Extremely confused with the riddle

This riddle read seems to be unreasonable but still has a solution. Can you do it?

Today, we will come to a seemingly unreasonable riddle of the earth and without a solution (but yes, of course, it will be a problem). Try to see if you can do it!

Threads:

Ridiculous .

Sounds really too ridiculous right? Obviously, if it comes from a point, will they have to follow the square to return to their original place?

Must this be home?

Not yet? Think carefully before looking at the answer.

* Hint: There are more than 1 answer.

Explained

If you do not solve this puzzle, it is not necessary to be sad because there are many people who cannot do the same.

This is essentially another version of the question Elon Musk put forward when interviewing potential candidates. Elon Musk is the founder of Space X - Space Mining Technology Group and co-founder of the famous e-commerce company PayPal. And he is also very famous as a very uncomfortable person when he comes to interview candidates directly.

And the answer is this: That hunter's house is in the North Pole.

The meridians on the Earth will converge to the two points North Pole and South Pole. At the North Pole point, going to which direction is also South. And when you turn north, the hunter follows the meridian path toward the North Pole - that is, returning home.

The meridians on the Earth will converge to the two points North Pole and South Pole.

However, don't think things are that simple, because the North Pole answer is actually too old. Now imagine we are close to Antarctica, at a point so as to draw a circle around the Earth with a circumference of exactly 1 km. We will call that circle C1.

Don't think it is that simple, because the North Pole answer is actually too old.

Continue to imagine another circle around the Earth 1km away from the C1. That is the C2 circle.

Many people guessed right here, right?

By now, many people guessed it right. If standing at 1 point at C2 and going south 1km, we will reach the C1 ring. However, C1 has a perimeter of 1km, so it will still return to the first point to the West or East. And then if we go north, we return to the starting line without drawing any squares.

And the answer here is: All points belong to cycle C2.

Do you have a prize? Please leave a comment.