11-21-2017, 08:47 PM

...

You see that last clerical error at the bottom of the last post?

that came to me about an hour after the posting,

while watching some TV news.

That means that I often do the math editing ---> in my subconscious,

while I am awake watching the news.

I also do it in my dreams.

I do my best to keep the numbers all correct,

by editing and reviewing all computations.

In a 150 page pdf,

with such a vast volume of calculations,

in ---> ancient cubit systems

you can review and edit the entire pdf --- 5 times,

and on the sixth review, .... you will still find some goofy clerical error.

So you go blind not only in vision,

but in the mental imprints of all those numbers swirling around in your memory cave.

Inspiration and Intensity to the Finish Line.

You start to burn out.

Once you crash and burn, no amount of inspiration will bring you back,

for a few months.

You don't want to digest another Piece of Khufu Pyramid Cake Hole computations.

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

Before going on to the Menkaure Pyramid,

I have to produce a quick review,

of that absolutely dandy cubit and base length,

produced by:

the tangent of 30 degrees.

{refer to the bottom of my last post}

tangent 30 degrees x 10000 = 5773.502692 <---> assigned as INCHES.

5773.502692 = 481.1252243 feet = 2500 / sqrt 27,

our base length:

440 x cubit 20.61965247 = 9072.647087 inches = 10,000 x {aPi / 2} -- divided by -- sqrt 3,

........ cubit 20.61965247 = 250 / sqrt 147

And so now we see if there is a handy dandy,

Piece of Cake base length,

that can be put together:

with another --- important cubit system derived --- half base length

9072.647087 inches ---> full base ---> 4536.323544 inches ---> half base

I'm really fast at it and saw the solution immediately.

Let's try ---> pi cubit ---> 20.61670179 = 6.5625 Pi

A half base length = 220 cubits.

220 x pi cubit 20.61670179 = 4535.674394 inches

Now add the two half base lengths together.

4536.323544 inches

4535.674394 inches ----> equals ---> 9071.997938 inches --- cubit 20.61817713

9071.997938 inches --- 9072

the Egyptians went out and measured 756 feet = 9072 inches,

and said,

Piece of Cake,

the only difference being ---> where the two targeted half base lengths MEET,

at the center of the full base length,

both being about 1/3 inch off the 378 foot = 4536 inch half way point of the 756 foot base.

Which no doubt,

correlates with the placements of the INDENTATIONS on the Khufu Pyramid base,

in whatever choices of half base lengths combined, that the Egyptians selected to use.

Which brings us to Hancock's "center line base measure" of 9000 inches.

He is not even close IMO.

If that were the case,

Hancock's recessing of the indentations at the midpoint of the base lengths,

would be set back:

3 feet

at every base length midpoint.

Not only would that 3 feet of indentation recessing been very apparent to Petrie, Cole, Lehner etc,

but any ancient pedestrian would be able to see the indentations from ground level,

from a reasonable distance of view,

at some point of the passing sun's daytime shadowing.

...

You see that last clerical error at the bottom of the last post?

that came to me about an hour after the posting,

while watching some TV news.

That means that I often do the math editing ---> in my subconscious,

while I am awake watching the news.

I also do it in my dreams.

I do my best to keep the numbers all correct,

by editing and reviewing all computations.

In a 150 page pdf,

with such a vast volume of calculations,

in ---> ancient cubit systems

you can review and edit the entire pdf --- 5 times,

and on the sixth review, .... you will still find some goofy clerical error.

So you go blind not only in vision,

but in the mental imprints of all those numbers swirling around in your memory cave.

Inspiration and Intensity to the Finish Line.

You start to burn out.

Once you crash and burn, no amount of inspiration will bring you back,

for a few months.

You don't want to digest another Piece of Khufu Pyramid Cake Hole computations.

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

Before going on to the Menkaure Pyramid,

I have to produce a quick review,

of that absolutely dandy cubit and base length,

produced by:

the tangent of 30 degrees.

{refer to the bottom of my last post}

tangent 30 degrees x 10000 = 5773.502692 <---> assigned as INCHES.

5773.502692 = 481.1252243 feet = 2500 / sqrt 27,

our base length:

440 x cubit 20.61965247 = 9072.647087 inches = 10,000 x {aPi / 2} -- divided by -- sqrt 3,

........ cubit 20.61965247 = 250 / sqrt 147

And so now we see if there is a handy dandy,

Piece of Cake base length,

that can be put together:

with another --- important cubit system derived --- half base length

9072.647087 inches ---> full base ---> 4536.323544 inches ---> half base

I'm really fast at it and saw the solution immediately.

Let's try ---> pi cubit ---> 20.61670179 = 6.5625 Pi

A half base length = 220 cubits.

220 x pi cubit 20.61670179 = 4535.674394 inches

Now add the two half base lengths together.

4536.323544 inches

4535.674394 inches ----> equals ---> 9071.997938 inches --- cubit 20.61817713

9071.997938 inches --- 9072

the Egyptians went out and measured 756 feet = 9072 inches,

and said,

Piece of Cake,

the only difference being ---> where the two targeted half base lengths MEET,

at the center of the full base length,

both being about 1/3 inch off the 378 foot = 4536 inch half way point of the 756 foot base.

Which no doubt,

correlates with the placements of the INDENTATIONS on the Khufu Pyramid base,

in whatever choices of half base lengths combined, that the Egyptians selected to use.

Which brings us to Hancock's "center line base measure" of 9000 inches.

He is not even close IMO.

If that were the case,

Hancock's recessing of the indentations at the midpoint of the base lengths,

would be set back:

3 feet

at every base length midpoint.

Not only would that 3 feet of indentation recessing been very apparent to Petrie, Cole, Lehner etc,

but any ancient pedestrian would be able to see the indentations from ground level,

from a reasonable distance of view,

at some point of the passing sun's daytime shadowing.

...