≬ 60 Stars Astrology: Tanu-chan’s Delusions—Between 0 and 1

60 Stars Astrology 

English　Version

By　TOKYOｰTANUKI

≬ 60 Stars Astrology: 

Tanu-chan’s Delusions—Between 0 and 1

1. Well, Season Vacation 1 is over, and we’re about to enter Season ▲, aren’t we?

The illustration at the top of this blog post is a picture of Tanu-chan enjoying a daydream based on the Ramanujan-Nagel formula.

…I wonder if there’s any interesting daydream out there?

I’m always thinking about this on my commute!



2. By the way, I’ve almost finished writing the manuscript for Season ▲, but how should I put it…

Pyramids really are scary, after all.

Someone I know told me that the area on Tanu-chan’s forehead looks like it’s about to explode from growing so big, 

....so right now I’m thinking.

“Maybe I should stop having such big-scale delusions?”



As for what I was fantasizing about at the time,

First, regarding geometric shapes, in Tanu-chan’s view, a straight line (a 1-gon) has only one direction.

But when a straight line tries to take two directions,

it becomes a broken line → a 2-gon → a 3-gon → a 4-gon, and so on, forming polygons;

or it becomes a curve (a Φ-gon) → forming circles, spirals, and so on.

I’m thinking about these two ways of transformation.


Well, to put it simply,

I think there are two paths:

the 1⇒2 route and
the 1⇒Φ route.



3. So, what I’m thinking about now is whether this applies to things other than just shapes.

In other words, when thinking purely about the sequence of numbers,

we first consider 0 and 1. It’s like the binary system used in computers.

In this case, even though there are only numbers up to 1, there are two states.

In other words, conceptually, something like “2” exists.
So, when I think about the number that comes after 1,

the sequence 0 ⇒ 1 ⇒ 2 doesn’t necessarily emerge as the only option;
I feel like there’s also the possibility of a continued fraction (Φ) 
like 0 ⇒ 1 ⇒ Φ.

Of course, this is just a fantasy！


Now, in the former case,
there’s probably a sequence like 0, 1, 2, 3,

but I also feel like there could be sequences like 0, 1, 2, 2²,
or 
1/2, 1, 2, 2×2, 2×2×2.


And in the latter case,

there might be a sequence like 1/Φ ⇒ 1 ⇒ Φ ⇒ 2—that is, Φ + (1/Φ²)

......but there might also be a sequence like 1/Φ ⇒ 1 ⇒ Φ ⇒ Φ² ⇒ Φ³.


.........................

When there's 0 and 1, what's the next number?

Well, that’s the kind of problem it is,

but given that a point (a 1/Φ-gon) exists in geometry,
I’ve been wondering if the sequence of numbers should simply be 0, 1, 2, 3, ..., ...and so on.


Well, as I was thinking about this and busily doing calculations, my forehead felt like it was about to burst.

I was also speculating on other things, like whether the King’s Chamber should be viewed as a single shape or as two shapes combined.



4. So, for Season ▲, I’ll be steadily turning the manuscripts I’ve already written into articles as planned.
But after that, I might not talk about numbers for a while.

Tanu-chan doesn’t want my head (or, more precisely, my forehead) to explode.

" Pyramids are scary! "



That’s all for today.
Starting next time, it’ll be Season ▲ articles 💛.



Tanu-chan💓　TOKYO-TANUKI