Chapter Forty-Nine: Klinus White 2
readx;
Klinos ended up talking about Kurosawa, "The Freemasons of Tours must have a path to their ideal society, right?"
"Yes, their approach is not that radical. Pen @ fun @ pavilion wWw. ļ½ļ½ļ½Uļ½Eć "But it's not much better. Like Kurosawa's social formation, they pursued the ideal of equality for all. But other than that, they are not supported by exact sociological theories. What can be done now is enlightenment, so that people can spontaneously promote the process of society. ā
"Where does this confidence come from?" asked Klinos.
This is their credo, like their faith in a free economy. "In an unregulated market, demand and output are always in a fairly balanced situation," Ognel said. The market is a relatively simple social model, ideally ......," he said, "The Tours hope that the game of interests between the ruler and the governed, like the game between the merchant and the consumer, will keep the situation in a stable range from a macro perspective." But there's also a huge paradox here, you know what's that?"
"There is little way for the ruled to play with the rulers, and no matter how power is organized, there are always a few people who control the state. The problem of the rulers at that time was no longer internal and external troubles, but how to use sophistry to deceive their people. Klinus blurted out, "Aside from the problem, the doctrine of free economy itself has huge holes. It is too pediatric to hope for a balance in the dark to maintain social fairness and justice. Even if the game between the ruler and the people can be unfolded, it is not known how long it will take and how much it will cost to achieve the ideal social form. ā
"Like I said, there's not enough sociological support behind their claims. Ognel said, "And the enlightenment preached by those who claim to be wise is not the key to the truth." Rather, it dried the firewood that was about to be thrown into the fire, and now all the people who held on to individual rights and democratic freedoms were piled up like a mountain of dry firewood, just waiting to be ignited by a madman. ā
"What is the Freemasonry of Rant?" asked Clinos.
"The same old way. Ognair said: "The political struggle is constantly taking place in the imperial capital, and it is not unfounded for people to call it a den of thieves. All walks of life were monopolized by the aristocracy, and the economy was extremely fragile in such an environment. Most of the aristocracy had their own way of doing it, and they were adept at tax evasion, and governments that did not have enough tax revenue had to continue to mint money to protect their expenses. The work of the Freemasons here is to keep the state apparatus running as much as possible. ā
"Why?"
"Maybe one day, we will know how to achieve our ideal world. Ognel said, "Maybe that day, it's today." The truth may be behind this door, waiting to be discovered. After that, we can get past those mistakes and move forward in the direction that the truth directs. ā
"Hopefully that day will come. Clinos sighed.
Although the war of the empire was not lacking in the pursuit of profit, in the eyes of the Freemasons was already a competition of different ideologies. This seemingly ridiculous war took place under various coincidences.
As a utopian who provides ideas for the future of the country, he declares his existence to everyone through the power of troubled times. It has taken a big step forward from the illusory world to the reality. At present, they do not care about the open and secret struggle between countries, but are glad that their theories are brewing and germinating, and pushing human society to an ideal future.
Ognel Nicholas in front of him is also such a person, and he is not false when he says that he is seeking the truth. Among the many Bachelor Mages, he was one of the few who watched calmly, and he was also the one on the verge of despair, longing for the truth to be discovered as soon as possible.
"Finally, I have one more question about Freemasonry. Clinos said, "Why is it that the Freemasons are so convinced of the Staff of Truth that they will do anything to claim it for themselves?"
"I don't know. Ognair said perfunctorily: "Perhaps, because I don't want it to fall into the wrong hands." ā
"Since you don't know, forget it. Clinos stood up, moved his muscles, and walked confidently to the stone table, "It's time to get down to business." ā
"After all this nonsense, do you finally have a clue?" Although Ognel still did not speak in a good voice, he could hear that the conversation between the two was no longer the simple cynicism it used to be.
Clinos has discovered that this ancient cube product problem cannot be solved using traditional calculation and graphing methods, but it does not mean that a straight line with a square ruler cannot be made with the cube root unit length of 2.
Klinus took out the stone that had been marked along the way, and carved a clear cross coordinate system on the stone table with a ruler.
This strange move attracted the attention of everyone except August, who speculated about what Klinos was going to do.
After doing this cross, Klinus marked the unit length of 1 on the right line and the unit length of 2 on the downward line. In the upper left quadrant, overlap the ruler arms of the two rulers. The arm of the ruler at the top is to the left, and the arm at the bottom is down. After careful adjustment, the right-angle fixed point of the ruler passes through the upper line and the left line respectively, and passes the marked unit length marker.
In this way, the entire cross coordinate system is transformed into three similar triangles by two square rulers. They all have a right angle of cross coordinates, a corner obtained by dividing the right angle of the same line.
The moment the pattern was completed, the onlookers immediately understood the meaning of this idea.
If the common side of the top two triangles on the cross coordinate is recorded as x, the bottom edge of the cross coordinate of the left triangle is recorded as y. The triangle on the right has a known 1 unit length of the edge.
According to the axiom that similar triangles correspond to equal angles, 1::y,.
Continuing with the axiom of similar triangles, the triangle in the lower left quadrant has a common edge y and a known 2 unit length of one side. Get 1::2,.
Bring the solution of the first formula into the second solution,
Now in the cross coordinate system, the straight line x is the solution of the cube root of 2, the cube product of the legendary impossible to find the exact value.
Ognaire couldn't believe this solution, and after careful consideration, he concluded that it was the most logical solution that people could make with the tools available.
Ebenard was dumbfounded, unable to relate this idea of drawing to the problem of cubic multiplication. What an out-of-the-box answer, "How did you come up with this?"
"Well...... "I found inspiration in the words of this Mr. Jason." Although the Tongmasons are all pursuing a better and ideal future, the fact that there is such a big disagreement makes me think about this issue from other directions. Everyone is struggling with how to accurately plot an infinitesimal number without precision instruments, so it is better to find a way to use mathematical axioms to prove itself by the cube root of 2. ā