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又(ma-ta) 60 stars astrology Season Holidays "An Extra 3-1" RJ number and TN number and NT number. Are they all good friends???
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60 STARS ASTROLOGY
ENGLISH VERSION
SEASON HOLIDAYS "An Extra"
又(ma-ta) 60 stars astrology
Season Holidays "An Extra" 3 ー1
RJ number and TN number and NT number. Are they all good friends???
1. Well, let's continue from last installment.
142857
428571
285714
174825
748251
482517
417582
758241
471528
715284
152847
369741
697413
974136
So the common denominator of these combinations of numbers is "37 x 3" , i.e., dividable by 111!
2. Well, that was easy, wasn't it?
“Oh, that's it?”
“That's boring.”
Some of you may be thinking.
....Let me go a little further.
142857
428571
285714
174825
748251
482517
417582
758241
471528
715284
152847
369741
697413
974136
So the common denominator of these combinations of numbers is "37 x 3" , i.e., dividable by 111!
2. Well, that was easy, wasn't it?
“Oh, that's it?”
“That's boring.”
Some of you may be thinking.
....Let me go a little further.
As I said before,
741
258
258
If we combine numbers in such a way that the sums of the upper and lower rows are the same, we get groups of numbers like the following.
4-5-6
and the combination
1-2-3 and 7-8-9
The group of 456 is, for example, 456654, which means that the sum of the top and bottom rows is the same.
456
654
If we make the sum of the top and bottom rows the same (total 10), the number is still dividable by 111.
The group of 123 and 789 is, for example, 123987
456
654
If we make the sum of the top and bottom rows the same (total 10), the number is still dividable by 111.
The group of 123 and 789 is, for example, 123987
123
987
....sum of the upper and lower columns is the same (total 10), and the number is still dividable by 111.
Of course, you can also cross groups,
For example, 321456
321
456
321
456
...sum of the upper and lower rows is the same (sum of 7), which is also dividable by 111.
In this way, we can find a combination of groups and upper and lower rows, and find a pair of numbers that did not fit together until now.
Well, to be more specific,
In this way, we can find a combination of groups and upper and lower rows, and find a pair of numbers that did not fit together until now.
Well, to be more specific,
For example, " 2 " is in the group of 258 and 123, so it is connected to 1, 3, 5, and 8.
Also, using the upper and lower ideas I mentioned above, it is also connected to 2 itself and 8.
Then only 4 and 6 are not paired with 2 neither in a group.
Also, for example, " 5 " is in the group of 258 and 456, so it is connected to 2.4, 8, and 6.
Furthermore, using the upper and lower ideas I mentioned above, it is also attached to 5 itself.
Then, 5 is not in a group or pair with 1, 3, 7, and 9.
If we make a diagram of these non-attachable relationships with ✖ on the two-way arrows, we get two pictures.
A cross, and a circle or a figure enclosed as a square.
(Fig.)
A cross, and a circle or a figure enclosed as a square.
(Fig.)
3. I'm finally going to write what I want to say,
This corresponds to the basic astrological symbols: the cross (offensive, isolated or positive) and the circle or square (defensive, in sympathy or negative).
This corresponds to the basic astrological symbols: the cross (offensive, isolated or positive) and the circle or square (defensive, in sympathy or negative).
For example, the symbol for Venus ♀ is a circle〇 on top of a cross.
Mars is ♂, which is a cross over a circle〇 .
The symbol of Mars used to be written like that, but the shape was slightly changed during the course of the year.
Venus♀ represents capitalists, and Mars♂ represents laborers.
Venus♀ represents capitalists, and Mars♂ represents laborers.
So if you reverse the symbols, the meanings are often reversed as well.
........ But then, you'd have to look at ☿, ♃, and ♄, unclosed semicircles, like
........ But then, you'd have to look at ☿, ♃, and ♄, unclosed semicircles, like
υ or ⊃
........so maybe you would think "what the heck is that? "
Well, this is a bit complicated and I don't know much about this issue, so I'll leave it for another time!
Well, this is a bit complicated and I don't know much about this issue, so I'll leave it for another time!
This series maybe continue a little bit.
Maybe, maybe !
Tanu-chan💓 TOKYO-TANUKKO💛
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