Book 30. A 20x giver! If you consistently split the bill in roughly a 5:95 ratio, you'll be welcomed wherever you go

Hello. This is Beta from the R86plusA blog. I'm interested in the distribution system that exists in human society. In human society, the share is often taken by the organizer, the person who hosted the event.

I know people who split the bill in a way that's close to a 5:5 or 4:6 split. The important thing is that when you split the bill, it feels fair. If it's 8:2 or 9:1, dissatisfaction will naturally arise. No matter how excellent a company is, I believe that companies that hoard profits and don't distribute them to many people will decline.

I believe splitting the bill is fair. This is because it allows the other party in a transaction to know that they are on equal footing. However, even when we say "equal," I think it's often asymmetrical. In other words, instead of playing the same role and doing the same amount of work, each person has a role to play—this person contributes labor, this person contributes money, and so on. In a cooperative relationship, each person naturally brings out their own strengths.

Lately, I've been reading a book called "Lectures on Celestial Mechanics" by C.L. Siegel, J.K. Moser, et al. If we were to read this book collaboratively, we would need to assign specific pages and sections to each person and fulfill our respective roles. One person might cover the first 50 pages, and another the 50th to 100th pages, but there are many other ways we could cooperate. We could teach each other the parts we understand, and the possibilities are endless.

The lectures on celestial mechanics are a book I find incomprehensible, but they begin by describing a special method of differentiation called the Lagrange multiplier method. Many people may get stuck at that point, so if I have the opportunity, I would like to help everyone by explaining the Lagrange multiplier method.

I'm also a bit of an unusual person, studying quantum mechanics and celestial mechanics, but with a little ingenuity, even books that seem difficult to me can be read. Since we were talking about splitting the bill, I'd like to give you a small gift.

When reading, imagining drawing diagonal lines between words makes it easier to understand. It's surprising how much easier it becomes to read just by quickly drawing diagonal lines between words. I know that celestial mechanics is one of the most difficult subjects in academics, so I remember being very happy when I came up with this slash reading method.

It makes me happy to see people move on to the next stage of their lives with their inherent optimism and determination, and I remember feeling that same sensation when I read using this slash reading technique. I believe that by learning about slash reading, you too can take a step towards the next stage with your own inherent optimism and determination.

Now, regarding the shares, I think 5:95 is not bad. 5:95 means giving almost 20 times your share. In other words, you are a 20x giver, and in this case, since I didn't receive anything from the readers for teaching slash reading, I think I achieved a 20x gift by teaching them about slash reading.

I don't need anything in return. All I'd really appreciate is a simple click on an ad I put on my blog. After all, I believe gifts are very important in human society. When you receive a lot of things, people are watching to see if you can generously share them with others.

I'm the type of person who gives presents, and I don't receive many, but I know how happy it makes me when I do. In fact, I often give material gifts, like sweets, and the recipients often show their thoughtfulness and consideration through their gifts.

While I'm currently offering slash reading as a gift, even just celestial mechanics is an extremely complex subject, and I think mastering it is incredibly difficult.

Furthermore, if I were to offer a gift to my readers, I would like to include an article explaining how to solve problems using the Lagrange multiplier method, specifically this special method for solving differential equations, if you purchase this book on celestial mechanics and study with me.

Ultimately, society is a reciprocal, gift-giving society. Even considering employment alone, being employed by a company can be seen as a cooperative relationship between someone who gives their labor as a gift and someone who gives their salary as a gift.

I am writing this article on April 14, 2026. The number 14 is very important to me. I won't go into personal reasons, but I believe it is a number related to God. As God's number. However, I am very glad that I was able to write about the subject of celestial mechanics lectures, which is a mysterious area for me, on this day, the 14th.

The next installment of this article will be an explanation of the Lagrange multiplier method, a truly essential technique. That's all for now.

If you consistently split the bill in roughly a 5:95 ratio, you'll be welcomed wherever you go. Don't think of it as a one-time cooperative act, but rather as a cooperative act that happens dozens or even hundreds of times. Even if your share is 5%, you'll have the opportunity to earn dozens or even hundreds of times that amount. More than that, I believe you'll be valued and treated with great respect by your friends.

That's all. Today, I taught you about slash reading. I don't want to sound condescending, so I'll stop here. Thank you for listening. This was β. See you next time. α.