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60stars astrology
English version
By Tokyo-Tanuki
60stars Astrology Off Season of season 6
厽(ka-be) 60stars Astrology off season of season 6 mini appendix 2
The eternal spiral staircase
1. By the way, it is said that Φ is used all over the place in pyramids: triangles whose sides are related to Φ, triangles whose angles are related to Φ, and so on.
This is especially true for the Great Pyramid of King Khufu!
This is especially true for the Great Pyramid of King Khufu!
For example, in the King's Chamber of the Great Pyramid, there is a mysterious box like a bathtub, which is said to be a "Stone Coffin".
Well, it is very famous story, isn't it?
Edgar Casey said,
“An empty coffin indicates the ease of interpretation of death, that there is no longer any death”,
He also said that the present time (around the late 20th to early 21st century) corresponds to that period.
Well, he is probably right, but I guess he must be thinking in terms of a longer span of time, not in terms of 10 years or so.
As I mentioned before, Tanu-chan thinks that what Mr. Casey said is generally true in many aspects of the facts.
Well, that's one way to put it: ....
However, Tanu-chan does not necessarily believe everything that Mr. Casey said.
2. Now, the box that is said to be "the Coffin" is like a little thick bathtub.
2. Now, the box that is said to be "the Coffin" is like a little thick bathtub.
The outside is roughly 0.98 m wide x 2.27 m long x 1.05 m deep.
The inside of the box is approximately 0.68 meters wide x 1,98 meters long x 0.87 meters deep.
This means, the ratio of the inside is, well, like the relationship of Φ.
As shown in the drawing above, it is probably 1:√Φ:√2 (√Φ cubed).
The diagonal of the interior has a length that is the square root of the fifth power of Φ=√(ΦΦΦΦΦΦ).
Hmmm? Then,
If 1 cubit is about 0.535 meters, then in cubits, the ratio is,
If 1 cubit is about 0.535 meters, then in cubits, the ratio is,
0.68 : 1.98 : 0.87
= √Φ cubit: √2 (√Φ)⁴ cubit: (√Φ)² cubit
The length of the diagonal of the interior diagonal is √Φ⁶ that is, Φ³ cubit
It would be like that, I guess.
Maybe!
3. Looking at the volume, the whole is about 2.33583m³.
The inside volume is about 1.171368m³.
3. Looking at the volume, the whole is about 2.33583m³.
The inside volume is about 1.171368m³.
So, in other words, if the size of the bath is 2, the bathtub is about 1.
Simply put, if we want the ratio to be 2:1, we can make the ratio of the inside length, width, and height to be the cubic root of that of the outside.
That is, the outside should be about 1.2599... times the length, width, and height of the inside, respectively.
But it is not so.
Why not?
.....If you look closely, you can see that the ratio is, approximately,
The ratio of the height is 0.68:0.98≒1.44117
The width ratio is 1.98:2.27 ≒ 1.146464
The depth ratio is 0.87:1.05 ≒ 1.20689
This ratio is a bit of a mystery!
The ratio of the height is 0.68:0.98≒1.44117
The width ratio is 1.98:2.27 ≒ 1.146464
The depth ratio is 0.87:1.05 ≒ 1.20689
This ratio is a bit of a mystery!
...Maybe it is the cubic root of “3” or √3 or something like that.
Height is increased by the cubic root of 3 (x1.4422495...)
Width is increased by the fourth root of √3 (×1.14720269...)
Depth increased by the cubic root of √3 (×1.2009369...)
or so?
Width is increased by the fourth root of √3 (×1.14720269...)
Depth increased by the cubic root of √3 (×1.2009369...)
or so?
That is, the ratio of the magnification is the height and width and depth, respectively
∛ 3 : ∜√3 : ∛√3
The calculation is fairly well done, but, well, it's a bit difficult to understand.
Multiply ∛ 3 × ∜√3 × ∛√3 = 8 squared roots of 3 multiplied by 5 = 1.987013346... times
........Well, many books say that the inner volume is approximately twice as large as the outer volume.
But Tanu-chan is not convinced there.
Egyptian people are very particular about those numbers.
It seems to me that the people who built the pyramids, which are almost the same size from east to west and north to south, would not have made a rough estimate of “about twice as large”.
...But, I don't know what it means. It's an intuition!
...But, I don't know what it means. It's an intuition!
4. Thus the squares and cubes of Φ and other integers, as well as the square and cubic roots, seem to be used all over the pyramids.
The person who built the pyramid must have been very clever.
When I am on the commuter train, thinking about the pyramids makes the time go by very quickly.
...... Well, this is it! Open sesame.
In Japan, it is also called Urashima Taro.
They are fun to do! All the time.
But it goes round and round in the same place!
Time passes, the environment changes a little, but the mind, the spirit, is still going around the same place.
It never leaves the center of the circle.
In other words, conversely,
“True time (progress) is stopped.”
......We are spinning in front of the wall.
In other words, conversely,
“True time (progress) is stopped.”
......We are spinning in front of the wall.
There is a big cobra wrapping itself around the wall.
5. That is why, as Tanu-chan, a humanities student, clearly states, the riddle of the pyramids cannot be solved by people today.
Of course, it is good for enjoyment.
But there must be numerous geniuses who have been stuck in that spiral.
Be careful!
The person who created this is a real genius, no, more than a genius, so you shouldn't compete with him!
The person who created this is a real genius, no, more than a genius, so you shouldn't compete with him!
Well, it will be solved eventually ...When the time comes.
Is the pyramid a tomb?
It is a kind of tomb, but it is not a tomb.
So there is an empty stone coffin.
Who will be in it? .... It's scary, isn't it?
Well, that's all for today.
Tanu-chan💓 TOKYO-TANUKI💛
So there is an empty stone coffin.
Who will be in it? .... It's scary, isn't it?
Well, that's all for today.
Tanu-chan💓 TOKYO-TANUKI💛
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