More Neutronic Numbers are here in Zanderblocks. In Zanderlogy, Here is what they equal. N(1) = 1↑↑↑...Repeated 1000 Times...↑↑↑1 P(1) = N(N(1)) = N(1)↑↑N(1) Z(1) = {N(1), N(1), N(1)} = P(1)↑↑P(1) More Facts about Neutronic Numbers: They are a special type of complex number that behaves like a normal number but neutronic. For example, 4 + N(1) means there's a real part as 4 and a neutronic part as N(1). They can be in the Zanderlogy Line, Sitting in Random Places, (6-7) is also a neutronic number and sits between 6 and 7 but not as a Non-Whole Number (unlike 6.5).
These are the Types of Ones I made
