To solve Baird, although Chen Luo didn't use much strength, it was through a tricky method, and in terms of real strength, he was several orders of magnitude different from Baird.

In this case, it's okay to meet a high-level magician, if you meet a great magician, they can roast him to death as long as they use a wall of fire to surround Chen Luo, not to mention, the great magician's spiritual power is very strong, and he will generally minor in his magic, a fire-based great magician, it is not uncommon to release an ice pick or a wind blade.

It is true that tricks can make Chen Luo leapfrog the challenge, but in the final analysis, the way to magic still depends on real strength.

When it comes to learning magic, he spares no effort.

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

If it were at this unbelievable speed, Chen Luo might really be able to advance to the rank of junior magician earlier than Isabella.

Two days ago, Isabella brought him a lot of gifts from home, as well as thanks from her family.

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

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

Gifts and dinners or something, Chen Luo didn't need it, what he needed was gold coins, a lot of gold coins.

He had already spent all the bounties from the Mathematical Society, and the dozen or so variant magics he bought were only enough for him to advance to junior magician.

Baird's identity plate, which allows him to exchange fifteen hundred gold coins from the Magic Association, sounds like a lot, but it shouldn't be enough to support his promotion from a beginner mage to an intermediate mage.

The proposal of combining magic, not long after, can also allow him to get a large amount of money from the Magic Association, plus the fifteen hundred gold coins, which is enough for Chen Luo not to worry about the gold coins before he is promoted to an intermediate magician.

But after being promoted to Intermediate Magician......

Chen Luo's spiritual power growth rate is ten times and a hundred times that of ordinary magicians, but this is almost what he smashed with gold coins, if you want to walk this path for a long time, you need 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 Divine Grace Continent, from ancient times to the present, no one has been able to learn so much magic in such a short period of time.

No one would be as willing to burn so much money on chicken rib variant magic as he was.

After he solved all the problems, the gold coins of the Mathematical Association should not be profitable, 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.

When it comes to setting up bonuses, the Mathematics Association is clearly not doing a good enough job.

Compared with magicians, scholars are poor one by one, some people can't even eat, how to engage in academic research, and generous bonuses are not only an incentive for them, but also provide them with a guarantee of life.

When he has a say in the mathematical community in the future, he must let them get rid of the bad habit of being stingy.

Speaking of which, the selection of the Edwin Award seems to be in the last few days, according to Calvin, this year's Edwin Award, he and Teacher Britney should have no problems.

But there is no jackpot of prize money, and for Chen Luo, it is not as attractive as Isabella.

......

The Kingdom of Loland, the royal capital.

Wang Du was the political, cultural, and economic center of the Loland Kingdom, as well as the center of scholarship.

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

These associations are independent of each other, and although they are subject to the laws of the kingdom, they are not subject to the jurisdiction of the kingdom within the associations, and even His Majesty the King is not qualified to meddle in the internal affairs of the associations.

The headquarters of the Mathematical Association of the Kingdom of Luolan is located on the busiest street in the royal capital.

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

In recent days, the Mathematical Association has experienced one of the biggest crises in years, and it was only yesterday that the situation calmed down after three university scholars joined forces to dispel the panic among the scholars.

A few days ago, the headquarters of the Mathematical Society welcomed Calvin, vice president of the Apo City chapter, and also welcomed the number of devils.

Calvin brought a number, said that it cannot be represented by the ratio of integers, and gave a rigorous proof process that proves that the number really cannot be represented by the ratio of integers.

This horrific discovery violated people's common sense, hurt the feelings of all mathematical scholars, and caused great panic in the Mathematical Association.

Later, Calvin was summoned by the three scholars at the same time, and after a day and a night of consultation with the elders of the association, a message was announced to all the scholars.

In the world, there is a new number that cannot be expressed by the ratio of integers and integers, and from now on, mathematicians should revise their cognition of numbers and abandon the erroneous concepts and propositions of the number school.

Although this incident dealt a serious blow to the number school, under the appeasement of the three scholars, the rest of the mathematical scholars gradually accepted the facts and accepted the emergence of this new kind of number.

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

After deliberation, the scholars agreed with him on his definition of such numbers and decided to name them after "irrational numbers".

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

The Mathematical Association of the Lorrain Kingdom will inform the entire mathematical community of the Divine Grace Continent of this discovery.

It is the consensus of mathematical associations around the world that the discoverer of a theorem or problem has the right to name his discovery.

That is to say, from now on, whether it is in the Luolan Kingdom, or in other kingdoms, the four empires, or even the Divine Grace Continent, this type of number is called "irrational number", or "Blair number".

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

When mentioning irrational numbers, Blair numbers, and devil's numbers, scholars know that this is the kind of number, and these titles have gradually become a consensus among people.

There are also people who use mathematical methods to make a simple deduction of this.

The irrational number is equal to the number of the Blair number is equal to the number of the devil, and it can be easily deduced that ------ Blair is equal to the devil.

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

At this moment, in an extremely spacious conference room at the headquarters of the Mathematical Association, dozens of well-known scholars in the field of mathematics are selecting for this year's Edwin Prize.

In previous years, the Edwin Award would recommend at least two candidates from all over the country, and after a heavy selection by the jury, only five people were left for the final selection.

The Edwin Prize is not only an honor for the candidate scholars, but also related to the resources of the Mathematical Association headquarters for the scholar's branch in the coming year.

Therefore, every year in the Ewende Award selection, various associations will try their best to compete, so it is not uncommon to turn their faces.

However, the atmosphere of this year's selection is extraordinarily harmonious.

Solver of the mystery of Raus.

The solver of the Nine Bridges problem.

The discoverer of irrational numbers.

These achievements, even if they are taken out alone, can compete for the Edwin Award, not to mention the superposition of three, so how can other candidates compete with them?

The mere significance of an irrational number far exceeds that of the Edwin Prize, which this year's Edwin Prize does not give him, and even their competitors do not find it appropriate.

Even if there are two nominees for the Apa City chapter, breaking the rules of the previous Edwin Awards, no one disputes this.

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

Britney and Blair, a mentor and apprentice, were unanimously selected for the Edwin Prize in a way that had never been done before in mathematics......

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