If the lamp is not unplugged, it will not turn on, and the reason will not be clear. proverb. It means that the speech must explain the truth clearly and thoroughly. Example: Chapter 5 of "Jilu Spring and Autumn" by Guo Minglun and others in modern times: "As the saying goes: 'The lamp will not be turned on until it is turned on, and the reason will not be explained.' Once the truth is revealed, the wind blows away the clouds, and each other no longer cares about a word or a half. Extreme. ”
The momentary strength depends on strength, and the eternal victory or defeat depends on reason. proverb. It means that short-term strength depends on strength, but long-term victory or defeat depends on reason. It means that if you want to win all the time, you must have your own reasons. Example: Chapter 62 of "Bao Gong's Case" by An Yushi in the Ming Dynasty: As the saying goes: "The strength of a moment depends on strength, and the victory or defeat of eternity depends on reason." I helped Governor Ni do good deeds, but why did I feel guilty?
With reason, one can travel all over the world, but without reason, one cannot move even a single step. proverb. It means that if you act according to reason, it will work wherever you go; if you don't act logically, you will hit a wall everywhere. It means that one must be reasonable when doing things. Example: Chapter 26 of "Breaking Dawn" by Li Xiaoming and others in modern times: We don't owe him what we don't deserve, so what are we afraid of! He dared to swallow me up, traveling all over the world with reason, but unable to move even without reason. No matter where we go, we are not afraid!
Extended information:
In order to prove a certain issue or point of view, it is correct or wrong to quote some famous quotes, proverbs, ancient documents, etc. to prove the truth. Those views that come from practice, have been proven and tested by long-term practice, and are judged to be correct are to explain a problem through reasoning.
It can also be the process of analyzing and explaining problems. It includes classic works and authoritative remarks (such as famous quotes, etc.), principles, laws, formulas, etc. of natural science.