Chapter 21: Battle! Millennium Problem(1/2)
If you lose this battle, Wen Daozi will lose five games in the eighth battle, and there will be no need to go on the ninth battle, and you will lose completely.
Once he is resigned from the School City Committee, the reformists will never have a day to turn around.
Wen Daozi hurried back to the hall. Hua Canglang held the teacup in his hand and sat quietly in the middle of the hall, with a proud look on his face.
It's really a professional profession.
If it is changed to the Sutra-Oriental Science, Alchemy Science, etc., there are some masters in Wen Daozi.
But in the math science, no one present was Hua Canglang's opponent.
But time passes, if you don’t send someone, you will lose directly and you will not even have the possibility of struggle.
Suddenly, someone stood up on Wen Daozi's side, Jeff, the alchemist.
He was also from a foreign race, Wen Daozi's direct line and a genius in alchemy. He had participated in the Nine Wars Agreement before and defeated the alchemy master sent by Mi Daoyuan in alchemy.
Although he did not focus on studying arithmetic, he often used arithmetic, and he was proficient in it.
However, he and Hua Canglang are still far from being able to achieve purely arithmetic.
But now there is nothing he can do, he can only fight in a hurry.
"Master, I can only do my best, but I really can't do anything." Menjeff said sincerely to Wen Daozi.
Wen Daozi sighed and said, "Do your best."
Menjeff will take steps to join the war.
Everyone sighed in their hearts, this battle was lost.
Because arithmetic is serious, there is no tolerance for any speculation or luck.
However……
At this time, Wuque rushed out.
"I'll join the war, and I will join the war on behalf of Mr. Wen Daozi!"
But his appearance had changed. He wore a hat and had a beard on his face. Most of the middle-aged man had even shaved off Mr. Jing Yu's face temporarily.
Everyone was shocked at first, who was this person?!
What are you going to make trouble?
Then, several people present recognized him. This was Shen Wuque, who was not even as good as a playboy.
Nonsense!
Nonsense!
funny!
After all, Mr. Menjeff is an alchemist. Although he is not a specialist in arithmetic, he has been immersed in many years and has achieved some achievements. Although he is 99% of the time he wants to lose when he fights in Huacanglang.
But if you were the one who was Shen Wuque, you would probably lose 120%.
It’s nothing to lose, the key is to embarrassment. It makes the conservatives feel that the reformists are dead and actually send such wasteful people to join the war?
What was your grade in the arithmetic subject a few years ago? It was an outrageous low score.
And who is Hua Canglang you are facing? He is exactly the same as Master Jing Yu?! A master of arithmetic.
Suddenly, Wen Daozi quickly said, "Don't mess around, get back."
Hua Canglang looked at Wuque and asked, "Who is your lord?"
Wuque said: "People from other races have no name and no surname, because they admire Master Wen Daozi and come to surrender."
Hua Canglang said: "Who is your math technician?"
Wuque said: "Self-taught!"
"Hahahaha..." Hua Canglang suddenly burst out laughing: "It's ridiculous, Your Excellency Wen Daozi, are you reformists already short of people? Anyone has taken it?"
Wuque said firmly: "I want to give it a try!"
Then, regardless of everyone's astonished gaze and Wen Daozi's dissuasion, he walked out and came to Hua Canglang and said, "Please!"
Wen Daozi trembled and said, "You, do you know what you are doing? Do you know what this battle means?"
Wuque said: "Of course I know, I just want to ask Mr. Menjeff, can you win?"
Menjeff shook his head and said, "I can't win, I can't win 100%.
Wuque said: "That's better let me try."
Then, Wuque said to Hua Canglang: "Please!"
Hua Canglang looked at Wen Daozi, whether to let this unknown person participate in the war?
Wen Daozi thought it was extremely absurd, but Mr. Fu Baoshi suddenly said, "Let him try it."
Wen Daozi trembled and said, "Stop it, if God wants to destroy my reformist faction in this way, then let him go."
Wuque said again: "Please!"
Hua Canglang said: "According to the rules, if I ask a question, you will answer it. If you can't answer it, you will lose directly. If you answer it correctly, it will be your turn to ask the question. If I can't answer it, I will lose. If I answer it correctly, just repeat it until one party loses."
Wuque said: "It's fair."
Hua Canglang said: "And no matter who asks the question, both sides must have the correct answers. The question posed by the question must have a way to solve the question."
Wuque said: "Of course!"
Hua Canglang said: "If you follow the rules, I will be too victorious, so how about the outcome of a game? I will ask a question. If you answer correctly, you will win. If you answer wrong, you will lose!"
One game determines the outcome?!
That would be even more exciting!
What is certain is that Hua Canglang must have been fully prepared and had a shocking question. You should know that his original opponent was Mr. Jing Yu, a master of arithmetic, and this question was tailor-made for him.
Wuque said: "Okay."
Hua Canglang said: "So, please listen to the question!"
Then he took out a wooden compass and asked, "What is this?"
Wuque said: "Compass."
Everyone present looked pale in an instant.
Because, they knew what questions Hua Canglang was going to ask.
This question has been difficult for the whole world for more than three hundred years, and no one can solve it. Master Jingyu locked himself in the room all day long and worked tirelessly to solve this question. He has been working hard for more than fifty years, but he still has not solved it.
Hua Canglang drew a circle on the ground with a compass, then took out a ruler without any scale and said, "Please use this ruler without scale and this compass to draw a regular heptare!"
This is the century-old problem in the mathematics community.
Regular heptagon!!!
In order to be able to calculate the 17-digit number after the decimal point of Pi? In a sense, this is just a by-product. He himself is to solve this mathematical problem that has been passed down for three hundred years, the seventeen-sided corner.
It took decades for the Seventeenth-sided 100% problem in this century, but instead actuated the world's number one Pi.
Therefore, the world-famous Pi is just an answer to the product of the regular seventeenth angular shape.
It can be seen how difficult this question is.
Wen Daozi said slowly: "Hua Canglang, those who set questions must have a solution to the problem before they can set questions."
Hua Canglang said slowly: "I have solved this question!"
As soon as these words were spoken, the audience was shocked!
Has this hundreds of years of problem solved in the arithmetic world?
No wonder Hua Canglang came out with great enthusiasm and represented Mi Daoyuan in battle, because he felt that he could finally defeat his junior brother Jing Yu.
Everyone says that Hua Canglang and Jing Yu are the peerless two heroes in the arithmetic world, but many years after Jing Yu calculated the pi of the seventeenth decimal point, Hua Canglang rarely appeared in front of the world, began to meditate in seclusion, and used all his wisdom and hard work to solve the century-old problem of correcting the seventeenth lateral.
Once he unlocks it, he can defeat his junior brother Jing Yu again!
Now he unlocked, so he came.
Seeing the expressions of everyone present, Hua Canglang felt extremely happy.
Finally, this day has arrived.
This is a ultimate killing strategy in the arithmetic world. Once used, people will kill people, and Buddha will kill Buddha.
Jing Yu has not solved it for decades, let alone others.
All the scholars present, let alone not specializing in arithmetic, can never be able to solve it even if they do not study arithmetic.
It won’t last for decades, let alone less than half an hour?
And at this moment, Yu Wuque was also amazed in his heart.
Hua Canglang is so awesome. This problem has tortured thousands of mathematicians on the earth for two thousand years.
In the end, it was Gauss, a genius mathematician who had never been seen in a thousand years, to solve this problem in 1801.
To be continued...