Use a few graphics to make a story

① There are several geometric figures. You can combine them freely and use your imagination to make up a story or imagine a scene and write an article of about 500 words

Summer in the graphics kingdom is so hot! A group of good friends - triangles, circles, squiggles and slashes - are back together again.

What are they talking about?

The triangle said: "Oh, how can we endure this hot day!"

The circle said: "What are you in a hurry for? Go buy some ice cream and we'll be done." "

"Are you stupid? Can you buy it? That ice cream is made by humans. It's a rare imported product. It's so expensive! I can't even buy a piece of ice cream. ." Slash reminded, tilting his head.

Yuanyuan was helpless, rubbing his belly and sighing, "Ahem, then I have to endure it."

At this time, the wavy line curled up on the ground spoke. . "Have you forgotten? Our old king just told the story of human beings' looking at the plum blossoms to quench their thirst. Why don't we make an ice cream ourselves to relieve the heat in our hearts." Everyone suddenly became enlightened and started to give it a try.

The triangle woke up first, rolled over, stood upside down, and shouted: "How about it, do I look like a cone?" The wavy line did not hesitate and jumped on top of the triangle. , raised his ***, bowed his waist, and said with a playful smile: "Hey, I am the delicious ice cream." You look at the circles and diagonal lines, and I look at you, and you will immediately come up with a good idea, and combine them into A big cherry covered the wavy armpit.

Wow, "hard work pays off", a standard ice cream was successfully assembled.

Haha, the diagonal line sucks and sucks hard, it feels so good; the round shape sucks and sucks comfortably, it is beautiful; the wavy line twists and twists comfortably, so good! The triangle can be unbearably tired, swaying, swaying. "Oh, I can't stand it anymore!" As soon as he finished speaking, he fell flat on the ground, and the three friends also fell on their backs.

"Ahem, it seems that looking at plum blossoms to quench thirst is not enough." The triangular-shaped head was pointed, and he said to himself thoughtfully.

"Then what do you think we should do?" Circles, slashes, and wavy lines asked in unison.

"Let's play it real." Triangle made up his mind and said: "Let's jointly report to the old king and ask him to approve a loan, buy some equipment from humans, and open an ice cream shop. Square."

Yuanyuan was happy, "This is a good thing, you can eat enough every day."

Xianxian bent over with a smile, "We do wholesale, and we can make small profits. "Sell it."

The wavy line jumped three feet high with excitement, "Hey, you can also export it to humans to make money."

Not to mention, the old king of the graphics kingdom is very good. Enlightened, with a wave of his pen: Approved! Just one week later, the ice cream delicacy shop opened grandly, and customers lined up in a long line. Know who's first in line? Even the old king wants to taste delicious food to cool down

I hope LZ adopts it~~~~~~~~~~

② Self-made 200-word topic for graphic story composition

In this beautiful spring, the rapeseed flowers bloomed with smiling faces, like a golden carpet.

In a village, there is a path leading into the distance. There is a big tree next to the path, and there is a fence next to the big tree. Inside the fence is a field of rape flowers. Xiaomei and Xiaoming were playing. Suddenly, a golden butterfly flew over. Xiaomei and Xiaoming saw the yellow butterfly and thought: This butterfly is so beautiful. It would be great to catch it home and put it in a cage to play with. OK! After thinking about it, I started to catch butterflies. The butterflies flew east and west, but I couldn't catch them. At this time, the butterfly suddenly flew into the cauliflower bush and was nowhere to be found. Xiaomei thought for a while and said: "The butterfly flew into the cauliflower and couldn't be found. It's because the butterfly is yellow and the rapeseed flower is also yellow, so the butterfly flew into the cauliflower and disappeared."

③ According to your imagination, add a few strokes to each picture below to make it something new, and connect several things to make a story.

In the world of graphics, there is an arrogant square. No matter who he meets, the square likes to boast about himself: "Ah! How beautiful I am, my body shape How symmetrical! The sides are the same length and the angles are the same size! If you draw a straight line perpendicular to the sides in the middle of my body, and then fold my body in half along this straight line, they will fit together exactly. Do you? Is there any figure in the world that is more complete than mine?" As time went by, everyone became annoyed with it and hid far away when they saw it.

So Square had to walk alone on the street. Walking around on the street to kill time. As the days passed, Square felt very lonely. No one talked to it or played with it. So Square decided to find a good friend. Square was walking on the road when suddenly, Square saw a round tire rolling past it. Square quickly ran over to look at the tire's face to see if it was the friend it was looking for, but it was not. Square continued walking forward and saw another triangle. Square ran over to look at the face of the triangle again, but unfortunately it was not the same. Square had to walk forward again, and saw a rectangle, so he ran in front of the rectangle and looked at the face of the rectangle. This time he found a friend. Square was very happy. Square He quickly said to Rangfang: "We should be more than just friends, maybe we are distant relatives!" Rangfang said: "That's not the case." Rangfang said excitedly: "Yes, we are good friends. We have the same thing. The characteristic is that we all have four right angles, the opposite sides are parallel and equal, and the diagonals bisect each other." The rectangle looked at the square carefully, then looked at himself, and said in surprise: "It's really like what you said. Then we will be good friends from now on.”

Square finally found a good friend, and from then on, it stopped bragging about itself, because it knew that there were many, many more beautiful things than itself in this world.< /p>

In the kingdom of geometric figures, there are triangles, squares and circles, which have been playing together. The triangle is flexible because it can become larger or shorter, and can be straightened. You can also sit crookedly. The square is regular because it can only get bigger or smaller. The circle is the smoothest, because the circular shape can roll very far, which means that the circle can roll very far. It's very fast. Just pull the two ends of the circle and it can become an oval. If you fold the circle in half, it can become a semicircle. If you fold the circle in half twice, it can become four fan shapes. They are really Ever-changing! These are the basic shapes in the kingdom of geometric figures. They are the closest friends and good brothers.

The three brothers left the kingdom of geometry. They traveled over mountains and ridges, climbed mountains and waded in rivers. , after a lot of hard work, they came to a prosperous city. Triangle looked at the city and said: "Ah! So many high-rise buildings, so many cars and people, there are so many people coming and going!" Square heard many voices, Said: "The noise here is so noisy, this city should be made more peaceful." Yuan Yuan saw the city and said: "Look, these houses and pavilions may have been washed away by the flood, and people have no place to live and rest." ." The triangle had more ideas, and he said: "Let's build some houses and pavilions so that people can have a home and a place to rest." The triangle becomes the roof, the square becomes the wall, and the circle becomes the window. This is a house. The triangle becomes It forms the top of the pavilion, the square becomes the pavilion pole, and the circle becomes the table. This is the pavilion. At night, the lights here are like colorful fireworks splashing down on the world, and the strings of car lights on the road are like a long river flowing endlessly.

The three brothers left the city and came to the woods again. They saw that all the trees were cut down and the birds had no place to live. Triangle said: "Let's change a tree!" As he said, Triangle It turned into leaves, the squares turned into tree poles, and the circles turned into bird's nests, giving the birds a beautiful and warm place to live. A man walked by, and the three brothers felt that the man was very thirsty. The triangle said: "Let's become fruit trees!" As he said, the triangles became leaves, the squares became tree stems, and the circles became fruits. When the man saw a fruit tree, he went to pick fruits, and the forest became a tree again. There are fruit trees.

The three brothers helped others while playing. It is really worth learning!

④ Make up a story about what the following graphics look like. Please help.

The round one is the moon and the half circle is the sun! You can add a few strokes.

⑤ Question: What pattern can be formed by the five shapes of triangle, circle, oval, square and rectangle, and then make up a story based on the pattern

I just finished reading it on a weekend night Zhou Xingxing couldn't sleep in the eleventh part of "Harry Potter". He decided to follow the instructions in the book and start making a flying broom himself, and he must learn how to use the broom to fly.

Zhou Xingxing Xingxing opened the book again and quickly turned to Chapter 4, Section 6. On page 472, he found the steps and necessary materials for making a flying broom. This was not a simple matter. But Zhou Xingxing had plenty at home. Weird materials, this is not difficult for him at all.

Well, the materials needed are: a broom stick, preferably walnut, must be rectangular. A circle The ball must be made of glass, preferably crystal. A dustpan must be triangular. A group of branches must be cut into an oval shape. Finally, there is a cushion, which must be square.

Zhou Xingxing searched in the tool room for a long time, and finally found everything. But he still had to tie them together before he could finish the job. The book said that he had to use the saliva of a bat. This was considered a success. Zhou Xingxing was stumped, what should we do?

Zhou Xingxing ventured outside the house, found bat saliva from the door of the old warehouse, and completed the flying broom. Okay, now he starts learning flying skills. .Soon, Zhou Xingxing will be able to start his flight.

⑥ Use graphics to make a story

The Seven Bridges Problem

Today’s Kalinin Grad, formerly known as K?nigsberg, is a historic city. The scenery of Columbia City is charming, with the rippling Pleg River running through it. There is a beautiful island in the center of the river. The two tributaries of the Pu River merge into a large river around it, dividing the city into four areas as shown in the figure below; Island Area (A), East Area (B), South Area (C) and North Area (D) . There are seven bridges across the Pleg River and its tributaries, five of which connect the river bank to the island in the middle of the river. This unique bridge group has attracted many tourists to take a walk here throughout the ages!

As early as the 18th century, local residents were interested in the following interesting question: Could it be possible to design a walk so that each of the seven bridges could be crossed once and only once? This is the famous K?nigsberg Seven Bridges problem.

If readers are interested, they can draw a map and try it out for themselves. However, I want to tell you this: It is extremely difficult to try all possible routes! Because there are no less than 5,000 possible routes, trying them all is easier said than done!

The magic of the problem actually attracted the genius Euler (1707～1783)

In 1736 AD, the 29-year-old Euler submitted a paper titled "Euler" to the St. Petersburg Academy of Sciences. The essay on "The Seven Bridges of K?nigsberg" begins as follows: "The branch of geometry which deals with lengths and lengths has been eagerly studied, but there is another branch which has hitherto been almost entirely unexplored; Leibniz first mentioned it, calling it "geometry of position". This branch of geometry discusses relationships only related to position and studies the properties of position. It does not consider length or size, nor does it involve the calculation of quantities. , but so far there has been no satisfactory definition to describe the subject and method of this positional geometry?"

Then, Euler used his skillful transformation skills, as shown in the figure below, Transform the Seven Bridges of K?nigsberg problem

into a simple "one-stroke" problem of geometric figures that readers are familiar with: that is, whether the pen can be drawn in one stroke without repeating without leaving the paper. Graphics?

It is not difficult for readers to find that the points A, B, C, and D in the picture on the right are equivalent to the four areas in the seven-bridge problem;

And the arcs in the picture, It is equivalent to a bridge connecting various regions. It was on the above basis that the clever Euler established the famous "One-stroke Principle" after painstaking research, thus successfully solving the K?nigsberg Seven Bridges Problem. However, to understand Euler's unique thinking, we have to start with the connectivity of the "Network B".

The so-called network refers to certain graphics composed of points and lines. The line arcs in the network have two endpoints and do not intersect with each other.

If any two points in a network can find an arc in the network and connect them, then such a network is called connected. A connected network is called a context. Obviously, among the three figures above, Figure I is not a network, because it has only one arc with only one endpoint; Figure II is not a network, because the two arcs in the middle intersect, but the intersection is not a vertex; Figure III Although it is a network, it is not connected. The graphic of the Seven Bridges Problem is not only a network, but also a context! If a point in the network has an odd number of arcs that intersect with it, such a point is called a singular point. Otherwise,

is called an even point. Euler noticed: For a network that can be drawn with "one stroke", it must first be connected;

Secondly, for a certain point in the network, if it is not the starting point or the stopping point, then , the arcs that intersect at such a point must be in pairs, that is, such a point must be an even point!

The above analysis shows that singular points in the network can only be used as starting points or stopping points. However, for a figure that can be drawn in one stroke, the number of starting points and stopping points is either 0 or 2. As a result, Euler came up with the following famous "one-stroke principle": "For a network to be drawn in one stroke, it must be connected, and the number of singular points is either 0 or 2. When When the number of singular points is 0, all arcs can be arranged into a closed circuit. "Now the reader can see that the number of singular points in the seven-bridge problem is 4. (See picture above). Therefore, it is impossible to find

a route that passes seven bridges but takes each bridge only once! The two behemoths of the animal world pictured below can both be completed with one stroke. Their numbers of singular points

are 0 and 2 respectively. What needs to be mentioned by the way is: since the veins that can be drawn with one stroke should have no more than two singular points, then the veins that can be drawn with two or more strokes should have no more than two singular points. What should be the limit on the number of points? I think smart readers can answer this question. On the other hand, the converse question requires careful thinking: that is, if the number of singular points in a connected network is 0 or 2, can it definitely be drawn with one stroke? The conclusion is yes! And there is: "A vein containing 2n (n>0) singular points requires n strokes to draw."

⑦ Look at the pictures and write; there is a set of figures below, what do you think they look like? Can you make a reasonable imagination based on this set of graphics and make up a story?

Where are the pictures?

⑧ There is a set of graphics triangles, circles, and circles. Write a short story based on the graphics.

Circles like triangles. One day, triangles and circles climbed a mountain and got married. The triangle is hurt! The circle said, "Let me carry you." The triangle said, "I'm very heavy and you can't carry it!" I don’t believe it! So the circle turned into an oval!

⑨ Comprehensive composition of adding a few strokes of graphics to make up a story

Anger is an emotion that everyone will have. Often things do not go as expected. Sometimes; we will do it because of some people You may feel angry because of something someone said, or you may feel angry or aggrieved because of something someone around you has done. However, if a person is often angry or always sulky, it will have adverse effects on the body and mind.

Everyone has different reasons for being angry. There was once something that made me very angry and angry: last semester, when my good friend and I were chatting animatedly in the corridor, a classmate He suddenly stepped in between the two of us and took her away without even saying a word to me. Finally, he left me alone. Although I didn't say anything at the time, I felt a surge of anger.

The same thing has happened many times, but this classmate is still the same. In the past, I always tolerated it again and again, until I was already furious and fuming, an idea suddenly came from me. A flash occurred in my mind. As long as I was chatting with my good friend and she came to see her again, I would tell her that I was leaving first. Although my good friend thought it was strange at first, I then put my After discussing my ideas with her, she not only clearly understood why I wanted to do this, but also told me her own thoughts.

But because of this, I didn’t get along very well with that classmate in those days.

During that week, I also tried to calm down and think about how to get along well with that classmate: first chat with my good friend, and when she wanted to take my good friend away, I I stretched out my hand to grab her, and don't let her be taken away so easily. Unexpectedly, not only was she not angry, but she also said: "Then let's go together." I was really surprised to hear her say that. In the following days, I tried to When I went to chat with her, I found that she was just being honest but not malicious. From then on, we cleared up all the differences and became very good friends.

After this incident, I understood a truth. "Angry" only punishes myself for the faults of others. However, "happiness" is like perfume. When it is sprinkled on others, I will also be stained by it. The above point is that as good karma increases, things will become easier to do. Now when I face "anger", I first leave the people, things, and things that make me angry, take a deep breath to calm myself down, and then think calmly about whether this matter is worth being angry about, or think about something happy, and go to the piano room to play Play a few of your favorite songs, try to stand in the other person's position, don't judge things subjectively and judge the other person, look at things from different angles, and then find the most appropriate solution

⑩ Use graphics Make up a story

Composition, can you write a joke?

It is said that one day, the triangle and the square met together on the road. Somehow the square offended the triangle, and was beaten by the triangle. The next day, Square was not convinced, so he called his brother Yuan Yuan to help him vent his anger. On the same road, a trapezoid walked towards him. Square and Circle beat the trapezoid inexplicably without saying a word. The trapezoid was wondering why it offended someone, and was about to refute, but the square explained: You kid Do you think we won’t recognize you if you have a bald head?

The reward points are quite low, and the requirement is 400 to 500 words, so I am not very motivated to write. . . That's it for now.

Text: "Transformation"

In the city of geometric figures, there are various shapes, and the triangle is one of them. It is busy every day. After get off work, I live the same life as an ordinary office worker. In the company, the relationship between the triangle and the boss is very disharmonious. The reason is that it has "sharp corners" on its head that other shapes do not have, so it often "confronts" the boss and gets into conflicts with the boss. This makes the triangle professional Life is not always smooth sailing.

It is said that one day, Triangle passed by a beauty salon on his way to get off work. The advertisement of the beauty salon read: "Want to change yourself? Then come and join in the beauty "transformation" "From now on, change yourself." The triangle was attracted by the beauty salon's advertising slogan. It wanted to change its relationship with its boss, so it entered the beauty salon and started its journey after reaching an agreement with the boss. The "transformation" journey... It changed itself into a trapezoid in order to remove the "different" sharp corners and avoid contradicting its boss. After deformation, it returned to the company, and even its boss greatly appreciated the change. The triangle transformed into a trapezoid was reused by the boss.

However, although the triangle transformed into a trapezoid can be reused by the boss, it cannot be further promoted in the position. A colleague told it: "Your boss likes to deal with people who have extensive contact with upper-level leaders. Although you have changed your previous attitude of contradicting your boss, your communication scope is still very narrow." After turning into a trapezoid, the triangle suddenly realized, and again It walked into the beauty salon again and made an agreement with the boss again... This time it turned itself into a square and completely "smoothed" its head. Transformed into a square shape, it once again attracted the attention of its bosses. It was able to deal with them in private and became a man of the hour in the company.

Even so, it still failed to fully gain the trust of its superiors.

The colleague told it again: "Although you can deal with your bosses in private, you have not yet entered their private lives unless you can share the blessings and difficulties with them. , that is to say, you must have the same interests and hobbies as your bosses. Only in this way can you be truly valued by your bosses..."

Inspired by his colleagues, he once again entered the beauty salon. The owner of the beauty salon liked the customers who came to the beauty salon twice in three days. The owner smiled and asked: "What do you want to be like this time?" The triangle that had changed into a trapezoid answered seriously: "I want to be like this this time. Turn it into a circle, please turn me into a circle.” So, it became a circle again, and the triangle that became a circle could finally enter the boss’s private life. The bosses liked it very much. character, so he was promoted to the position of a company executive. From then on, he became a round triangle and enjoyed a completely different life from before.

However, things did not go so smoothly. Because a bribery incident involving a company's top executives came to light, the rounded triangle was taken to the police station along with its bosses. Ironically, This time it was finally able to truly "share the blessings and share the difficulties" with its superiors. Even the triangle after turning into a circle couldn't figure out how it could end up like this.

What I wrote is a satirical fairy tale. I personally think it will be very meaningful. Since I wrote it temporarily by myself, if you think it is good, please submit it. Don't forget that you still have to make some changes. Please change it and give me a share~~~