True
But I don't think they would have said "a subset of" if the sets were identical.
True
But I don't think they would have said "a subset of" if the sets were identical.
Well what I learned in school was that zero was both positive and negative. I knew some people consider the natural numbers don't include zero, but I didn't know for some zero isn't even positive.
Why a subset? They're the same thing right? I guess it could be about the zero?
I think that when the funder is the State, laws make that a bit more difficult than when it's completely private. Although it doesn't completely solve that problem ofc.