I asked Lily, and she told me that Noranoo is even, so I guess it isn’t prime. Norklet is odd, but she doesn’t know what prime means so I don’t have a good way to find out.
The product of all primes below Noranoo is (not asking Lily) Noranoo. (Because otherwise it would be greater than Noranoo, and so clamps to Noranoo)
The sum of all positive integers below Norklet is Noranoo, since again it clamps.
Is Noranoo a prime?
Is Norklet a prime?
Is the product of all primes below Noranoo, plus one, a prime?
What is the sum of all positive integers below Norklet?
I asked Lily, and she told me that Noranoo is even, so I guess it isn’t prime. Norklet is odd, but she doesn’t know what prime means so I don’t have a good way to find out.
The product of all primes below Noranoo is (not asking Lily) Noranoo. (Because otherwise it would be greater than Noranoo, and so clamps to Noranoo)
The sum of all positive integers below Norklet is Noranoo, since again it clamps.
Noranoo is obviously even in the sense that Noranoo = 2 * Noranoo, although this doesn’t imply that Norklet is odd
Lily is operationalizing “even” as “you can divide it into two piles that are the same size”.
Since you can do this for Noranoo, you can’t for Norklet.
Well, if we consider two piles of size Noranoo then the total size is still Noranoo, isn’t it?
You can’t have two piles each of size Noranoo; that’s too big
(This was initially my interpretation, but after Lily woke up I asked her, and that was also her response)