Douluo's full-time sharpshooter

Chapter 291 What is π equal to? (Please subscribe, please vote)
Thinking of this, Yao inevitably said with some expectation: "God of Wisdom, can you prove Gottbach's conjecture?"

Tang Yin heard Yao's question and gave his wife a thumbs up, and at the same time he became curious.After all, Gottbach's conjecture is one of the "unsolved mysteries" in mathematics even in their world.

You must know that among the mathematical conjectures related to prime numbers in history, the most famous one is of course the "Goldbach Conjecture". On June 1742, 6, the German mathematician Goldbach proposed two bold conjectures in a letter to the famous mathematician Euler:

6. Any even number not less than [-] is the sum of two odd prime numbers;
9. Any odd number not less than [-] is the sum of three odd prime numbers.

This is the famous "Goldbach's conjecture" in the history of mathematics.Obviously, the second conjecture is a corollary of the first conjecture.Therefore, it is sufficient to prove only one of the two conjectures.On June 6 of the same year, Euler made it clear in his reply to Goldbach that he firmly believed that both of Goldbach's conjectures were correct theorems, but Euler could not yet provide proof at that time.

Since Euler was the greatest mathematician in Europe at the time, his confidence in Goldbach's conjecture affected the entire European and even the world of mathematics.Since then, many mathematicians have been eager to try and even dedicated their lives to proving Goldbach's conjecture.However, until the end of the 19th century, there was no progress in proving Goldbach's conjecture.The difficulty of proving Goldbach's conjecture is far beyond people's imagination.Some mathematicians compare Goldbach's conjecture to the "jewel in the crown of mathematics."

After hearing Yao's question, the God of Wisdom also showed interest in his expression, but he quickly said: "Interesting little girl, since you know this conjecture, this is indeed a very interesting question, but Unfortunately, this guess is not difficult for me..." Then the God of Wisdom began a very professional explanation.Everyone in Shrek looked confused.

After all, the other party clearly uses the same language as you to explain, but they can't understand a word. This is the same even for Yao. After all, she only knows this conjecture, but she is not a mathematics major. Faced with various majors She had long been confused by the terminology.In the end, only Tang Yin, who had inherited the knowledge of mechanics, listened very enthusiastically.

Such a result could not help but make the God of Wisdom look at Tang Yin a few more times. Tang Yin happened to be the last person, and he finally locked his sights on Tang Yin.At the same time, everyone in Shrek was also paying attention. After all, in their opinion, Tang Yin had special knowledge from martial arts, and he could also create so many interesting things. With Tang Yin's brain circuit, they were really curious. What kind of questions would Tang Yin ask?

Seeing that there were people looking at him, Tang Yin also shrugged helplessly and asked the God of Wisdom: "My question is actually quite simple. God of Wisdom, please tell me, π How much is it?”︿(￣︶￣)︿

Yao: "."(⊙ω⊙`)
God of Wisdom: "."(⊙ω⊙`)
Other Shrek members: "Pie? What is it?" (⊙ω⊙`)
For a moment, the God of Wisdom really wanted to smash Tang Yin's brain with the book in his hand to see what was inside.He seriously suspected that this guy was here to cause trouble, and he had evidence.

I'm taking a spiritual test here, but you gave me a bug, right? Is this a question that a human can ask?To be precise, are the two-legged creatures in front of me really human?

Tang Yin didn't care about other people's traps. Now he only had the joy of realizing his dream.After all, in Tang Yin's previous life, his primary school teacher was the Taoist sect and told Tang Yin about the concept of infinity.As an innocent person who is either being cheated by his old man or being cheated by the mud monkey on the road all day long, he can understand the concept of infinity, but he simply thinks that the word infinite sounds very powerful.So that night, Tang Yin risked being beaten by his mother while reading Dragon Ball comics in bed.Suddenly an idea came to him, if he could meet Shenlong, then why didn't he ask what the Shenlong sect was worth?
After having this idea, Tang Yin's thoughts continued to flow like the waves of the Yangtze River, so that even if he was caught and beaten by his mother later, all he could think about was how to collect the Dragon Balls.

It's a pity that as Tang Yin grew older and studied, he finally had a certain concept of infinity.At the same time, he finally understood how unrealistic his current dream was.Well, what I’m saying here is that counting pi is unrealistic, not that collecting Dragon Balls is not idle.That's right, Tang Yin was in the second grade at that time.

And from then on, the dream was shattered in an instant, which made Tang Yin see those things in the anime every time, the Dragon Balls in the Dragon Balls, the magic lamp with the power of Aladdin, the Holy Grail in Fate, Or the Box of Bliss in Naruto, etc. are all extremely powerful in terms of settings. When he comes out, the color of the world changes, and the whole world doesn't know about his arrival. The same treasure is the resentment of Nong.

After all, your appearances are so gorgeous and your settings are so strong, so can you recite all the pi for me?

And is it difficult to memorize pi?It's not difficult at all. As long as you have a good computer, as long as you give it enough computing space, it can calculate for you forever.You guys who are so outrageous in terms of settings and have full appearance characteristics, wouldn't you say that you are not even as good as a computer?
This point also applies to the current situation. As a god with wisdom as his godhead, wouldn't he be inferior to my Jarvis and Alicia?After all, the God of Wisdom's divine test said clearly that as long as they can ask a question that the other party cannot complete within an hour, it will be fine, instead of asking the other party something that the other party does not know.

So Tang Yin wanted to try out what he had been willing to do when he was a child in his previous life. This was Tang Yin's plan to directly block the God's BUG!

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Today's Chapter 2.

Erha is begging everyone to subscribe every day, not to mention anything else, one update will be added if the recommended ticket exceeds [-], and the same update will be added if the subscription exceeds [-]!
Finally, ask for a wave of recommendation tickets and collections.

(End of this chapter)