With tears in my eyes, I remembered something: someone was moving slowly at a speed of X kilometers per hour, and another person started at the same time in the same direction, but at twice the speed of the former. Assuming that both of them were moving at a constant speed per hour, and the earth was known to be round (hey), the total distance of one circle was X, how many hours would it take for the two to meet again? This is a test question with a geographical flaw (except for Antarctica, there is no complete circle of land in the world) and a logical problem (if you want to meet, you should go in the direction you want to go, but if you drive too fast, you should turn back).
I've been blaming the question setter for all this time. It turns out that there really is such a situation and such logic in this world =皿=
[Don't sink that boat into my house!]
[Why? Drake is full of wrecks, not this one!] Abisser is tired of hanging on the aircraft carrier all day. The ships that sea monsters like should be towed back home and sunk in some trench. You can go around whenever you have time. It would be even better if the ship broke into two parts, so you can stuff your huge body inside to sleep. This ship is also very big, enough to call other sea monsters to come and roll around, uh, even if it's a party. How beautiful, I can't help but smile when I think about it.
The significance of a ship to human beings is that it must float on the sea to be functional.
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