Similarly, this article is wonderful, and you should only take it as a story.
After the lizard man X and his party arrived on the earth, they found that due to the existence of primitive water on the earth, if pure earthlings (please refer to my last record for these definitions) germinate wisdom (sooner or later, and they already have some wisdom), then the science and technology of the earth will surpass Mars in a short time, so lizard man X injected a kind of dark matter called "chaos" in order to limit the development and cultivation of various (mainly science and technology) on the earth. This substance will distort time and space, and will not affect the operation of the earth and the development law of natural things on the earth, but it will limit the acquisition of some key constants, including pi.
In order to explain chaos, it can be simply understood that putting fog into the forest does not affect the life and survival of creatures in the forest, but introduces influencing factors for external observation.
So what is the end of π?
I give the answer here: it is the boundary of chaos. When humans calculate the end of π, that is, when humans know where the chaotic boundary is. If the chaotic boundary is compared to one meter long, the calculated 62.8 trillion bits are equivalent to 10 cm.
At the same time, I explained in my last article that in order to avoid the interference and suppression of lizard people, human beings will express some budding in a subtle and artistic way. The following are two subtle hints and expressions of π (I suspect that lizard people borrowed their souls for a short time).
1, the movie "Hidden Numbers"
2. Quote a netizen's article "Gougu" (this is the one I have seen that makes "chaos" very clear).
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"Change the distorted state of our space. As a result, objects made by engineering calculation will fall apart. "
See the short science fiction-Pythagoras.
Author: Liu Yang
In this way, it broke into our field of vision alone: an oval big guy, tattered and full of cracks, seemed to disintegrate under some great pressure. Although it lost its power long ago, it came to our observatory near the Kuiper Belt by virtue of inertia and the pull of various stars.
After making sure there was no threat, Guhe and I decided to go and have a look.
We carefully pulled open its twisted hatch. Something is stuck in the latch of the door, and the door can only be half opened. The furnishings inside are basically intact, but for some reason, everything is in a distorted state, which reminds people of some post-modern sculptures. Finally, in a metal box, we saw "him".
"He" has long died, his limbs are stiff, and there is no sign of metabolism in his whole body. Surprisingly, other parts of his body are strikingly similar to humans except that his head is in the strange shape of an inverted triangle.
In a cupboard, we found many things like rubber covered with all kinds of strange symbols.
Let's scan them and try our luck with word decoding software. The decoding process took about a week, and finally we got something like study notes or diaries.
I think the following points are very meaningful.
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Section 103
I learned the law of area yesterday: the area of a square is equal to the length times the width. I have finished all the homework assigned by the teacher, including the last question: calculating the area of an irregular shape. I divided it into several small pieces and put them together to make a square. In class today, the teacher praised me in particular. He said that I was the only one in the class who gave this question-I think it has something to do with my love of paper cutting.
I'm so happy. Mathematics is not as difficult as they say. I think it's quite interesting.
Section 197
Many people say that mathematics becomes particularly difficult after entering the sixth grade. In fact, I don't think it is difficult, but the calculation has become cumbersome.
For example, I learned Pythagorean theorem yesterday: in a right triangle, the sum of the squares of two right-angled sides is equal to the S power of the hypotenuse. S, commonly known as Pythagorean constant, is about 2.0 13. A thousand years ago, ancient mathematicians calculated the exact value of S to 28 decimal places.
Actually, you don't need that many digits. It can be about 2.0 13 in real life. That's what the teacher said.
Even so, it is difficult to calculate the power of 2.0 13 (or to find the root of 2.0 13). After entering the sixth grade, basically every math problem will take us several hours, most of which are tedious power operations.
Sometimes I think, if S equals 2, how wonderful it would be! In that case, I should be able to work out the answer to every question in a few seconds.
Section 248
We must master the methods of power operation and square root firmly and skillfully. I remember when I was a child, my teacher always said this sentence. Now I fully understand its meaning.
In all science courses, there is almost no need for these complex operations. Gravity is inversely proportional to the 2.07th power of the distance, the magnetic field of the basic current is inversely proportional to the 3.02nd power of the distance, and the energy is equal to the mass multiplied by the 2.03rd power of the speed of light ... all these make me feel very tired.
No matter how interesting a science course is, it always ends in extremely boring and lengthy calculations.
Section 335
I came across a strange thing.
I like playing paper-cutting very much, since I was a child. I took a square piece of cardboard yesterday and thought about how to cut it properly. I'll dig out a small square from it first, so that the rest are exactly four right triangles. Originally, my idea was to put them together to make a spaceship, and the four triangles were the wings of the spaceship. But looking at the pile of pieces of paper on the table, I suddenly froze.
The original large square area is equal to the sum of all small areas, and the square area is the square of the side length ... What seems to be the problem?
I tried to write a list of equations and then simplified them. Finally, I got an amazing formula:
a2+b2=c2
There is no 2.0 13, just a simple 2!
I was shocked by this strange result, and then I was deeply attracted by the simple charm of this formula. I have a strong intuition that maybe this is what Pythagorean theorem really looks like.
Section 336
My expectations were dashed.
Today, I went to the math teacher to explain yesterday's deduction. I looked at him expectantly, hoping to see the surprised expression on his face, and then said, "Ah! This is really the case! " Unfortunately, no, he just smiled and shook his head slightly.
"No."
"What's the matter?"
"The formula of area is wrong." The teacher touched my head with his hand, paused, and then said, "You are a clever boy who can think of such a simple way to deduce Pythagorean theorem." I'm sorry ... "
"Isn't the area formula length times width?"
"That's just an approximation. In the lower grade textbooks, it is indeed written like this, but if you are promoted to the higher grade, you will know that to calculate the area, in addition to multiplying the length by the width, you must also multiply it by a correction factor-that is the correct and strict area formula! "
Yes, I should have thought of that. How can it be so simple?
I came home dejectedly, looking at the pile of paper-cuts on the table, and I was not in the mood to play with them at all.
Section 1 129
I will apply for higher education soon, and I have decided to apply for an astronaut.
I still remember when I was a child, my wish was always to be a scientist. But now when I think about science, my head hurts. Those scientific theories are boring and boring. This world is like this, built on a pile of irrational numbers without aesthetic feeling. I sometimes think that if there is a God, he must be a bad person.
Section 2983
The spacecraft has left the Levy system, which is the greatest pioneering work in human history. I think, three months later, when the signals and observation data from the spacecraft are sent back to the home planet, they will all be proud of me.
I will continue to move forward and explore areas that no one has ever set foot in.
Section 30 12
Strange things have happened again.
A few days ago, a crack appeared inexplicably at the top of the spacecraft. The air pressure sensor keenly caught the leak-it was a very remote corner. I repaired the cracks carefully to prevent the air from leaking further.
Since then, various emergencies have occurred continuously. The cabin of the spacecraft seems to have been squeezed, with many folds and gaps. I must work hard to make up for these gaps. But it doesn't mean anything. The spaceship is now in the vast space, where does the pressure come from?
Then various sensors and engines began to fail frequently. On those cemented carbide parts, obvious cracks began to appear. Every day when I fall asleep, I can hear the sound of "creaking", coming from various hidden corners of the spacecraft, just like staying in a haunted house. I couldn't sleep well at all, so I finally had to take hypnotics.
Today, I found that even the gravity sensor is broken. A 30-ton asteroid has just passed in front of the spacecraft, and the gravity data obtained by the gravity sensor is inconsistent with the results calculated by the computer through telemetry.
Alas, I wonder how long this situation will last.
Section 3028
I think I know what the problem is.
I have been pondering the gravity data of the other day and found a strange fact. If these data are assumed to be correct and brought into the gravity formula, I find that gravity is inversely proportional to the power of distance, which is exactly 2.
I measured three sides of a right triangle by polarized light interferometry. The short right-angled side is 3, the long right-angled side is 4, and the length of the hypotenuse is 5!
Within the error range of the experiment, the length of the hypotenuse is exactly equal to 5, not a certain number greater or less than 5.
Section 3084
I know this ship won't last long.
Every part is facing the situation of collapse, and even if we return to the sea immediately, there is no possibility of landing safely at all.
Pythagorean Theorem-Yes, it is Pythagorean Theorem that caused all this. The spliced shell of the spacecraft and the precise connection structure in the instrument are all manufactured and spliced according to the power of 2.0 13. Now, however, the law has changed.
I'm not scared at all. In fact, my mood is very calm, or vaguely happy. Pythagorean theorem should be like this, right?
This is a beautiful universe. And I will sleep in such a universe. ...
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"I'm curious, why did they sum up such a strange Pythagorean theorem?" I read the printed manuscript in my hand and felt a lot.
"Well ... I think it's because of wormhole K09." Guhe searched the database. "It happens that there is a medium-sized wormhole with a small radius of curvature near their planet, and the nearby space is slightly distorted because of it."
"Even so, don't they ever doubt those so-called natural constants? 2.0 13 power, what a strange number! From an aesthetic point of view alone, this formula is problematic. "
"I don't know the true face of Lushan Mountain, I am only in this mountain!" The ancient river also sighed, "don't evaluate their wisdom from our point of view. Perhaps our civilization is also in a more distorted space-time. Don't you think pi 3. 145438+06 is also a very strange number? "
I froze for a while and couldn't speak for a long time.
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Next, I will record the communication tools of lizard man: corn and crop circles.