卅（so-u） 60 Stars Astrology Season Holiday "An Extra" 8 Tanu-chan's Concerns, Part 5 "71.777..." and the Secret Box Part 2

60 STARS ASTROLOGY

SEASON HOLIDAYS "An Extra"

ENGLISH VERSION

卅（so-u） 60 Stars Astrology 

Season Holiday  "An Extra"  8

Tanu-chan's Concerns, Part 5 

"71.777..." and the Secret Box  Part  2

1.  Now, let's continue where we left off last time.

I'm talking about the inside size of the stone coffin in the King's Chamber of the Pyramid of King Khufu.

I will talk about the outside sometime..... Maybe!


Now, the ratio of the inner volume, or the bathtub-like part, is the following: 

width : length (depth) : breadth = 1 : √Φ : √2√Φ³.

So, multiplying the width, depth, and breadth, we get,

1 x √Φ x √2√Φ³ = √2Φ².

.....Hmmm, yes, the volume (volumetric) is true, but by itself, it kind of doesn't make sense.




2. Now, in this situation, let's change the idea of "volume" a bit.


Tanu-chan tried to think in terms of the lengths of the edges and diagonal lines.


First, for the inside of this rectangle (stone coffin),

The sides are

A = 1
B = √Φ
C = √2√Φ³ = √(4Φ + 2)



And the diagonals of the faces are,

D = √(Φ+1)
E = √(4Φ+3)
F = √(5Φ+2)


And inside, four diagonals of space can be made, the lengths of which are,

G = √Φ⁵ = √(5Φ + 3)

Let's square each of these A-G line lengths and add them together.

Then we have,

A² + B² + C² + D² + E² + F² + G² 
= 1 + Φ + 4Φ + 2 + Φ + 1 + 4Φ + 3 + 5Φ + 2 + 5Φ + 3 
= 20Φ + 12

Oh, now we have 　20Φ + 12　！

I saw something similar to this somewhere else!


...... Yes, it is.

Length of circumference of circle = 4Φ⁶ = 71.777... = 32Φ + 20 = 20Φ² + 12Φ


If we add everything from A² to G², we get 20Φ + 12, which is the length of 1/Φ of the circle.

...... So , from the beginning,

 Instead of 1: √Φ : √2√Φ³,

 consider it as the ratio of √Φ : Φ : √2 Φ².

Should we think of it this way?

...... My goodness! 

This stone coffin has something to do with the circle!





3. .........ZZZ....I enjoyed my train commute with such a fantasy.

Well, it's just a delusion.

........ But it is fun to think about the length of the circumference of the circle in Φ to expand your imagination!

Well, this will be the end of the Season Holiday series.  ...

From next time, I will talk about astrology for a while, maybe.

Tanu-chan💓  TOKYO-TANUKI💛