"How are you doing, my smart Miss Linlin?" Brother Li asked.

"98,0,1,0,1" Linlin said, puffing out her proud chest.

"I'll go! You cheated, you must have searched on your mobile phone! Otherwise, how could you calculate the best allocation plan in such a short time?" Brother Li said with great fear, if Linlin really calculated it by herself

If the result is , then this is too scary. What kind of computing power is this? Isn’t this too scary?

"Haha, I knew you would say that. If I tell you my problem-solving ideas, will you be convinced? Even if I search online, I can only find results. I just want to remember the problem-solving ideas.

, I can’t finish reading it in just one minute, how can I remember it?” Linlin said.

"Okay, if you can tell me your idea, then I will obey you! How about I stay with you tonight?" Brother Li still didn't believe that Linlin could analyze such a difficult problem in such a short time.

question!

"First of all, the proposition of this question is very simple, that is, help the first pirate come up with a distribution plan, and this plan must be agreed by at least two of the other four people, because there are a total of five people in their team, and he

He must agree with himself. Next, he only needs to find two more people to agree with his distribution plan to be considered successful. If he only gets one person who agrees with his plan, then there will only be two people who ultimately support his distribution plan.

That’s it, one is the one he just pulled, and the other is himself! In this case, he will be thrown into the river to feed the fish! Next, we must combine the third step and the premise of assigning tasks

Conditions are used to arrange the distribution plan! What is the significance of the third step? No matter how you look at it, the third step is useless! In fact, it is not the case. In fact, the third step is to tell us that the following four pirates actually fight

They don’t really want the distribution plan of Pirate No. 1 to be implemented. Who doesn’t want to hold the distribution rights in their own hands? Of course, the prerequisites are supplemented. These five pirates all have enough sense, and they will all choose the best option.

The distribution plan that suits them and is most beneficial to them, so even if they don’t want Pirate No. 1 to be distributed, they have to agree to Pirate No. 1 as a last resort, because if it is distributed by another person, then

They ended up with fewer gems! The above is my analysis of the topic. As for how pirate No. 1 should distribute these gems? First, assuming that the names of these five pirates are abcde, and the first pirate is a, then

, how should a allocate these gems to get the support of at least two pirates among the other four pirates? Only if the allocation plan he proposes is the best allocation plan for those two pirates, can he

With the support of two pirates, he must ensure that the plan he proposes is more beneficial to those two supporters than the plan proposed by b after his death. Otherwise, he will

What supports you? Isn't it nice for people to vote you to death directly to support B? This also happens to deduct the question that every pirate is extremely smart and rational! So how should pirate A distribute these 100 gems?

It is impossible to swallow these 100 pills by himself without giving points to the pirates behind him. The four people will throw him directly into the river to feed the fish, so how should he distribute it? If you think about this distribution plan from the front, it is very difficult.

It is difficult to find the best allocation plan, so here, I use the backward method! If you use the backward method to analyze the allocation plan, it will be much easier!

First of all, if the first four pirates die, then the fifth pirate can monopolize the 100 gems. This is what e wants to see most! But is this possible? Absolutely impossible! Because when there is only d left

When there are two people with e, d will definitely set the distribution plan to 100,0, and d will take 100 gems for himself, leaving no gems for e! Because according to the rules of the game, as long as the voting result reaches half, the distribution plan will

It will take effect, so D will 100% swallow these one hundred gems!

And since these five pirates are all extremely smart and rational, e will definitely not be willing to allocate them like this. If d is allowed to allocate them, he will not get even one! However, e is the next family of d, and e

There is no ability to kill d, so e cannot let d distribute it anyway. d is simply the evil star of e!

In order to prevent d from allocating the plan, e must ensure that the plan of c or b and a is passed. No matter who it is, d must not be allowed to allocate the plan. In other words, a can die and b can die, but c

, must not die in the eyes of e, because pirate e knows that if pirate c’s plan is rejected, then only two pirates, e and d, will be left in the end, and pirate e will definitely get nothing!

In addition, pirate c must also know in his heart that pirate e understands this situation, because everyone is an extremely smart pirate. Therefore, as long as pirate e is given a little sweetness in c's distribution plan, even if he only gives him a gem, he will

Instead of returning empty-handed, no matter what distribution plan proposed by Pirate C, Pirate E will vote for him!

Why?

Because there are only three pirates, cde, left on the field, and pirate d definitely wants to distribute it himself, because as long as he distributes it, it will be monopoly! So pirate d will definitely not agree to pirate c’s plan, and he

He also knows that it is meaningless whether he agrees or not, because he knows that pirate e will definitely vote for pirate c! If pirate e does not agree with pirate c’s plan, pirate c will definitely be executed, and pirate d will follow.

During the distribution, he couldn't even get a hair! Therefore, pirate c only needs to distribute a gem to bribe pirate e. He will not pay attention to d's feelings at all, so we have the following distribution plan, 99,

0,1, that is, pirate c received 99 gems, pirate d received 0 gems, and pirate e received 1 gem!

In pirate c's distribution plan, he will not give gems to pirate d, because no matter how many gems he gives to pirate d, pirate d will not agree, because as long as pirate d surrenders to pirate c, then d will

The pirate can allocate the gems. At that time, these 100 gems will be his, so no matter how many gems pirate C gives to pirate D, it is meaningless. In addition, the pirate is sensible enough. Since pirate C gives as many gems to pirate D,

It’s all meaningless, so why give it to him!

Regarding the distribution plan of Pirate C, Pirate D must be well aware of it, because everyone is a group of extremely smart pirates! Therefore, Pirate D cannot let Pirate C distribute these gems under any circumstances, because if allowed

When pirate c comes to allocate, he can’t get a single gem! Therefore, in pirate b’s allocation plan, even if pirate b only allocates one gem to pirate d, pirate d will give him a vote of approval, and there will be a gem.

It’s better than nothing, right?

And Pirate B also understands Pirate D's little thoughts, so when Pirate B distributes the plan, Pirate D will undoubtedly become the target of his wooing. As long as Pirate D is on his side, then he counts it as his.

One vote equals two votes. If the ratio is two to two, his distribution plan will pass!

So the distribution plan for pirate b is 99 gems for himself, 0 gems for pirate c, 1 gem for pirate d, 0 gems for pirate e, 99,0,1,0!

Pirate C and Pirate E are definitely not happy with Pirate B's allocation like this! Because they didn't get a single word in the end, so Pirate C and Pirate E cannot let Pirate B do the allocation anyway, they must support Pirate A.

The distribution plan, that is to say, pirate a only needs to give pirate c and pirate e a gem each, and pirate c and pirate e will support him, because they have no choice. They get a gem, which is better than pirate a.

If they were thrown to death and let pirate B handle the distribution, they would be better off if both of them couldn't get even one gem, right?

Therefore, for pirate a, the best allocation plan is that pirate a gets 98 gems, pirate b gets 0 gems, pirate c gets 1 gem, pirate d gets 0 gems, and pirate e gets 1 gem! That is

98,0,1,0,1.

Finally, I thank you for treating me as a pirate!" Linlin said her own problem-solving ideas domineeringly!

"Holy shit, am I really doomed to not leave tonight? Who are these people in your family? How can they actually do it in such a short time?

Isn't it too perverted to analyze such a difficult problem in just one minute? It took more than one minute for you to explain to me how to solve the problem, right? Are you still a human being? What a high IQ you have to have

It's possible to achieve this level!" Brother Li felt as if he had been hit by dimensionality reduction, and he couldn't recover for a long time!

"If that's the case, then I'll sleep on the sofa and you sleep on the bed, okay?" Brother Li expressed his willingness to admit defeat!

"How can that be okay? You also sleep on the bed. If this spreads out, it won't be said that I abused you! It's not like I don't have a bed at home! Besides, haven't you fantasized about living with me before?" Linlin said evilly

Said with a smile.

Linlin's words really hit Brother Li's soul!

To be honest, Brother Li has fantasized about himself and Linlin living together countless times in his mind. Even if he does nothing and just lies quietly like this, it is enough to make Brother Li daydream! What man

Have you never fantasized about living with your goddess?

"No, there's Chenchen. Aren't you two still sleeping together? Besides, your mother is still at home. Can you take care of your image? We haven't had much trouble yet!" Brother Li said firmly as before.

.

"Hey, what a coincidence, my mother went to my grandma's house to take care of her today, so" Linlin looked at Brother Li with a wicked smile!

"That's great!" Brother Li said ecstatically.

Seeing Brother Li so happy, Linlin thought that Brother Li had agreed to her arrangement, so she became happy too! But who would have expected that Brother Li hadn't finished speaking at all!

"I'll sleep in your mother's house!" After saying that, Brother Li strode toward Linlin's house!

"Chenchen, I'm home!" As she said this, Linlin took Chenchen's little hand and returned home contentedly!

Although she had a failed marriage, today she got her true love, and the most important thing is that this man not only loves her, but also loves the child who is not his biological child. If she can meet such a man, she will not

What are you waiting for after getting married?

That night, Brother Li didn't sleep for a second!

Not only was he immersed in this dreamlike reality, but the most important thing was that he opened the surveillance video of Linlin's house at night while Linlin was sleeping in her dream, because he wanted to confirm something!

The next morning, when Linlin opened the door, Brother Li had already prepared a loving breakfast for her and Chenchen!

"I want to ask you a question!" Brother Li said seriously.

"What's the problem? Do you need to be so serious?" Linlin asked.

"Do you still remember that we accompanied the gang leader to a place called the Forgotten Land to perform a mission a few days ago?" Brother Li asked.

"Of course I remember it, but I don't know what happened. After I came out of there, I lost the memory of the Forgotten Land!" Linlin replied.

"Listen to what you said, you just lost the memory related to the Forgotten Land, right? What about the memory in reality? Do you still remember the memory in reality?" Brother Li asked again.

"Of course I remember, what's wrong? Is there any problem? It sounds like you don't remember what you said? How is this possible?" Linlin asked.

"It's okay, I'm just asking casually!" Brother Li said calmly.

If this is really the case, then everything can be explained! Why does Linlin repeatedly show such an abnormal attitude? Why did Brother Li clearly see from the surveillance camera last night that Linlin never climbed out of the nutrition bin?

Ke Linlin wants to say that she remembers what happened in reality in those days? Why would she lie?

Because, this world is not Brother Li’s original world at all, this is clearly a place of oblivion!

Linlin in the real world would never do such outrageous things, let alone deceive him!

The reason why all these things happened is because this is simply the land of oblivion, and he has never left the place of oblivion!

Wei Bin deceived him. To be precise, it was Wei Bin in the Forgotten Land who deceived him. The Forgotten Land was basically a world exactly like the real world, except that everyone in the Forgotten Land was fictitious.

What came out was fabricated based on his memory, and the development of the world was developing in the direction he expected. Otherwise, how could Linlin do so many things he wanted to happen?

Brother Li recalled what the Tianshan Child Elder said before he came in. Only by sticking to your heart and never forgetting your original intention can you always succeed. This is really a test of a person's determination. If you are not careful,

You will be confused by the imaginary beauties painted in this false world, which makes people forget to return! It makes people unwilling to return to reality! This forgotten place is not only very confusing, making people unable to distinguish between true and false, but even if you find

It's a lie to stay here, and you don't want to leave here. No wonder, you can always succeed if you don't forget your original intention!

In this way, Brother Li has spent his whole life in this fictional world.
To be continued...