The passionate years starting from the college entrance examination

Chapter 336, Living Legend (please vote for me)
September 1967, Yanyuan Auditorium.

At this time, Yanyuan is particularly lively, because a mathematics report is being held here today, and the theme of the report is the Riemann Hypothesis, a top mathematical problem that has troubled the global mathematics community for more than a hundred years.

More than 8,000 people came to attend the lecture, including more than 4,000 mainland masters, doctors, professors and other related personnel.

For such a grand mathematics gathering, it is normal for Chen Guohua, as the number one person in the mainland mathematics community, to be able to attract so many people.

In addition to more than 4,000 mainland mathematics researchers, there are more than 3,000 and nearly 4,000 foreign mathematicians and researchers.

Almost all of these foreign mathematicians have arrived in the capital in the past few months, or half a year ago.

It can be said that preparations for this report meeting started half a year in advance. Many people have even been looking forward to this report meeting for more than half a year.

Therefore, after knowing the specific time of the report meeting, many people took leave in advance, bought air tickets, and studied Chen Guohua's papers thoroughly.

Just when everyone was heading to the auditorium to listen to Chen Guohua's report, Chen Guohua looked helplessly at Long Qingzhong, Qiu Zongyue and others blocking the door.

Last time, the leader personally called to inquire about technical issues with the command and control system. Afterwards, the leader took the time to investigate and found out that it was indeed Long Qingzhong's problem.

So he personally came forward and asked Long Qingzhong to apologize to Chen Guohua.

As soon as he heard that he was going to apologize to Chen Guohua, Long Qingzhong was so angry that his face turned green.

He, an old man, actually wanted to apologize to a young man?
Even if he was really willing to apologize, would Chen Guohua dare to accept it?
However, Long Qingzhong recalled the scene when Chen Guohua scolded him last time, and naturally understood that the latter, a brat, would really accept it.

So Long Qingzhong was very confused.

After hesitating for several days, he finally plucked up the courage to come over to Zhenhua Research Institute and apologize to Chen Guohua in person.

Unfortunately, as soon as he arrived at Zhenhua Research Institute, he found Qiu Zongyue and Xiang Liqiang in Chen Guohua's office.

This embarrassed Long Qingzhong to the point where he could dig out three bedrooms and one living room.

Good guy, if Qiu Zongyue and the others really knew that he was here to apologize, then his old face would definitely be gone.

By then, I'm afraid all the old guys in the capital will know about his apology to a young man in his twenties.

But there is a saying that what you are afraid of will come to you.

Xiang Liqiang immediately guessed the purpose of Long Qingzhong coming to Zhenhua Research Institute, so he said it in a joking tone with a smile.

Yes, as soon as his loudspeaker opened his mouth, Qiu Zongyue and the others understood clearly, and they all immediately stayed to watch the show.

Long Qingzhong, whose face turned red with shame, wanted to dig a hole and bury himself.

But in this situation, I have lost all my face. If the task of apologizing has not been completed, I am afraid it will be even more embarrassing.

Therefore, he broke the pot and really apologized to Chen Guohua.

The latter saw that the other party really apologized, and his heart was filled with joy: The smelly old man is also here today? It was disrespectful to call you an old man that day. Now you know the consequences of karma, right?

But on the surface, Chen Guohua still made enough gestures, waiting for the other party to really finish his apology, and then generously expressed that he had forgiven the other party, and even blamed the other party. What kind of apology should he make? It's all for national defense.

This scene was quite beautiful, but Long Qingzhong didn't accept it. After all, Chen Guohua almost pressed his face to the ground and rubbed it.

But does it matter whether he accepts it or not?

Not important at all!
Qiu Zongyue and Xiang Liqiang enjoyed watching it very much and were very satisfied.

But after Long Qingzhong apologized, he refused to leave. Now Chen Guohua had something to say. After all, he still needed to go to Peking University next door to give a report.

As soon as he heard that it was a report meeting, Long Qingzhong planned to join in the fun, but Chen Guohua refused without hesitation.

There is not enough space to sit. Secondly, there is a mathematics report. Most people cannot understand it at all. Even those who are engaged in mathematics research may not be able to fully understand it.

After passing Long Qingzhong and the others, Chen Guohua left the office, got in the car, and headed to Peking University next door.

The crowded auditorium was filled with people both inside and outside, filling the entire indoor space to the brim.

It is rare for so many people to gather at Peking University at this time when the cold wind from Siberia is passing through.

Especially in the hardest-hit area of ​​Peking University, it is indeed a very rare happy event that Yanyuan can still have such a lively scene.

There are more than 8,000 people in Yanyuan of Peking University, and naturally the auditorium cannot seat so many people.

Therefore, most people sit in aisles, windows and other places, in a state where you squeeze me and I squeeze you.

As for letting Chen Guohua speak twice?

That's impossible.

At this time, Peking University does not have large classrooms or auditoriums that can accommodate more than 8,000 people, so the students can only be wronged.

On the podium, Chen Guohua looked at the crowd of people below the stage, smiled and said:
"I'm glad that everyone can come to my report. Let's get started now."

He went straight to the topic without saying any nonsense, explaining the purity and integrity of mathematics researchers.

This mathematical problem, Riemann's hypothesis, has not been proven in later generations of time and space.

It appears in David Hilbert's twenty-three problems that mathematicians should strive to solve in the twentieth century, and later in the world's seven major mathematical problems that should be solved by the Clay Mathematics Institute.

Although it has not yet been solved, there are more than a thousand related mathematical propositions in the mathematical literature based on the Riemann hypothesis. At the same time, it and Fermat's last theorem have become the carrier of m-theory geometric topology that integrates general relativity and quantum mechanics.

From here we can see the status of the Riemann Hypothesis as a mathematical problem.

It stands to reason that this thing is actually related to quantum mechanics. Chen Guohua should collect these papers instead of making them public.

In fact, in today's era, the papers proving the Riemann hypothesis are still too avant-garde and advanced for the world.

In a short period of time, with the current level of the international mathematics community and the current level of computers, Chen Guohua is not worried that they will engage in related research work at the quantum theoretical level such as quantum computers.

As long as the theoretical research results do not suddenly come out in advance, Chen Guohua is not worried that they will combine the paper proving the Riemann hypothesis and complete related advanced black technology.

Besides, since Chen Guohua dares to come up with this paper, he is certainly more confident and will come up with quantum computers and other related black technologies before others solve relevant theoretical research problems.

Therefore, Chen Guohua is not worried at all.

"The straight line with Re(s)=1/2 on the complex plane is called critical line"

In front of the blackboard, Chen Guohua was writing furiously on the blackboard with a piece of chalk while trying to explain the capped paper.

Long Kanghou and Sun Zhusheng, who were standing aside, felt their scalps go numb when they heard the cry.

For both of them, mathematics is a sacred book and they cannot understand it at all.

Moreover, most of the symbols written by Chen Guohua are recognized, let alone understood.

Compared with the two of them, Hassler Whitney, Chen Shengshen, Kolmogorov, Andre Weil, Kurt Gödel, Gelfand, Shafa Levi sitting in the front row of the auditorium Qi and others all listened very carefully.

If they were witnessing the enthronement ceremony of the emperor of mathematics when they heard Chen Guohua talk about the proof paper on Fermat's Last Theorem the year before last, then listening to Chen Guohua talk about the capstone paper on the Riemann Hypothesis now is witnessing the pinnacle moment of a generation of great mathematicians.

Even Kolmogorov, the most powerful mathematician in Moscow, came to the capital in person to listen to Chen Guohua's report. From here, we can know how awesome the latter's status in the global mathematics community is at this moment. .

Newanglina, the former president of the International Congress of Mathematicians, was not only filled with emotion but also filled with joy.

The year before last, that is, in October 1965, when Chen Guohua was giving a report on the proof of Fermat's Last Theorem, he, together with Nevin Linna, Gelfand, and Petrovsky, submitted an application to the capital to host it. Plans for the 1970 International Congress of Mathematicians.

As a result, they hesitated.

Well, that's nothing. After all, the capital has always been a mathematical desert.

Except for a limited number of people such as Chen Guohua, Hua Luogeng, Wu Wenjun, and Duan Xuefu who can do it, others are not very good.

Let’s not talk about the two major mathematics centers in Moscow and Washington. Let’s talk about the Gallic Chicken. The mathematicians they can use include Serge, Grothendieck, Lebesgue, Andre Weil, and Cartan. Wait, the influence is very powerful.

After all, before Moscow and Washington became centers of mathematics, the global center of mathematics was Paris.

Just because at the end of the 19th century, everyone in mathematics was Poincaré, and Poincaré was the Gallic chicken man.

Of course, many of today's Gallic chickens have gone to North America, such as Andre Weil, who is working at the Institute for Advanced Study in Princeton at this time.

Everyone can understand that Newanglina did not want Beijing to host the 1970 International Congress of Mathematicians.

But no one expected that Chen Guohua would be so frantic and come up with various mathematical papers one after another in the following period.

Even now, he has directly produced a very influential top-level paper in mathematics - Proving the Riemann Hypothesis!

That's why Naiwang Linna was so happy after being filled with emotions.

After all, it can promote the rapid development of the mathematics community, which is enough to prove that his initial hesitation was the right choice.

If he had given the hosting rights to Beijing earlier, I am afraid that Chen Guohua would not have come up with this paper so quickly.

No matter what, the Riemann Hypothesis, a mathematical problem that has troubled the global mathematics community for hundreds of years, will eventually be proven.

From the end of last year to September now, more than nine months, the world's top mathematicians have already thoroughly studied all Chen Guohua's papers.

If there are any problems or flaws in these papers, everyone will definitely find them and correct them one by one.

"The integral in the formula is actually a channel integral around the positive real axis, that is, starting from +∞, integrating above the real axis to near the origin, integrating around the origin to below the real axis, and then integrating below the real axis to + ∞, and the distance from the real axis and the radius around the origin both tend to 0"

Chen Guohua stood on the podium, ignoring the blank and clear eyes of most of the master's and doctoral students in the audience, and continued to explain at his own pace:

"The Γ function Γ(s) is the generalization of the factorial function on the complex plane. For positive integers s>1: Γ(s)=(s-1)!. It can be proved that this integral expression except in s= There is a simple pole at 1 that is analyzed in the entire complex plane."

"The above is the entire proof process of the Riemann Hypothesis. The next fifteen minutes are question time."

Along with Chen Guohua's voice, thunderous applause suddenly resounded from the scene, and everyone was very excited.

The applause lasted for nearly more than a minute, which could be said to have given Chen Guohua enough face.

Leaders Qiu Zongyue, Xiang Liqiang, and Long Qingzhong standing outside the door. Although they were not in the auditorium, they heard the applause and knew that Chen Guohua's report meeting was a success!
At the same time, they also understood that Chen Guohua's status in the mathematics community was really high.

It is really rare for those foreigners to give Chen Guohua such face.

After the applause ended, Grothendieck, Atiyah, Paul Cohen, Erdesh, Wu Wenjun, Chen Jingrun and others raised their hands to ask questions.

Their questions were actually completely recorded before the report meeting started.

Now, Chen Guohua has finished the report, but has not yet answered their questions. This shows that their questions are definitely questions from a tricky angle.

"Erdesh, you studied the Riemann hypothesis with me. What questions do you have?"

Seeing his old friend raise his hand to ask a question, Chen Guohua immediately clicked his name.

There was a burst of good-natured laughter.

Long Kanghou and Sun Zhusheng didn't know why everyone was laughing, but they also smiled. Although they didn't quite understand, at least they participated.

"It's because we studied the Riemann hypothesis together, and you wrote so many papers, but I only completed one, so I felt unbalanced."

Erdesh said with a very resentful expression, but everyone at the scene laughed.

How could everyone not catch such an obvious joke?
Hasler Whitney, Andre Weil and others are very envious of the good relationship between Erdesh and Chen Guohua.

After all, it is really rare for friends to make such a joke in public.

Chen Guohua smiled, but did not speak. Instead, he waited quietly for the other party to finish what he said.

Erdesh suddenly looked serious and said:
"We all know that the point on the complex plane where the Riemann zeta function takes a value of zero is called the zero point of the Riemann zeta function. Therefore s=-2n (n is a positive integer) is the zero point of the Riemann zeta function .”

"These zero points are distributed in an orderly manner and have simple properties, and are called trivial zero points of the Riemann zeta function."

"So, I would like to ask a question about the proof process of non-trivial zero points and the mathematical tool you mentioned before"

As soon as these words came out, many top mathematicians all looked thoughtful.

But Chen Guohua turned around with a smile and continued writing directly on the blackboard.

But as he continued to write, he suddenly stopped.

Obviously, the mathematical tool mentioned by Erdez, which was the mathematical tool used by Chen Guohua to prove the zero-point conjecture, seems to have a relevant extension at this time.

But this extension caught Chen Guohua's attention, so he stopped at this time and made no other moves at all.

Many people at the scene couldn't help but become curious, especially those in the back row, those master's and doctoral students who came to fill in the questions. They knew little or only a little bit about it.

Therefore, at this time, when they saw that Chen Guohua was completely motionless, they thought they were stumped by Erdesh's question.

"No way? Does it mean that Professor Chen can't answer this question? Or is it that the Riemann hypothesis has not been proven at all?"

"Professor Chen created mathematical tools. If it was really not feasible, it would have been overturned long ago. It shouldn't have taken so long."

"You know how to hammer, Professor Chen was inspired, that's why he was stunned. If you don't believe it, just wait and see."

The zero-point conjecture is a staged conjecture problem in the Riemann hypothesis. In October of the previous year, Chen Guohua held a report meeting to prove Fermat's last theorem. He had already talked about the report meeting to prove this conjecture.

Therefore, there are no problems with the mathematical tools in this paper.

As the knowledgeable doctor just said, Chen Guohua was indeed thinking about a problem at this time.

Among the zero-point conjectures of the Riemann hypothesis, or in other words, after all the mathematical tools are sorted out, it can indeed be better applied and promoted at the m-theory level of quantum mechanics.

Previously, Chen Guohua had been thinking about a question, that is, how to make better use of these mathematical tools.

Erdesh's question now made him think through this point.

After figuring it out, Chen Guohua continued to write on the blackboard to answer Erdesh's questions.

This report meeting was still very interesting. At least Chen Guohua was able to learn a lot from it, and even sparked a spark of inspiration from it.

Soon, Chen Guohua answered Erdesh's questions, and there was a burst of applause.

Then someone raised their hand to ask questions, and Chen Guohua patiently answered them one by one. The so-called fifteen minutes of question time passed quickly.

However, even if it is overtime, it still cannot stop everyone's enthusiasm.

As time passed, Chen Guohua was still answering questions.

And as he answered more questions, fewer and fewer people raised their hands, until no one raised their hands to ask a question.

Just because Chen Guohua's answer had solved everyone's problem, naturally no one raised their hands anymore.

Especially those who ask questions repeatedly will not keep raising their hands.

Except for a few people, most of the mathematical researchers sitting here in the auditorium have logical thinking abilities, thinking abilities, memory abilities, etc. that are far superior to ordinary people.

So they will definitely not ask repeated questions.

There are many papers and many mathematical tools that prove the Riemann hypothesis, but Chen Guohua cannot expand on them all in detail. This is impossible. Therefore, the entire question period, which lasted forty-five minutes, ended.

The end of the question time also means that the Riemann Hypothesis, a top mathematical problem that has troubled the global mathematics community for hundreds of years, has finally been overcome.

In the auditorium, no one raised their hands to ask questions. After Chen Guohua announced the end of the report, everyone stood up and applauded.

Whether it is Moscow's top mathematician Kolmogorov, the arrogant Princeton professor Hassler Whitney, or the future emperor of mathematics Grothendieck, and other well-known mathematicians, at this moment, they They all looked at Chen Guohua on the podium excitedly as if they were worshiping the new god of mathematics. Even though their palms were red, they still applauded enthusiastically.

This time the applause lasted for more than five minutes.

Qiu Zongyue, Xiang Liqiang, Long Qingzhong and others outside were all stunned.

Especially Qiu Zongyue, he is the most familiar with Chen Guohua's leadership, and he has listened to Chen Guohua's report meetings many times, and it can be said that he never misses them.

However, even so, this was the first time I heard everyone clapping for such a long time.

Such spontaneous applause, and lasting for such a long time, is enough to show how successful this report will be, and how awesome the paper written by Chen Guohua is.

The next day, the People's Daily, Youth Daily, Women's Daily and other official media collectively published news about Chen Guohua's lecture, confirming that the Riemann hypothesis had been proven.

On Hong Kong Island, Ming Pao, Sing Tao Daily, Ta Kung Pao and other related newspapers that had received the news collectively fell silent.

This silence is deafening!
More than half a year ago, Hong Kong media, European and American media, Tokyo, Moscow and other newspapers reported relevant news about Chen Guohua's proof of the Riemann hypothesis.

Based on the experience of Fermat's Last Theorem the year before last, the press this time was relatively conservative and did not directly sing praises.

However, it now seems that singing hymns before was the most correct choice.

The news that Chen Guohua successfully proved the Riemann Hypothesis spread to the world with the capital as the center.

Especially in the European and American world, Born Hard Riemann was a very awesome mathematician in the 19th century and was very famous in Europe and the United States.

The Riemann hypothesis he proposed is quite famous in the European and American scientific circles. Many people know that there is such a mathematical problem, and many want to solve this mathematical problem.

However, no one thought that the mathematical problem that Westerners had always wanted to solve was solved by an Easterner.

In particular, he also solved top mathematical problems such as Fermat's last theorem and Poincaré's conjecture, which made ordinary people in the West break their guard one after another.

After being reported by the media and listing Chen Guohua's scientific research results in mathematics in detail, ordinary people finally understood what kind of monster Chen Guohua was.

That is a living legend, a big shot who will go down in history, someone who is as good as Newton, Riemann, Leibniz, John Gauss and other historical figures.

Compared with ordinary people who are in complicated moods, researchers in European and American physics, chemistry and other scientific circles have suggested to their superiors to convene mathematicians, physicists, etc. to conquer cutting-edge quantum mechanics, general relativity and other related theories.

Downing Street, London, Great Britain.

At this time, Hadrow Wilson was listening carefully to the speech of Education Secretary James Caviezel.

"Mr. Wilson, our scientists have discovered the power of this paper on the Riemann Hypothesis. It is very helpful to our research on cutting-edge technologies, such as quantum mechanics."

"If we can improve the relevant theories first, then there may be unexpected scientific and technological inventions."

Quantum mechanics is a branch of physics that studies the movement laws of microscopic particles in the material world. It mainly studies the basic theory of the structure and properties of atoms, molecules, condensed matter, as well as atomic nuclei and elementary particles.

At the beginning of the 20th century, a large number of physicists, led by Max Planck, Werner Heisenberg, Erwin Schrödinger, Enrico Fermi, Einstein, and Compton, jointly founded quantum mechanics.

After the creation of quantum mechanics, the related inventions based on this theory include lasers, transistors, integrated circuits and other related technologies in the electronic field, as well as related technological theories such as superconductivity, superfluidity, and nanometers.

Therefore, what James Caviezel mentioned is not nothing.

"Then how can they guarantee that if we gather so many scientists, we will be able to perfect these related theories? Is it possible that the East has already perfected the relevant theories and even started scientific and technological research in these areas, so they Who will publish these papers?”

Williams on the side suddenly spoke and asked a soul torture.

The other staff present could not help but widen their eyes when they heard this.

In fact, it does.

That country in the East is known as the tomb of conspirators. With Chen Guohua's understanding of mathematics, it is impossible not to know how excellent the proof paper of the Riemann Hypothesis is.

Now that we know it, we publish these papers. If we publish these papers in order to win the right to host the 1970 International Congress of Mathematicians in Beijing, then there is no need at all.

After all, with Chen Guohua's current status and influence in the global mathematics community, he does not need these to set off.

In comparison, the scientific and technological value behind the Riemann Hypothesis proof paper is even higher.

Therefore, the fact that the country in the East still chose to publish these papers despite knowing these situations is enough to show one thing: that is, they have definitely perfected the relevant theories.

"This shouldn't be possible, right?"

Considine asked hesitantly, feeling lucky.

There was some unconfidence in his tone, so he himself was not sure whether Dongfang had done any relevant theoretical research work.

"Haha, so what if it's possible? So what if it's impossible?"

Hugh Richard sneered again and again and said:

"Nowadays, the East no longer pays attention to our Great Britain. Their goals are Moscow and Washington. We are hot on the face but cold on the bottom. The final result is that all the weapons like Redbeard are moldy in the warehouse."

"Even if Dongfang is willing to deal with us, I guess we can't win against each other."

"Didn't we already know what kind of missile interception system the other side was building through relevant intelligence? With Dongfang's super electronic and communication technology, intercepting missiles doesn't seem to be a big deal."

"If the East can already intercept missiles, what other weapons can threaten the other side?"

"I think the most important thing for us now is to develop the economy. We must have money. As long as we have money, we can do more things."

"What the conservatives did before has really killed us in Great Britain."

"No matter whether the theories related to quantum mechanics are perfect this time, we in Great Britain must have money."

"Otherwise, we will still be ignored in the future."

What he said about being ignored was actually the fact that when Red Beard and other related weapons were withdrawn, there was still no reaction from Dongfang.

You know, those are forty-eight red beards, which have been placed at Dinga Airport and Okajima Airport since 1961.

As a result, he was ignored magnificently.

Hugh Richard was a radical, more radical than Hadrow Wilson and other members of the Labor Party.

Today, Great Britain's current embarrassing dilemma still exists, but many conservatives simply ignore this situation.

They still choose to stay aloof, choose to muddle along, and choose to run for their own interests. As for the interests of Great Britain itself, they are not within their scope of consideration.

Enzo, Williams, James Caviezel, Constantine and others were all silent. They didn't know how to defend themselves, so they could only remain silent.

Hadrow Wilson's expression did not change at all, and others had no idea what he was thinking.

This government has a lot to do, but how to make money is even more difficult.

The unemployment wave that started in North America has also spread to Great Britain, and is even more crazy.

The increase in unemployment means that there are more social problems, such as the resurgence of strikes and the increase in the number of demonstrations.

With so many social problems that need to be solved urgently, how can the Hadero government have time to think of ways to make money?

China Resources Corporation, the world's most powerful technology company, controls more than 90% of the global electronics market share and makes about 75% of its profits.

If only there could be a China Resources Company in Great Britain, then the unemployment rate would not remain high.

And the problem of making money is easily solved.

It's a pity that China Resources belongs to the East, not Great Britain.

North America, Washington.

While Hadrow Wilson and others were busy meeting to discuss and solve some practical problems, Lyndon Johnson and others were discussing next year's election.

Lyndon Johnson has served in this position for two terms. Although he picked up the previous term for nothing, it was still two terms.

Therefore, according to the provisions of the Constitution, he will definitely not be able to continue to run for the next term.

But this does not mean that he cannot participate in next year's general election, because his deputy is Hubert Humphrey.

Hubert Humphrey was a student of Lyndon Johnson, and the two were close friends.

Therefore, Hubert Humphrey will definitely participate in next year's election, so Lyndon Johnson will definitely support the former.

And now it is already September 1967, and the general election next year is not far away.

Against this background, Lyndon Johnson and his group were preparing for this.

After discussing these matters, Lyndon Johnson and the others talked about the report meeting held by Chen Guohua in the capital.

In fact, a mathematician's report meeting should not appear in Lyndon Johnson's small conference room and become one of the important topics.

But in fact, Chen Guohua's influence is so powerful, or in other words, the mathematical problem of Riemann Hypothesis does have considerable influence.

In addition, Chen Guohua himself is a master of mathematics, and the combined influence of the two is naturally greater than two.

Chen Guohua could not be killed, and other methods were equally ineffective. Now Lyndon Johnson has completely given up on dealing with Chen Guohua.

The Stones on the Bay Island want to send people to kill Chen Guohua, and there are many forces in Moscow, Tokyo, London and other places who want Chen Guohua's head.

But it was useless, so everyone could only watch Chen Guohua reach the top of the mathematics world again and again, and his influence spread all over the world.

While Lyndon Johnson and the others were busy in the meeting, Lundberg walked in from outside the conference room with a serious and shocked expression.

The latter just walked straight into the conference room. Without waiting for Lyndon Johnson to scold him, he spoke solemnly:
"Mr. Johnson, Mr. Humphrey, everyone, I have just received information and have verified that the air defense system in the East can now fully intercept all other missiles except intercontinental missiles."

"Whether it is an air-to-air missile or a surface-to-air missile, Dongfang's air defense system can achieve comprehensive interception, and they have fully deployed relevant air defense interceptors, radar systems, etc. in the northwest, northeast, southeast, southwest, central China and other places. system."

"According to intelligence, the effective reconnaissance range of this air defense system is three thousand kilometers, and in that country in the east, their distance from north to south and east to west is only five to six thousand kilometers."

"The air defense system equipment they currently deploy in the northwest and other places is enough to fully cover their entire country."

"In other words, they are fully capable of comprehensively preventing missiles launched by other countries."

"In addition to this news, we also learned that Dongfang is about to develop an intercontinental missile, and the test is expected to be completed within this year."

hiss!
The entire conference room suddenly took a breath because of Lundberg's words.

Lyndon Johnson's heart beat even faster.

As one of the people who had been involved in the Kennedy incident, Lyndon Johnson had a crack in his heart ever since.

He has a heart disease, and as a supervisor, he has been working under high pressure and intensity for a long time. Now, because of the strong rise in the East, Lyndon Johnson is under even greater pressure.

On the one hand, he hopes that the East can help contain Moscow, and then Washington can reduce the pressure and go to Haizhou City, Cuba, and the Dominican Republic.

On the other hand, Lyndon Johnson did not want the East to be too powerful, resulting in a balanced pattern of three pillars.

This three-legged pattern is an absolute dead end. No one can win and no one can do anything to anyone. This situation is definitely not what Lyndon Johnson wants to see.

However, the fact today is that this situation is about to take shape.

Especially what Lundberg said just now revealed two important pieces of information: Dongfang's defensive power is very strong, and its offensive power has also become very comprehensive.

Weapons, mainly bombers and intercontinental missiles, can definitely defeat everything and achieve a peaceful situation.

Washington's advantages in these areas have been lost.

As for the East's superior strength in defense, once a war breaks out, the East will be able to preserve more power. On the contrary, Washington and Moscow may not be as good as the East in this regard.

In other words, as far as the current situation is concerned, the East has a greater advantage.

Washington is not without its advantages, but its aerospace, industry, and economy are all suppressed by Moscow, and its military and defense are being overtaken by the East. The only areas that can still maintain its dominant position are agriculture and other fields.

In fact, under normal circumstances, if the boss fights with the second child, the third child will be killed.

But now, the strange thing is that the third child is actually getting back on his feet and has a tendency to catch up with the second child, Washington.

Thinking of these, Lyndon Johnson's heart beat even harder.

"Mr. Johnson, this is the difficulty we are encountering now. Intercontinental missiles are the country's most powerful weapon. The R16 missile in Moscow..."

Lundberg is describing the relevant situation. These powerful relationships are really subtle.

"In the past few years, especially in recent years, China Resources' ability to make money has become stronger and stronger..."

Hubert Humphrey also echoed:

"I think companies like China Resources should be eliminated... Otherwise, this company can bring more profits to Dongfang, and Dongfang's strength will grow even more rapidly..."

"According to our previous intelligence, Chen Guohua invented and created many technological products behind China Resources Corporation, as well as his influence in the mathematics community..."

"We can't do anything about Chen Guohua, but we can do something about China Resources..."

"So I think the economic blockade should be restarted..."

After hearing this, Lyndon Johnson shook his head and said:

"No, we can't block it. Once it is blocked, I'm afraid the East will move towards Moscow..."

Then, Lyndon Johnson also briefly stated the reason, that is, the East is now very powerful in terms of top technology, weapons and equipment.

Although there are shortcomings at the economic level, the strong military strength is enough to make Washington take action.

Moscow itself puts interests first. As for the previous bad relationship with the East, that was only a matter of the Helu period.

Brezhnev doesn't care about this now, he only puts interests first.

Therefore, once Washington imposes an economic blockade, it will push the east toward Moscow.

If the East and Moscow put aside their past grievances, it will definitely make Washington extremely passive.

After hearing Lyndon Johnson's words, everyone in the conference room was stunned.

Just because Lyndon Johnson rarely expressed opinions, and such opinions were so obviously biased, which was extremely rare.

Just as Lundberg, Douglas Dillon, Hubert Humphrey and others stared wide-eyed, Lyndon Johnson suddenly fell straight back.

(End of this chapter)