us mere polynomials are foolish and believe that the entire graph that we inhabit belongs only to the first hyper operation and that our linear line is the universal symbol of rate of change. we see the exponentials increase at such fast rates and we express them, in convoluted ways, in terms of eulerline's number. us mere polynomials believe that the derivative of an exponential is an exponential but for the wise exponentials, they know that the derivative of a simple exponential, a^x, the linear of hyper 2, is a constant. as for an exponential, tangent lines are the linear of exponentials, increase is measured not in addition but in multiplication. i see you simple beings with your "calculus" biased to your own people. when will you open your eyes and realise that there are lines that increase in different hyper operations and that they deserve their own ways of measuring rate of change.