Although Chen Luo did not use much effort to solve Baird, he used tricks to solve his true strength. In terms of his true strength, he and Baird were several orders of magnitude different.

In this case, it’s okay to meet a high-level magician. If they meet a great magician, they can burn Chen Luo to death by just using a fire wall to surround him. What’s more, the great magician is very powerful and generally has a minor in his magic. It is not uncommon for a fire-type magician to release an ice cone or a wind blade.

Taking tricks can certainly allow Chen Luo to challenge him more than he can, but in the final analysis, the path of magic still depends on real strength.

He spared no effort in learning magic.

Under his almost crazy practice, last night, he was finally able to release seven fireballs at the same time.

If at this incredible speed, Chen Luo might have been able to advance to the junior magician earlier than Isabella.

Two days ago, Isabella brought him a lot of gifts from her family and also thanked her family.

In order to thank Chen Luo, Alice's family also asked Alice to give her a generous gift.

In addition, the city lord, whom Chen Luo had never met before, and Alice's family, also planned to prepare a thank-you banquet for Chen Luo, but was rejected by Chen Luo.

Chen Luo doesn’t need gifts and dinners, what he needs is gold coins, a large amount of gold coins.

He had spent all the bounties from the Mathematics Association, and the dozen variant magic he bought were only enough for him to advance to the junior magician.

Baird's identity nameplate can exchange him for 1,500 gold coins from the Magic Association. These gold coins sound a lot, but should not be enough to support him in advance from a junior magician to an intermediate magician.

The proposal of the combination magic will soon allow him to obtain a large amount of money from the Magic Association. Adding the 1,500 gold coins is enough to allow Chen Luo not to worry about the gold coins before he advances to the intermediate magician.

But after advancing to the intermediate magician...

Chen Luo's mental power grew at a rate of ten times a hundred times that of an ordinary magician, but this was almost made with gold coins. If he wanted to go this path for a long time, he needed a steady stream of gold coins.

Chen Luo felt that he should be the first person to take this path since the establishment of the Magic Association.

After all, in the Continent of Divine Greed, no one has been able to learn so much magic in such a short time since ancient times.

No one is as willing to burn so much money on the useless variant magic like him.

After he solved all the problems, the Mathematics Association's gold coins should be difficult to make. Chen Luo originally hoped for various awards, but since he learned from Calvin that the Edwin Award did not even have a gold coin bonus, he had no hope for this matter.

In terms of bonus setting, the Mathematics Association obviously did not do well enough.

Compared with magicians, scholars are all poor, and some people can’t even eat enough to eat, so how can they do academic research? The generous bonuses are not only an incentive for them, but also provide them with life guarantees.

When he has the right to speak in the mathematics community, he must let them get rid of their bad habit of being stingy.

Speaking of which, it seems that the selection of the Edwin Award has only been in the past few days. According to Calvin, there should be no problem with him and Mr. Britney in this Edwin Award.

But the grand prize without a bonus is not as attractive to Chen Luo as Isabella.

...

The Kingdom of Lora, the capital.

The kings are the political, cultural, economic centers of the Kingdom of Lorraine.

Not only are the five famous schools in the Kingdom located here, but countless scholars gather here, the headquarters of the Kingdom Magic Association, Mathematics Association, Scientific Association, Medical Association, Astrology Association and other associations are also located here.

These associations are independent of each other. Although they must abide by the laws of the kingdom, the association is not under the jurisdiction of the kingdom. Even His Majesty the King is not qualified to interfere in the internal affairs of the association.

The headquarters of the Mathematical Association of the Kingdom of Loram is located on the most prosperous streets of the royal capital.

The Mathematics Association is more transcendent among many associations, because whether it is alchemy, astrology or scientific research, it is inseparable from mathematics, which also makes the scholars of other associations very polite to mathematical scholars.

In recent days, the Mathematics Association has experienced the biggest crisis in many years. It was not until yesterday that the situation gradually subsided after the three major scholars jointly came forward to eliminate the panic of scholars.

A few days ago, the headquarters of the Mathematics Association welcomed Calvin, vice president of the Yapo City Branch, and also welcomed the Devil's Number.

Calvin brought a number, saying that it cannot be represented by integer ratios, and gave a strict proof process, proving that this number cannot be represented by integer ratios.

This terrifying discovery violated people's common sense and hurt the feelings of all mathematical scholars, causing great panic in the Mathematics Association.

Later, the three great scholars summoned Calvin at the same time, and discussed with the association's elders for a day and a night, and announced a news to all scholars.

There is a new number in the world that cannot be represented by the ratio of integers to integers. From then on, mathematicians should correct their own understanding of logarithms and abandon the wrong concepts and propositions of the numerical schools.

Although this incident caused a serious blow to the genre, under the comfort of the three great scholars, the other mathematical scholars gradually accepted the facts and accepted the emergence of this new number.

Because this type of number was discovered by an honorary scholar named Blair, he proved in detail in his article that such numbers cannot be expressed by integer ratios, and for the first time he used "irrational numbers" to describe this type of new number.

After discussion, the experts admitted his definition of such numbers and decided to name such numbers as "irrational numbers".

At the same time, in order to commemorate the scholar's contribution to this, "irrational number" is also called "Blair number".

The Mathematical Association of the Kingdom of Lora will notify the entire mathematical community of Shenren Continent of this discovery.

The discoverer of theorem or problem has the right to name his discovery, which is a consensus among local mathematical associations.

In other words, from then on, whether in the Kingdom of Lorraine, other kingdoms, the four empires, or even the Continent of God’s Glory, this type of number is called “irrational numbers” or “Blair numbers”.

Of course, there are also many scholars who have almost been defeated in their faith and secretly call this number "the number of devils".

When talking about irrational numbers, Blair numbers, and devil numbers, scholars all know which type of numbers they are, and these names have gradually become a consensus among people.

Some people also use mathematical methods to make a simple deduction to this.

The irrational number is equal to the number of Blair equal to the devil, which can be deduced very simply - Blair equals to the devil.

In fact, in the eyes of many people who have destroyed their faith, he is the devil.

At this moment, in a very spacious conference room at the Mathematics Association headquarters, dozens of well-known scholars from the mathematics community are being selected for this year's Edwin Awards.

In previous years, branches in various places would recommend at least two candidates. After repeated screening by the jury, only five people were left for the final selection.

The Edwin Award is not only an honor for candidate scholars, but also a concern for the resources of the Mathematics Association headquarters to the scholar's branch in the next year.

Therefore, in the annual Ewinder Award selection, various associations will try their best to compete for it, so it is not uncommon to turn against each other.

However, the atmosphere in this year's selection was particularly harmonious.

The solver of the mystery of Raus.

The solver of the Nine Bridge problem.

The discoverer of irrational numbers.

Even if one of these achievements is taken out alone, they can compete for the Edwin Award, let alone the three superpositions. How can other candidates compete with them?

The meaning of an irrational number is far beyond the Edwin Award. This year's Edwin Award is not awarded to him, and even their competitors find it inappropriate.

Even though there were two nominations for the Yapo City Branch, which broke the rules of the Edwin Awards over the years, no one raised any objections to this.

This year's Edwin Awards ended in a harmonious atmosphere.
Chapter completed!