On 8/4/2018 at 1:37 AM, Spider said:Imagine the smallest number possible. Halve it. Then divide that number by the amount of craps I don’t give.
This statement is mathematically problematic. By definition there is no smallest imaginable number, because as you yourself note, any number can simply be halved to become even smaller. And then I'm not sure I understand how many craps I'm dividing by. Is it zero? Because then the result is undefined, or in some cases infinite. Is it really small? Cause if it's less than one, that actually makes how much you care bigger. If it's more than one, well, then you do actually have some craps to give. For some reason I feel like you actually don't care very much, but that's the only interpretation not supported by your statement!