folding paper game story

There was a folding paper game in our school. We were given sheets of colored paper. I chose to make a paper boat. I started by folding the paper in half lengthwise. Then I made triangular folds at the ends. It was a bit tricky, but I managed. I made several boats. We then put our boats in a big basin of water. It was like a little regatta. My boat sailed quite well at first, but then it got stuck behind another one. It was so much fun to see all the different paper boats floating and competing.

One can learn patience. Folding paper requires careful and precise movements. Just like in the story where the little girl took her time to fold the paper crane, we can see that patience is key to creating something beautiful.

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In Detective Chinatown, Liu Haoran's final folding of paper was one of the climax parts of the story. Origami represented Liu Haoran's reflection on violence and crime, and also hinted that he was trying to learn from his past mistakes and avoid repeating them. This plot also made the readers feel the loneliness and struggle in Liu Haoran's heart and his determination to find the truth.

In the fourth book," The Great Battle of the Date 02," the blackened paper folding of Yuan Yi appeared.

The folding problem of the spatial paper box was a classic mathematical problem that involved spatial imagination and folding techniques. Suppose there is a box of length L with a square of size W at the top and a square of size H at the bottom. Now, he needed to fold the box into a square with a length of 2L+W+H so that the folded size was the same as the original box. The steps for folding were as follows: 1 Fold the top and bottom of the carton in half to form a square of size L/2. 2 Join the upper right corner of the L/2 square with the lower left corner of the bottom square to form a square of size (L/2)×(L/2)+W. 3 Put the upper right corner of the square of (L/2)×(L/2)+W and the upper left corner of the top square together to form a square of size (L/2)×(L/2)+W/2. 4 Join the bottom right corner of the (L/2)×(L/2)+W/2 square with the top right corner of the bottom square to form a square of size (L/2)×(L/2)+H. 5 Finally, the upper left corner of the (L/2)×(L/2)+H square and the lower left corner of the top square are joined together to form a square of size (L/2)×(L/2)+H/2. After the folding, the square with the size of (L/2)×(L/2)+W×H/2 was the same size as the original carton. It should be noted that during the folding process, it was necessary to ensure that the shape of the joint was symmetrical and the length of the square after the joint was equal to the length of the carton.