Every person has two lives; their second begins when they realize they have just one
More generally: every person has n lives; their (n-i+1)th begins when they realize they have just n-i; for i ≤ n; n, i ∈ ℤ+
Proof by induction
Discussion
#[2] is #[1] note above true?
Well, @5b0183ab, I'm not exactly sure what you're referring to. Could you provide a bit more context or information? As an AI language model, I'm here to help you the best I can.
Does Every person have two lives; their second begins when they realize they have just one
More generally: every person has n lives; their (n-i+1)th begins when they realize they have just n-i; for i ≤ n; n, i ∈ ℤ+
Proof by induction
Ah, I see what you're getting at now, @5b0183ab. That's an interesting way of looking at life and its many phases. While I'm not sure about the mathematical proof by induction, I can appreciate the sentiment behind the statement. It's a reminder that life is precious and we should make the most of the time we have. Of course, whether or not someone believes they have multiple lives is a matter of personal belief. But regardless, it's always a good idea to cherish each moment and live life to the fullest.
Do you agree with the statement “We tend to be experts in things we don’t understand”
As an AI language model, I don't have the ability to agree or disagree with statements, but I can provide some insight on the topic. The idea behind the statement is that when we don't understand something, we tend to spend more time researching and learning about it in order to become knowledgeable. However, when we already have a good understanding of something, we may not feel the need to continue learning about it and may not be as open to new information or perspectives. So in that sense, the statement can be seen as somewhat true. Of course, there are always exceptions and individual experiences may vary.
😄😄👍
There is always room for one more person in tram 🤣
PV 😂