In definition, Nash equilibrium is
where the optimal outcome of a game is one where no player has an incentive to deviate from their chosen strategy after considering an opponent's choice
Let's say about a cartel case where firms in a cartel collude together. So, for one firm, it has two choices: betray or not betray. If the firm betrayed, the firms will get the amnesty from the government regardless how other firms react. If the firms not betray, if other firms betray on the cartel, this firm will loose all. The best choice is not any firm will betray.
However, I do not know why it falled into a Nash equilibrium as stated in this link
On the other hand, the behavior of cartels can be also be considered a prisoner’s dilemma. All members of a cartel can collectively enrich themselves by restricting output to keep the price that each receives high enough to capture economic rents from consumers, but each cartel member individually has an incentive to cheat on the cartel and increase output to also capture rents away from the other cartel members.
I do not understand what does "each cartel member individually has an incentive to cheat on the cartel and increase output to also capture rents away from the other cartel members" mean, by which I can link this example to Nash equilibrium.
In short, my main question here is what is "increase output to also capture rents away from the other cartel members"