Global Famine: My items can be automatically upgraded

After 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 he didn't expect was that Lingxi Zhiling changed his perspective and substituted Bermula's "diary" from a first-person perspective.

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

Besides, what kind of shit is Bermula? What kind of substitution can he have?

"Entering the perspective from the first person can deeply analyze why the world-destroying starship and the Shadow Immortal exploded and shattered."

Lingxi Zhiling further explained.

Shen Bei was stunned when he heard it.

Wait -

Before the battle with Bermula 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 humans are self-righteous.

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

Rather than Bermula's alarmist words.

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

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

"Translate!"

Swish...

The visual helmet of Shen Bei's armor began to refresh the specified content of the diary.

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

From Bermula's childhood to adulthood.

But, the more I read, the more frightened I was!

[Yesterday I (Bermula) learned the area law. The area formula of a square is length times width. I completed all the formulas given by the teacher yesterday. ”]

When Shen Bei saw this, he thought for a moment. According to the teaching standards of humans in the old times, this should be a third-grade math problem.

Bermula should be less than ten years old?

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

Without hesitation, Shen Bei continued to read on.

[But in the homework, there is a question about calculating the area of ​​an irregular shape. I cut it into several small pieces and put them together, and it happened to be a square.]

[So, in class today, the teacher praised me specially. He said that I was the only one in the class who solved this problem.]

[But I think that math is not as difficult as they say. I think it is quite interesting.]

…

[Many people say that math becomes particularly difficult after entering the sixth grade. In fact, I don’t think it is difficult. It’s just that the calculation becomes cumbersome.]

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

【And S is commonly known as the Pythagorean constant, which is approximately equal to 2.013. Ancient mathematicians have already calculated the exact value of S to 28 decimal places. The teacher said that in fact, we don’t need so many digits, and we can just take 2.013 in daily life. 】

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

What?

What the hell is this?

Why is it more and more confusing the more I read it.

Although Shen Bei is not a top student, the popular education 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.

That is, a²＋b²=c².

This thing was proposed in the Shanggao of the ancient Zhou Dynasty in China as a special case of the Pythagorean theorem of "hypotenuse three equals hypotenuse four equals chord five".

And now, what is Bermuda's diary recording?

What is S Pythagorean constant?

Is this a psychopath?

Shen Bei immediately asked: "Are you sure this is a diary, not written by a psychopath? There are loopholes in a basic mathematical concept!"

Lingxi Zhiling replied: "There is no mistake."

Shen Bei: ? ? ?

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

"No, for convenience, I translated the theoretical data and corresponding concepts that fit the earth, and there is no mistake."

"Are you sure?"

"Just like describing a "pattern with four equal sides" on the earth is called a square, and Guoke Planet is called an equal quadrilateral. Although the names are different, they describe the same thing. "

Shen Bei: ...

Shen Bei's mouth twitched.

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

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

Good guy.

The Fruit Shell Planet has created a Pythagorean constant.

It shouldn't be!

Shen Bei continued to read.

[Although the S constant is taken to three decimal places, it is still very difficult to calculate a power of 2.013 or take the square root of 2.013. After entering the sixth grade, basically every math problem will take us several hours, most of which is because of the tedious power calculation. 】

【Sometimes I think, how great it would be if the Pythagorean constant was equal to 2, then it would only take a few seconds to figure out the answer to each question. It would be great if they could be simpler. It would be even better if the world could be simpler...】

...

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

It gives me a headache just thinking about it.

Bermuda actually did this when he was a child?

No wonder he has so few hairs.

Hair on the Fruit Shell Planet is definitely a scarce commodity.

Keep reading.

【I really like paper cutting, yesterday I took a square piece of cardboard and thought about how to cut it. 】

[I first dug out a small square from it, so that what was left was exactly four right triangles. My original idea was to put them together to form a spaceship. ]

[However, I looked at the pile of paper on the table and 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 the side length... There seems to be something wrong here. ]

[I tried to write the equation and then solve it. Finally, I got an amazing formula: a²＋b²=c²! ]

[Where is the S Pythagorean constant? Where is 2.013? It's just a simple "2"! ]

[I was deeply attracted by the simplicity of this formula. I have a strong intuition that maybe... this is the true appearance of the Pythagorean theorem! ]

Shen Bei was immediately numb when he saw this.

No...

Bermuda got it right here?

Why is the development of things a little wrong.

Just from the perspective of this Pythagorean theorem.

Shen Bei finally accepted that there was an S constant in the Pythagorean theorem of Guokr Planet.

Now Bermula has deduced a²＋b²=c² through the paper.

What was he doing before!

Isn't this always the correct formula?

But what's strange is that Guokr Planet is still calculating how many digits after the decimal point S has.

Didn't other people find such a simple truth?

You know, with Shen Bei's knowledge that is less than half a bottle of knowledge, he knows that there are more than 500 ways to prove the Pythagorean theorem!

What Zhao Shuang's string diagram, Garfield's proof, Garfield's proof variant, Qingzhu's entry and exit diagram, Euclid's proof, etc.

There are so many methods.

Why is it Bermula's turn to find it?

Are the others all fools?

It shouldn't be.

The level of civilization on Guokr Planet is several times higher than that on Earth, so it's not that they don't know what the real "Pythagorean theorem" is.

This is simply incredible!

Shen Bei became more and more interested and continued to read.

[My expectations were dashed. Today I went to the math teacher and explained to him my derivation from yesterday, which is a²＋b²=c². ]

[I looked at him expectantly, hoping to see a look of surprise on his face. Unfortunately... there was no surprise. ]

[The teacher just smiled, shook his head slightly and said: No...]