Global Famine: My items can be automatically upgraded.

After the information of Bermula's inheritance seed was deciphered.

Shen Bei originally thought that Lingxi Zhiling would pull out a series of text data for his reference.

But what was unexpected was that Lingxi Zhiling changed the angle and replaced Bermula's "diary" with a first-person perspective.

Shen Bei was naturally a little unhappy. What kind of good person would write a diary?

Besides, what the hell is Bermuda? How can one feel involved in it?

"From a first-person perspective, you can deeply analyze why the Apocalypse-class starship and the Shadow Immortal exploded and shattered."

Lingxi Zhiling explained further.

Shen Bei was stunned when he heard this.

etc--

Before the battle with Bemula began, this guy said that the destruction of the World-Destroying Starship and the Shadow Immortal had little to do with humans.

It can even be said that human beings are self-righteous.

At that time, Shen Bei was more willing to believe the written records left over from the old times.

Rather than Bermuda's alarmist rhetoric.

Now, we can analyze the collapse of the Doomsday-class starship and the Shadow Immortal from Bermula's perspective through a first-person perspective. Is there any other theory?

Shen Bei licked his lips: "I want to see what the truth is!"

“Translate!”

shuh...

The diary's specified contents began to refresh on Shen Bei's armor's visual helmet.

Shen Bei took a quick look and found that the time span of the diary was very long.

From Bermuda's childhood to adulthood.

But the more I look at it, the more frightened I become!

Yesterday, I (Bermuda) learned about the area law. The formula for the area of ​​a square is length times width. I completed all the exercises the teacher gave me yesterday.

When Shen Bei saw this, he thought for a moment and realized that according to the old human teaching standards, this should be a third-grade math problem.

Bermuda should be less than ten years old?

Perhaps, the age of the Guokr Planet is not calculated in this way.

Without hesitation, Shen Bei continued reading.

[But one of the homework questions was to calculate the area of ​​an irregular shape. I cut it into several small pieces, and when I put them together, it just happened to be a square.]

So, today in class, the teacher praised me, saying that I was the only one in the class who had solved this problem.

[But I don’t think math is as difficult as they say. I find it quite interesting.]

……

Many people say that math becomes particularly difficult after sixth grade. I don't think it's difficult at all, it's just that the calculations become more complicated.

[For example, the Pythagorean theorem we learned yesterday: In a right triangle, the sum of the squares of the two right-angled sides is equal to the hypotenuse raised to the power of S.]

[S is commonly known as the Pythagorean constant, approximately equal to 2.013. Ancient mathematicians calculated the exact value of S to 28 decimal places. The teacher said that in reality, we don't need so many digits, and in daily life, we usually use 2.013.]

When Shen Bei saw this, his mind was full of questions.

What?

What the fuck is this?

Why is it getting more confusing the more I look at it?

Although Shen Bei was not a top student, the popular education he received in his previous life told him that the Pythagorean theorem is: the sum of the squares of the two right-angled sides of a right triangle is equal to the square of the hypotenuse.

也就是a?0?5＋b?0?5=c?0?5。

This thing was proposed by Shang Gao during the Zhou Dynasty in ancient China as a special case of the Pythagorean theorem of "the hypotenuse is three times the leg is four times the side is five times the hypotenuse".

And now, what is recorded in Bermuda's diary?

What is the Pythagorean constant?

Is this mental illness?

Shen Bei immediately asked, "Are you sure this is a diary and not written by a psychopath? Even a basic mathematical concept is full of loopholes!"

Lingxi Zhiling replied: "There is nothing wrong."

Shen Bei: ???

Shen Bei asked again: "Are you sure that Guokr Planet is also called the Pythagorean Theorem?"

"No, for convenience, I translated the theoretical data and corresponding concepts that are relevant to Earth. There is nothing wrong with that."

"Are you sure?"

"It's like describing a pattern with four equal sides. Earth is called a square, and Nutshell Planet is called a quadrilateral. Although the names are different, they describe the same thing."

Shen Bei: ...

The corners of Shen Bei's mouth twitched.

If Lingxi Zhiling's translation is correct, then there really are all kinds of wonders in this world.

The Pythagorean theorem is also a universal theorem in the universe, right?

Good guy.

The Guokr planet created a Pythagorean constant.

It shouldn’t be!

Shen Bei continued reading.

Even though the S constant was rounded to three decimal places, raising 2.013 to a power or taking its square root was still incredibly difficult. After sixth grade, practically every math problem would take us hours, much of it due to the tedious exponentiation.

Sometimes I think, how great it would be if the Pythagorean constant was equal to 2. Then, every problem could be solved in just a few seconds. If only they could be simpler. If only the world could be simpler, it would be even better…

……

Shen Bei's eyelids twitched as he watched. What is the square root or power of 2.013?

My head hurts just thinking about it.

Bermula actually did such a thing when he was a child?

No wonder there are so few hairs.

Hair on the Guokr Planet is definitely a scarce commodity.

Keep reading.

I love paper cutting. Yesterday, I took a square piece of cardboard and thought about how to cut it.

I first carved out a small square, leaving me with four right triangles. My original idea was to put them together to form a spaceship.

However, when I looked at the pile of paper on the table, I was suddenly stunned. The area of ​​the original large square was the sum of the areas of all the small pieces.

[And the area of ​​a square is the square of its side length...something seems wrong here.]

【我试着写出等式，然后化解，最后我得到一个惊人的式子：a?0?5＋b?0?5=c?0?5！】

[There's no such thing as a Pythagorean constant, or 2.013. It's just the number "2"!]

I was deeply attracted by the simplicity of this formula. I had a strong intuition that perhaps... this was the true nature of the Pythagorean theorem!

Shen Bei was immediately numb when he saw this.

no……

Bermula got it right here?

There's something wrong with how things are going.

Just look at the Pythagorean theorem.

Shen Bei finally accepted that the Pythagorean theorem on Guokr Planet contained the S constant.

现在百慕拉通过纸片推导出a?0?5＋b?0?5=c?0?5

What did you do early?

Isn't this always the correct formula?

But what is strange is that Guokr Planet is still calculating how many digits after the decimal point of S there are.

Don’t other people realize this simple truth?

You know, even with Shen Bei's less than half-full knowledge, he knows that there are more than 500 ways to prove the Pythagorean theorem!

Such as Zhao Shuang's string diagram, Garfield's proof, Garfield's proof variation, Qingzhu's entry and exit diagram, Euclid's proof, etc.

There are so many ways to do it.

How come it was Bermula's turn to discover it?

Are the others fools?

It shouldn't be.

The level of civilization on Guokr Planet is several times higher than that on Earth, so it is not so far away that it does not know what the true "Pythagorean Theorem" is.

This horse is incredible!

Shen Bei became more and more interested and continued reading.

【我的期望被破灭了，今天我去找了数学老师，向他说明了我昨天的推导，也就是a?0?5＋b?0?5=c?0?5。】

I looked at him expectantly, hoping to see a look of surprise on his face. But... there was none.

The teacher just smiled, shook his head slightly and said: "That's not right..."