle -- in a -- Tetrahedral Geometry Test

is seen in the triangle below,

showing three angles that add up 180 degrees.

{all triangles have 180 degrees}.

The Khufu Pyramid slope tangent in pure square root two dynamics:

square root 1.62

is seen as angle C.

The tetrahedral test angle -- is the famous "electron spin angle" -- {Horace Crater UTSI}

with angle B tangent:

square root 8

Angle A -- results with the incredible angle tangent:

5 x 116 Mercury synod

divided by:

260 Tzolkin x sqrt 2

The angle has been written to express the ancient codes.

Merry Christmas

Happy New Year

...

Following through with the series of recent posts,

and the exposure of the important angle combinations displayed.

{see the images and text in the last few posts}

This exercise started with the angle:

arctangent {18 / 99} = 10.30484647 degrees.

Another extremely important angle emerges in the diagrams:

arctangent {180 / 260} = 34.69515353 degrees.

You will now see the most important and dynamic test ever applied,

to Khufu Pyramid geometry,

in this post with a very special: Tetrahedral Geometry Test

The process is easy to see, and understand the applications.

Nobody in the last 3000 years has accomplished this,

and produced such definitive and unparalleled results.

This is a simple and fundamental angle tangent application,

into the Khufu Pyramid -- Corner Angles <---

Tetrahedral Geometry Testing

Within The Khufu Pyramid Corner Angles Cross Section:

Isosceles Triangle -- pyramid positional points -- D P D --

Every square base pyramid has this - side face - slope formula:

The pyramid angle slope tangent,

equals:

height -- divided by - one half the full base length.

The Khufu Pyramid slope tangent,

results from the ancient formula:

280 cubit height,

440 cubit base.

This produces the slope tangent:

{14 / 11} = {4 / aPi} --- where aPi = 22 / 7.

That is the inescapable math <---

THE PYRAMID has a height ---> 14 units <--- {or it can be 280 cubits}

and the HALF base length --> 11 units <-- {or that can be 220 cubits}

thus

the Corner Angle,

has height 14 units,

and HALF base length --> {11 x sqrt 2} units <--

Khufu Pyramid Corner Angle

tangent = 14 / {11 x sqrt 2} = square root 242 = dimensional length W

Grand Unification of Ancient and Modern Mathematics and Geometry

Sacred Seked 5.5 as an angle tangent in Khafre Pyramid Dynamics

Tetrahedral Testing in the Khufu Pyramid Geometry

IMAGE ONE

Starting with angle:

arctangent {18 / 99},

a procession of "building block angles",

are generated within the Khafre Pyramid realm of geometry,

that contain both fractional,

and phi geometry angle tangents which collectively compliment each other.

{see previous posts and images}

At the top of the first image below,

a set of specific angle tangent equations are displayed,

which add up to the Khafre Pyramid side face angle in degrees.

Of distinct note as well,

in the semi-circle of angle tangents displaying the angle combinations,

are the two side by side angles:

arctangent {180 / 260} = 34.695215353 degrees.

angle tangent

180 / 260 = 9 / 13 = 360 / {2 x 260}

The angle tangent fraction is written as:

180 / 260 Tzolkin <---

to indicate the ancient intent of interpretation of that angle.

Mayan cultural calendar math components of pyramid geometry:

260 and 360, are seen in the angle tangent.

Mayans no doubt,

like any other advanced cultural math science builders of pyramids,

understood the 3-4-5 triangle geometry of the Khafre Pyramid,

and the associated synergistic angles displayed in the image.

Ancient cultural geometry observed the exact same "building block angles",

that align to produce the Khafre Pyramid geometry and mathematics.

The Olmec and Mayans calendar count dynamics,

evolve directly from this aspect of the angle geometry:

arctangent {9 / 13} =

arctan {180 / 260 Tzolkin} = arctan {360 / {2 x 260}.

The numerator in {180 / 260}:

is one half of the Mayan civic calendar Earth year of 360 days <---

Mayans {and Olmec},

aligned their calendars in this fashion:

The Mayan Civic Earth Year was defined as 360 days -- plus the 5 Uayeb days.

Mayan:

360 = 18 x 20 --- Egyptians and Sumerians used: {12 x 30} = 360.

180 = 9 x 20 -- half year --> {6 x 30} = 180

260 Tzolkin spiritual calendar = 13 x 20.

Mayan Long Count 1872000 <---

equals:

5200 x 360 = 7200 x 260 Tzolkin <---

Mayan Calendar Round 18980 =

52 x 365 Earth year = 32.5 x 584 Venus synod.

The incredible ancient code

found in angle:

arctangent {180 / 260} = 34.695215353 degrees,

resides within:

the sine and cosine -- via -- square root 5

The numerator of the sine and cosine,

directly signify two very important angle tangents.

Both of which emerge directly from Khufu Pyramid geometry dynamics.

IMAGE ONE

arctangent {180 / 260 Tzolkin}

within Khafre Pyramid geometry infrastructures.

Geometry design has been truncated from a recent previous image.

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

The distinct angle,

arctangent {180 / 260} -- AND -- it's inverse angle:

arctan {260 / 180}.

are clearly defined and generated within the Khafre Pyramid realm,

of important "building block angles".

You see the equation of angle tangents that lead to the Khafre Pyramid.

In the semi-circle of angle tangents seen in the above image,

arctangent 5.5

is interwoven in there as well.

Note this unique angle combination,

using the -- inverse angle -- to arctan {180 / 260}:

arctan {260 / 180} -- plus -- arctan 5.5 = 135 degrees

55.30484647 -- plus -- 79.69515353 = 135 degrees

And 135 degrees is the corner angle of the octagon <---

The -- Tzolkin -- 260,

is not just a Meso American calendar count construct.

The 260 COUNT system far predates the Mayans.

260 uses the prime number 13,

distinctly generated in a variety Khufu and Khafre Pyramid geometry constructs.

I have shown this many times in previous posts.

NOW to prove the statement above,

that the 260 count also is evidenced in ancient Khufu pyramid dynamics <---

look at the isosceles triangle <---

in IMAGE THREE.

IMAGE THREE

displays a Dual Overlay Isosceles Triangle,

with one isosceles triangle,

perfectly positioned within the:

Khufu Pyramid Corner Angles <---

Tetrahedral Geometry Testing

Within The Khufu Pyramid Corner Angles -- Cross Sectional Isosceles Triangle

The angle corresponds to points D P D

IMAGE THREE

Tetrahedral Geometry Testing

Dual Overlay Isosceles Triangles in Khufu Pyramid Corner Angles A

What do you see in image 3?

The test <---> is performed by positioning TWO:

tetrahedral 19.47122063 degree angles

into the:

Full Apex Angle -- of the corner angles cross sectional isosceles triangle.

The test question:

is to determine the geometry <-- of the isosceles triangle within <--

that is produced,

by the test positioning of the most important tetrahedral 19.47122063 degree angles.

Note the dimensional lengths,

of the base line !

Note angle D !

The masterpiece ancient codes,

are initially found in the sine and cosine of the angle:

arctangent {180 / 260} <----

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

.

The resultant isosceles triangle created by the test,

and seen within the Khufu Pyramid Corner Angles,

has two base angles B,

of:

square root 3.38 = {1.3 x sqrt 2} = 5.2 x {tangent 19.47122063 degrees} --- 338 = 260 Tzolkin x 1.3

The Full Apex Angle D,

clearly displays the Tzolkin 260 in the angle tangent numerator.

angle D = arctangent {260 Tzolkin -- divided by -- {119 x sqrt 2}.

NOTE:

This fractional angle tangent's whole numbers, 260 and 119,

cannot be reduced any further <---

By applying the test angles of tetrahedral 19.47122063 degrees,

the interior isosceles triangle created,

within the Khufu Pyramid corner angles isosceles,

produces a Full Apex Angle -- tangent <---

that clearly and solely <---

identifies,

the 260 Tzolkin calendar count value -- in the tangent numerator!

Right there, within PURE ANCIENT Khufu Pyramid geometry,

tested with the most important tetrahedral angle

119 <--- is seen in the denominator.

119 = {7 x 17} = ancient Pi value 31416 - divided by - 264.

Which means:

you can legitimately reconstruct further in ancient code,

the angle D tangent to:

264 x 260 Tzolkin

divided by

31416 x sqrt 2

31416 = 17 x 1848.

All prime number 17 values,

like 31416,

the megalithic yard 2.72 feet, {272 = 16 x 17}

will function in defining the angle tangent denominator.

31416 = 264 x 119 = 168 x 187 = 115.5 x 272 = 88 x 357,

and

314160 = 15232 x 20.625 cubit,

gives us:

the icing on the Khufu Cake:

My Grand Unification Tropical Earth Year {see earlier posts this year}

365.2430697 days

equals:

{28 x 20.625 x sqrt 2} -- divided by -- sqrt 5,

can be written,

into the equation with the megalithic yard:

264 x 260 x sqrt 5 33 x 260 x sqrt 5

divided by --- reduces to --- divided by

272 x 365.2430697 34 x 365.2430698

equals:

tangent angle D <---

The base line of the isosceles triangles overlay,

displays lengths that reveal the 365 day Earth year in the calculations.

The sine and cosine of angle D,

also reveal functions of the 365 day Earth Year or the 584 day Venus synod.

The ancient codes are revealed in the mathematical evidence presented.

The ancient Khufu Pyramid geometry,

was tested with:

PURE tetrahedral angles

and the results are there to prove that the 260 count system,

was clearly understood,

by ancient cultures that revered sacred geometry,

and it is not exclusive to just the Mayans and the Olmec.

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

The sine of the angle:

arctangent {180 / 260} = 34.69515353 degrees,

displays this equation:

sine 34.69515353 degrees,

equals:

square root 1.62

divided by

square root 5

If you go back a couple of months to my - square root two cubits - review,

you will see that in the Khufu Pyramid,

square root 1.62 = 1.27 27 92206

is:

the slope tangent of the Khufu pyramid Side Faces,

in PURE,

square root two dynamics.

NOTE:

slope tangent:

14 / 11 = 1.27 27 27 27 27~

slope tangent:

sqrt 1.62 = 1.27 27 92206 <----

The best way to define this angle -- in a -- Tetrahedral Geometry Test

is seen in the triangle below,

showing three angles that add up 180 degrees.

{all triangles have 180 degrees}.

The Khufu Pyramid slope tangent in pure square root two dynamics:

square root 1.62

is seen as angle C.

The tetrahedral test angle -- is the famous "electron spin angle" -- {Horace Crater UTSI}

with angle B tangent:

square root 8

Angle A -- results with the incredible angle tangent:

5 x 116 Mercury synod

divided by:

260 Tzolkin x sqrt 2

The angle has been written to express the ancient codes.

Merry Christmas

Happy New Year

...