We will encounter many problems in the game, such as how many times the energy released by earthquakes differs. Many users have a headache when encountering this problem. After reading the solution to this problem written by the editor of Source Code.com, you will find that this problem is really Simple.
Question: Guess, if the magnitude of an earthquake differs by 1, how many times does the energy released differ?
Answer: 32 times .
parse
The magnitude of the earthquake is divided into levels of energy released by the earthquake source. The energy released by the earthquake determines the magnitude of the earthquake.
The greater the energy, the greater the magnitude. For every 1 magnitude difference, the energy difference is about 32 times.
For example, a magnitude 6 earthquake releases as much energy as 32 magnitude 5 earthquakes.