I TO THE N

If you remember from algebra, i is the square root of negative one. And they told us it was an "irrational" number. I guess that the mathematicians realized that "irrational" had some negative connotations, so they also call those irrational numbers "complex" numbers. Not that that sheds any more light for those of us who do not easily see the relationships revealed by complex numbers... I never did understand that stuff in high school, but since then I have certainly had some experiences that have defied anything resembling "rational" explanation. But it was clear that these experiences were IMPORTANT and SIGNIFICANT. One of my friends suggested the term "super rational." I liked it immediately. So, if we go back to the n part of the i to the n, we see that if n is 1, then i to the n is i, and thus i to the n is super rational. On the other hand, if n is zero, then i to the n is 1. And if n is some odd number other than 1, then i to the n is some other complex or {super rational)..