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"What? That backgammon is Qin Yongming's? Doesn't that mean that his chess skills are actually very high? How can this be? How can this be? ”

What Qin Yong didn't know was that the hanbok that was waiting on the side to compete with him at this time was already "shocked" to the point that his eyes were straight and he couldn't speak.

It turned out that his third appearance was about to compete with Qin Yong, which had something to do with backgammon.

Because, now's backgammon has become a fashion for many students in Yangzhou City to relax in private! As for Hanbok, when his reputation was damaged a few days ago and he didn't dare to go out at all, he relied on such a kind of backgammon to play time.

And today, his "chess skills" have long been incomparable, and even within the entire Hanshan Academy, there are few opponents! Therefore, this time he competed with Qin Yong's "chess skills", since it was decided that he would "play", it goes without saying that he certainly hoped to use the east wind of "backgammon"!

Of course, although "backgammon" is currently popular in the entire Yangzhou City, in fact, it is still a little difficult to get into the lobby. Therefore, this time the "chess skills" competition will actually be based on Go, but he hopes that no matter whether he wins or loses after the competition, he can have another "five-in-a-row" competition with Qin Yong!

Because, if this had been won a long time ago, then with this "five-in-a-row" competition, he would have been able to humiliate Qin Yong even more, because this shows that no matter whether it is a traditional game of Go. is still an emerging "backgammon", he is far better than Qin Yong! And once he loses in the front, he also hopes to save a little face with this additional "backgammon". After all, although he lost the traditional game of Go. But in this newly emerging "backgammon", he can still win Qin Yong once, although this has nothing to do with winning or losing, but it is much better than losing all!

Of course, his qiē plan is basically based on the fact that he must be able to win this "backgammon" competition! But now he had heard about it. Qin Yong turned out to be the master of this "backgammon"? So where does a "beginner" like him have the slightest chance to beat him? Therefore, the original feeling of confidence in his heart was all gone.

"He can understand this kind of 'backgammon' on the basis of Go, isn't that an explanation. His attainments in Go are actually very high? Otherwise, how could he create a chess game? ”

After Hanbok learned that Qin Yong was the master of "backgammon", he couldn't help but think so in his heart. In this way, he didn't have any confidence in his heart, and even the idea of preparing for a "battle" with Qin Yong was almost gone. Because if things were as he imagined, he wouldn't have been able to win this competition. Even after the Go competition was over, he didn't have a chance to use "backgammon" to save face, so he naturally felt panicked in his heart.

It turned out that although his attainments in "backgammon" were extremely high, and no one could even match them in the entire Hanshan Academy, but in Go, he was only at the upper middle level, which was far from the top.

At that time, the reason why Zhu Ze and Cheng Mubai agreed to let him play in this last game was because of their three-way deal. On the other hand, it is because they are very confident that they will never lose in the first two games, so even if the last hanbok loses to Qin Yong, it will be harmless.

But I didn't expect it. The current situation is that Zhu Ze lost to Qin Yong in an extremely incredible way in the first game, so this last competition of Hanbok is just as important! Therefore, Qin Yong's heart also began to get nervous.

"Hey, if it were, if Ben Caizi lost to Qin Yong again here today, wouldn't that make Ben Caizi's reputation even worse? How can this be? How can this be? ”

Since Hanbok planned to participate in this competition, I didn't think that it would be completely lost, the big deal is that after losing Go, I just regained face in "backgammon", which is basically nothing to lose! But now that he was sure that he was going to lose it all, his heart suddenly retreated.

Because, that means that he not only can't "take revenge" today, step on Qin Yong's head to restore his reputation, and even may even make his reputation suffer again, so he suddenly retreated a little. Because, if this really becomes a reality, then he really won't have any chance to turn over in the future.

"Well, it's time! Let's stop writing on both sides! ”

Finally, just when Hanbok was full of anxiety and didn't know what to do, Zuo Mingqiu on the stage finally came out and announced.

However, his face was not very good at this time. Because, like the other onlookers present, he thought that Qin Yong had already given up this second game, otherwise, how could he play any "backgammon" with Liu Luoyao at this time? And Zuo Mingqiu, like his teacher Han Zude, is also a person who values Qin Yong very much, and now seeing Qin Yong's attitude, he naturally feels disappointed.

"Hehe, this kid, eighty percent has some special calculation method, otherwise, it would be impossible for him to be so calm!"

Diametrically opposed to Zuo Mingqiu, Han Zude at this time was not worried about Qin Yong at all. Because, he knows very well that Qin Yong, this kid, can't be inferred from common sense at all.

And a seemingly extremely difficult and complicated topic like the one in front of him, in fact, fell into his hands, and it was really possible to get the final result in a blink of an eye! Because, this kind of thing, he Han Zude has already seen it. On the same day, in order to embarrass Qin Yong, didn't he also specially give Liu Mo a topic of "from one to one thousand"?

According to Liu Mo's relay, he had already calculated the result in the blink of an eye. And this result, after some calculations by Han Zude, has been proved, that is, it is accurate, so Han Zude guessed that Qin Yong should have an extremely simple calculation method, otherwise, it would be impossible to do this at all!

And in front of Qin Yong's attitude in this "arithmetic" competition, he was even more sure that this kid must have something to rely on, but this reliance is not yet known.

"Official, how can you be good?"

Offstage, Liu Luoyao heard that Zuo Mingqiu was asking to hand in all the answers, so she suddenly became anxious! Because, she knows very well that her official is there, but where is there any answer to give? Except for a few random strokes on the paper just now, he was simply playing chess with himself here!

"Hehe, what's wrong? Isn't the answer here long ago? Well, you hand this in. ”

Qin Yong saw Liu Luoyao's panicked appearance, and he also knew what Liu Luoyao was worried about, so he pointed to a blank piece of paper that was put aside at this time and said.

"Huh? This one? But is this the answer? ”

Liu Luoyao followed Qin Yong's meaning and took out the blank paper, but she almost fainted!

Isn't this piece of blank paper the one that Qin Yong had casually scribbled just now? Moreover, when playing chess to the end just now, because the blank paper was not enough, they also found this one, drew a chessboard on it, and then the couple played a game of "backgammon" on it. But, however, how can this be the answer? You must know that on this piece of white paper, in addition to the chessboard, there is only a bunch of chaotic Arabic numerals and a few symbols that Liu Luoyao can't understand at all, but this bunch of chaotic Arabic numerals and symbols, that doesn't add up much, so in Liu Luoyao's opinion, this will not be the answer at all.

"Oh, yes! Don't worry, just hand it in, your official is a genius, such a small number, how much does it cost? Do the math, that's it! Didn't I also write the results directly on the question just now? ”

Qin Yong saw that Liu Luoyao was still worried, so he said comfortingly.

"Ugh"

Hearing his words, Liu Luoyao was speechless.

Hey, just now he did it without the help of any calculation process, and then made the first problem, but how can this problem be compared with the second problem?

Because, although the solution to this first question is quite difficult, in fact, its operation numbers are very small, and Qin Yong also explained just now that he was able to write the answer to this question without using any calculation process, and it was all because he used an extremely clever method!

However, such a trick is basically impossible to achieve in the second question!

Because, the solution method of this second problem is relatively easy, but the complex is a large number of repeated calculation processes and great results, so it seems that it is impossible to cheat!