Who is the math genius among animals?

Red-crowned cranes fly in a mysterious formation, they always migrate and fly in flocks, lined up in a "human" shape, and the angle is maintained at about 110°. And the angle of the diamond crystal is also so large, the two actually "coincide".Is this a coincidence of nature, or is it a "tacit understanding"?

When the snake is crawling, it is walking in a numerical sine function graph. Its spine is like a train, connected one by one, and there is more room for movement between the nodes. If the plane coordinates of each section are fixed, and the start point is used as the coordinate origin, it is found that the snake moves regularly according to the sine function curve of 30°60° and 90°.

Polyps have a very difficult mind, they keep a "calendar" on their bodies, and every year they "carve" 365 markings on their body walls, apparently "drawing" one a day. Curiously, paleontologists have discovered that 350 million years ago, polyps "painted" 400 "watercolors" a yearAstronomers tell us that at that time, the earth had only one hour a day, and a year was not 365 days, but 400 days

The counting skills of the little ants are not inferior. The British entomologist Lightston did an interesting experiment: he cut a dead grasshopper into three pieces, about 1 time as small as the small piece, and about 1 time the large piece next to the ant nest.

When the ants found the grasshoppers, they immediately dispatched troops to transport the grasshoppers back to their nests. In about 10 minutes, 20 ants gathered around the small grasshopper, 51 ants gathered around the medium grasshopper, and 89 ants gathered around the large grasshopper. The distribution of the ant's strength is in line with the size of the grasshopper, and the precision of their numbers is impressive.

Scientists have discovered that cormorants count. In some parts of China, cormorants are used for fishing. The owner tied the cormorant to the neck with a thin rope.

When the cormorant catches six fish, they are allowed to eat the seventh fish, which is a long-standing agreement between the owner and the cormorant. Scientists noticed that fishermen occasionally miscounted and did not untie the rope around the cormorant's neck, but the cormorant did not move, and even if the fisherman hit them, they did not go out to fish, knowing that the seventh fish should be their own.

The "Bagua" web of spider knots is an intricate and beautiful geometric pattern of octagonal geometry that is difficult to draw with a well-proportioned pattern even with drawing tools such as rulers and compasses.

Honeybees, the hexagonal prismatic hives of bees once stumped many mathematicians.

There are also many mysterious mathematical "geniuses" among animals, and their skills are great!

The hive of the bee is a strict hexagonal columnar with a flat hexagonal opening at one end and a closed hexagonal rhombic cone base at the other, which consists of three identical rhombic shapes. The obtuse angle of the diamond that makes up the chassis is 109 degrees 28 minutes, and all the acute angles are 70 degrees 32 minutes, which is both strong and economical. The hive wall is millimeter thick, and the error is extremely small.

Red-crowned cranes always migrate in groups, and they always line up in a "human" shape. The angle of the "human" glyph is 110 degrees. More accurate calculations also show that half of the angle of the "human" shape, that is, the angle between each side of the "human" herringbone crane flock and the direction of the crane flock is 54 degrees, 44 minutes and 8 seconds!

And the angle of the diamond crystal is exactly 54 degrees, 44 minutes and 8 seconds! Is this a coincidence or some kind of "tacit understanding" of nature?

The "Bagua" web of the spider knot is an octagonal geometric pattern that is both complex and beautiful. Even with a compass with a ruler, it is difficult to draw a pattern that is as symmetrical as a spider's web.

In winter, kittens always hold their bodies into a spherical shape when they sleep, and there is also "learning" during this period! Because of the spherical shape, the surface area of the body is minimized, and thus the heat is also the least emitted.

The real mathematical "genius" is the polyp. Polyps keep a "calendar" on their bodies, and they "carve" 365 markings on their body walls every year, apparently one a day. Curiously, paleontologists have discovered that 350 million years ago, polyps "painted" 400 "water stall open color paintings" every year.

Astronomers tell us that at that time, the Earth had only one hour a day, and a year was not 365 days, but 400 days!