...

We are going to take this into the Menkaure Pyramid

via a unique adaptation of cubit systems,

to convert to the prime number 17,

as in,

the Menkaure pyramid 51 degree --- 21 / 17 slope tangent -- Masonic Code.

Note the 21 in the fraction --- Hancock's extrapolated number below.

I happened to come across this Graham Hancock post dated 2015.

he has the Menkaure pyramid,

height

as ----> 4 / 9

times the Khufu Pyramid height.

That is Vintage Vianova circa about 2010 from my first or second pdf.

I will look for my old images later.

What he misses,

is that the height of the Menkaure Pyramid,

is subject to all the same cubit system applications.

ie

Hancock correctly projects the Royal cubit as 20.618 18 18.

but slips in the height math.

YOU HAVE TO PLAY OUT THE ENTIRE DECIMAL.

One has to learn:

the FRACTIONS,

that develop the decimals.

So here is where Hancock is not careful in his math again.

Hancock

Well,

it is obviously

far better to say

432 x 21 inches = 9072 inches = 440 x 20.618 181818~

Using a 21 inch "root cubit",

you can only have this combination of cubits:

432 cubit base for 9072 inches --- 440 x 20.618 18 18~ cubit

275 cubit height.

this sets the height at 481.25 feet {cubit 20.625} -- slope is 51.85197607 degrees

pi based slope equation:

4 / 3.14 18 18 18~ = 4 / {864 / 275}

Hancocks method is convoluted IMO,

and if you are using 432 ... Hancock's favorite number,

432 that makes far more sense than using 441,

as the number of cubits in the base length.

432 cubits x 21 inches per cubit = 9072 inches = 440 x 20.618 18 18~

how many root cubits are Hancock's height cubits?

Hancock:

280.63 63 63~ = FRACTION 3087 / 11

ie

9072 inch base:

with royal cubit 20.618 18 18 18~

and

your true height:

also uses cubit 20.618 18 18 18~

to get the proper slope <----> to attain the 481.09 09 09 09 09 foot height, as in Hancocks image.

One cubit,

stands alone there.

280.63 63 63 63~ "root cubit" height

441 root cubit base

only works when you use two separate cubits.

And even though in the above image he identifies 481.09 as the height,

when it is actually

481.09 09 09 09 09 = 5292 / 11 = 5773.09 09 09 inches

in the next image below,

he inexplicably

charts the height as --->

5773.08 inches

and,

when he does that,

he completely botches his Menkaure Pyramid height,

when using the 4 / 9 conversion factor.

Correcting Hancock's math:

the Menkaure Pyramid height using the 4 / 9 conversion factor,

with Hancock's ACTUAL royal cubit height 481.09 09 09 09 09~ feet

is:

213.81 81 81 81 ~ feet ---> and that is what you see in my old work,

the correct number.

fraction 2352 / 11

What Hancock fails to see,

is that every cubit generated height,

will convert,

to a Menkaure Pyramid height.

For cubit 20.625 -----------> 481.25 foot height

the correlated Menkaure pyramid height is:

213.88888888~ feet = fraction 1925 / 3

for the two important Pi cubits in the Khufu Pyramid cubit system,

here is the math on one:

for cubit 20.61671079 = 6.5625 Pi ---> 481.0563751 feet,

Menkaure Pyramid

height:

213.8028334 feet ----> fraction ---> 1225 pi -- divided by -- 18

and look at that ----------------------------- 1225

highly important:

1225 x Mars 686.98 = 2304 x Earth 365.2562934 ---> off by 5.75 seconds

0.99999982 accuracy

so

this is also how you define the Menkaure Pyramid height:

1225 x Pi value ---> divided by ---> 18 = Menkaure Pyramid height.

{1225 x aPi} / 18 = 213.8888888~ feet --- where aPi = 22 / 7,

And that is how it is done right

Hancock's height is correctly calculated at:

213.81 81 81 81 feet

In my last post was seen: --- 7 / 11 = 63 / 99 = 2 / aPi

in an isosceles triangle test.

The regenerating of the Khufu cubit system from the above fractions,

as apex angle tangents,

derived from the base angles tangents,

was quite evident and straightforward.

That is my choice for slope of the Pyramid of the Sun.

with a 440 cubit base

and a 280 cubit height

the slope tangent is automatically 14 / 11 = 4 / aPi.

Number systems comprised of whole numbers that are targeted for research,

are predicated by the predominant prime numers involved.

In the case of the Khufu Pyramid Slope

the two predominant prime numbers are 7 and 11.

in the next in depth exercise,

the cubit system will be converted to the ancient 17 count system,

using the prime 17 as the extrapolating value,

which then aligns:

the ancient calendar count ---- between the Mars sidereal,

and the Venus synod,

in this fashion:

17 x 687 Mars sidereal = 20 x 583.95 Venus synod

this will enable the Masonic Code 21 / 17

slope angle tangent:

of the Menkaure 51 degree pyramid {don;t forget the rectangular base}

The prime 17.

...

We are going to take this into the Menkaure Pyramid

via a unique adaptation of cubit systems,

to convert to the prime number 17,

as in,

the Menkaure pyramid 51 degree --- 21 / 17 slope tangent -- Masonic Code.

Note the 21 in the fraction --- Hancock's extrapolated number below.

I happened to come across this Graham Hancock post dated 2015.

he has the Menkaure pyramid,

height

as ----> 4 / 9

times the Khufu Pyramid height.

That is Vintage Vianova circa about 2010 from my first or second pdf.

I will look for my old images later.

What he misses,

is that the height of the Menkaure Pyramid,

is subject to all the same cubit system applications.

ie

Hancock correctly projects the Royal cubit as 20.618 18 18.

but slips in the height math.

YOU HAVE TO PLAY OUT THE ENTIRE DECIMAL.

One has to learn:

the FRACTIONS,

that develop the decimals.

So here is where Hancock is not careful in his math again.

Hancock

Quote:These units are all created from this original equation of 432 divided by 21 = 20.57142857

Well,

it is obviously

far better to say

432 x 21 inches = 9072 inches = 440 x 20.618 181818~

Using a 21 inch "root cubit",

you can only have this combination of cubits:

432 cubit base for 9072 inches --- 440 x 20.618 18 18~ cubit

275 cubit height.

this sets the height at 481.25 feet {cubit 20.625} -- slope is 51.85197607 degrees

pi based slope equation:

4 / 3.14 18 18 18~ = 4 / {864 / 275}

Hancocks method is convoluted IMO,

and if you are using 432 ... Hancock's favorite number,

432 that makes far more sense than using 441,

as the number of cubits in the base length.

432 cubits x 21 inches per cubit = 9072 inches = 440 x 20.618 18 18~

how many root cubits are Hancock's height cubits?

Hancock:

280.63 63 63~ = FRACTION 3087 / 11

ie

9072 inch base:

with royal cubit 20.618 18 18 18~

and

your true height:

also uses cubit 20.618 18 18 18~

to get the proper slope <----> to attain the 481.09 09 09 09 09 foot height, as in Hancocks image.

One cubit,

stands alone there.

280.63 63 63 63~ "root cubit" height

441 root cubit base

only works when you use two separate cubits.

And even though in the above image he identifies 481.09 as the height,

when it is actually

481.09 09 09 09 09 = 5292 / 11 = 5773.09 09 09 inches

in the next image below,

he inexplicably

charts the height as --->

5773.08 inches

and,

when he does that,

he completely botches his Menkaure Pyramid height,

when using the 4 / 9 conversion factor.

Correcting Hancock's math:

the Menkaure Pyramid height using the 4 / 9 conversion factor,

with Hancock's ACTUAL royal cubit height 481.09 09 09 09 09~ feet

is:

213.81 81 81 81 ~ feet ---> and that is what you see in my old work,

the correct number.

fraction 2352 / 11

What Hancock fails to see,

is that every cubit generated height,

will convert,

to a Menkaure Pyramid height.

For cubit 20.625 -----------> 481.25 foot height

the correlated Menkaure pyramid height is:

213.88888888~ feet = fraction 1925 / 3

for the two important Pi cubits in the Khufu Pyramid cubit system,

here is the math on one:

for cubit 20.61671079 = 6.5625 Pi ---> 481.0563751 feet,

Menkaure Pyramid

height:

213.8028334 feet ----> fraction ---> 1225 pi -- divided by -- 18

and look at that ----------------------------- 1225

highly important:

1225 x Mars 686.98 = 2304 x Earth 365.2562934 ---> off by 5.75 seconds

0.99999982 accuracy

so

this is also how you define the Menkaure Pyramid height:

1225 x Pi value ---> divided by ---> 18 = Menkaure Pyramid height.

{1225 x aPi} / 18 = 213.8888888~ feet --- where aPi = 22 / 7,

And that is how it is done right

Hancock's height is correctly calculated at:

213.81 81 81 81 feet

In my last post was seen: --- 7 / 11 = 63 / 99 = 2 / aPi

in an isosceles triangle test.

The regenerating of the Khufu cubit system from the above fractions,

as apex angle tangents,

derived from the base angles tangents,

was quite evident and straightforward.

That is my choice for slope of the Pyramid of the Sun.

with a 440 cubit base

and a 280 cubit height

the slope tangent is automatically 14 / 11 = 4 / aPi.

Number systems comprised of whole numbers that are targeted for research,

are predicated by the predominant prime numers involved.

In the case of the Khufu Pyramid Slope

the two predominant prime numbers are 7 and 11.

in the next in depth exercise,

the cubit system will be converted to the ancient 17 count system,

using the prime 17 as the extrapolating value,

which then aligns:

the ancient calendar count ---- between the Mars sidereal,

and the Venus synod,

in this fashion:

17 x 687 Mars sidereal = 20 x 583.95 Venus synod

this will enable the Masonic Code 21 / 17

slope angle tangent:

of the Menkaure 51 degree pyramid {don;t forget the rectangular base}

The prime 17.

...