This reads very, “Well, I ask a four year old if they are a dragon they might say yes, and I know they are not a dragon!”
Yes, there are cases where information can lead you to an answer in a binary question. The more basic the question, the easier this is. But the more complex a problem becomes, the harder it is to disprove.
You can’t just say N doesn’t equal N(P) because it can’t. Prove it.
A woman menstruating proves the negative on her being pregnant.
Violent silence coming from @MuntedCrocodile@lemm.ee lmao
This reads very, “Well, I ask a four year old if they are a dragon they might say yes, and I know they are not a dragon!”
Yes, there are cases where information can lead you to an answer in a binary question. The more basic the question, the easier this is. But the more complex a problem becomes, the harder it is to disprove.
You can’t just say N doesn’t equal N(P) because it can’t. Prove it.
sure
Huh, that was easy.
So how is your day going?p
rainy