User blog comment:GamesFan2000/EEF (Part 2: Transfinite Ordinals 1 - Alpha Part 1)/@comment-35470197-20181121070908

> This is probably beyond epsilon-naught in the FGH, possibly higher, but maybe I’m wrong.

If your estimation \(EE_0(n) \sim f_{\omega^\omega+1}(n)\) in FGH in your previous blog post were correct, then \(EE_{\alpha}(n)\) would be bounded by \(f_{\omega^{\omega} + \omega + 1}\) because \(EE_a(n)\) is bounded by \(f_{\omega^\omega+1+2a}(n)\). Therefore it is not beyond \(\varepsilon_0\) if I am correct.