Live: Opening Proves the Infinite Multiverse

Play until now.

The screen was paused by Jiang Zhe.

At this moment.

Jiang Zhe explained to the camera:

"As you can see, during the simulation just now, the two units 'A' and 'B' both kept constant speed."

"The turtle runs 100 meters, imitating Jiang Zhe who has just started."

"When Jiang Zhe ran to 50 meters, the tortoise was already 100 meters away. The tortoise was ahead of the simulated Jiang Zhe."

"When simulated Jiang Zhe ran 100 meters, the tortoise ran to 110 meters."

"We all know: Man must run faster than a tortoise!"

"And the 'simulated Jiang Zhe' will beat the turtle after 12 seconds."

Speaking of this, Jiang Zhe drew the corner of his mouth and looked at the ten lucky spectators.

"Then the question is—"

"Question 12: Can the simulated Jiang Zhe surpass the tortoise in [-] seconds?"

Waiting for the lucky audience to think about the answer.

Jiang Zhe immediately gave the answer: "Answer: The simulated Jiang Zhe will never be able to surpass the turtle!"

"Well, my answer is your question."

"Now please start thinking about my question and start refuting my answer!"

Chapter 208 The Gathering of Geniuses and the Dance of Demons

Following Jiang Zhe's voice fell.

The audience in the entire live broadcast room noticed something unusual in the words.

It seems right and wrong!

That's exactly what it sounds like for them.

At this time, Lao Zhou and others who were paying attention to Jiang Zhe.

As professionals in the field, they were the first to perceive the crux of the problem——

Yes, the answer to Jiang Zhe's question is actually a paradox.

Old Zhou Mu showed surprise, looked at the other experts and said excitedly: "That's right! It's a mathematical paradox."

"After 12 seconds, the simulated Jiang Zhe must surpass the turtle!"

"But the problem is in the 'limited' time."

"'Limited' (12 seconds), this is the essence of the problem."

“模拟江哲从A点走到B点，首先要先走完路程的1/2。再走完剩下总路程的1/2。再走完剩下的1/2，再走完剩剩下的1/2......”

"If this cycle continues, the simulation of Jiang Zhe will never reach the end!"

Listen to Lao Zhou's analysis.

"this problem!!!"

Old Sun, Old Chang and the others couldn't help frowning wildly.

Because of this problem for a while, I really can't explain it!

Unexplainable, but also a bit novel!

Jiang Zhe gave a 'limited' time for the simulated Jiang Zhe to chase the turtle.

That is to say, the upper limit has been set at 12 seconds.

Even if it exceeds 1 millisecond, it will not work!

But they all know that in the real world, after 12 seconds, the simulated Jiang Zhe will definitely surpass the tortoise!

Strangely, among the questions Jiang Zhe asked.

Simulating Jiang Zhe seems to have no way to surpass the turtle!

Like they knew the question was wrong...

But I still can't refute what is wrong with this question!

Is something wrong with 'time quantification'?

At this time, this is what all mathematicians and physicists think in their hearts.

At the same time, this seems to be a new scientific paradox! ! !

......

in the live room.

The number of viewers is unknowingly rising.

At this time, the barrage in the live broadcast room was all about the answers to "Jiang Zhe's Turtle".

"It's so strange! It's really strange!"

"Yes! Jiang Zhe's answer is his question. This is to make people refute his answer, and to give the correct answer?"

"The more I think about it, the bigger my head is! The limited time of 12 seconds has been given."

At this moment.

The ten lucky viewers in the picture frowned frantically.

They also noticed that things were unusual!

Because Jiang Zhe's answer was the question he asked.

Ten lucky viewers can only refute Jiang Zhe's answer.

Immediately afterwards, they had a discussion.

A is a blond white student, and he gave his explanation: "This problem is so subtle! Theoretically, the simulated Jiang Zhe will always be behind the tortoise within 12 seconds. Why, everyone, please see!"

The picture given by A is no different from the 3D space simulated by Jiang Zhe.

[Simulated Jiang Zhe]: 50 meters - [Turtle]: 100 meters.

[Simulated Jiang Zhe]: 100 meters - [Turtle]: 110 meters.

[Simulated Jiang Zhe]: 110 meters - [Turtle]: 111 meters.

[Simulated Jiang Zhe]: 110.1 meters - [Turtle]: 111.01 meters.

......

Simple contrasts like this, for a limited time.

That is: within 12 seconds!

Simulated Jiang Zhe can never surpass the turtle!

You can only approach the turtle infinitely, but you can't surpass it!

A: "It's very simple to go beyond. You only need to extend the 'limited' time by 1 millisecond. But this question is given as '12 seconds'. I think the simulated Jiang Zhe really can't go beyond the distance of the turtle!"

Being popularized by Xueba A.

All the audience suddenly realized!

They made speeches one after another.

"Fuck! It's true!"

"Is it really impossible to surpass?"

"I can't even surpass a turtle in 12 seconds?"

While the audience was discussing it.

Xueba B suddenly poured a basin of cold water on him.

B said helplessly: "Did Jiang Zhe ask you to answer it like this? Who doesn't know the answer to this question? It is destined to be impossible to surpass within 12 seconds! But Jiang Zhe asked you to refute his statement that 'simulating Jiang Zhe can't surpass the turtle ' The answer! It's not for you to refine the answer! What's the use of your extra effort?"

The irritable student B immediately retorted.

The rest of the top students echoed and agreed.

C shook his head and smiled: "A from Caltech, you are too weak, you have fallen into the trap of this problem. In theory, the simulation Jiang Zhe really can't surpass the turtle. This concept can be interpreted by calculus: 'Motion is impossible start.' but can't answer"

When faced with the phrase 'the movement cannot begin'.

The rest of the disciples nodded.

Because they figured it out in the first place: the 'paradox of dichotomy'.

【Argument】: Because a moving object must arrive at half the distance from the destination before reaching the destination.

That is: if you want to get from A to B, you must first go to the midpoint C of AB.

If you want to reach C, you must first reach the center point D of AC.

If this continues to be divided, the so-called "half distance" value will become smaller and smaller.

The last "half distance" can be considered almost zero.

In this way, it forms a paradox that if an object wants to move from A to B, it must first stay in A.

Then the object will always stay at the initial position (or the distance traveled by the object's initial movement is approximately 0).

So that the movement of this object can hardly start.

That is: because a moving object must reach a point on its way before reaching its destination.

And if it is assumed that the space is infinitely divisible, then the finite distance includes infinitely many points, so the moving object will pass through infinitely many points in a finite time.

In short: the simulated distance between Jiang Zhe and the tortoise can only be infinitely close to 0.

But never surpass the tortoise!