Fast Growing Hierarchy | Calculator High Quality

def f(alpha, n): if alpha == 0: return n+1 val = n for _ in range(n): val = f(alpha-1, val) return val

In the shadowy depths of computational googology—the study of large numbers—lies a beast unlike any other. While most people are satisfied with a million, a billion, or even a googolplex, a niche community of mathematicians and programmers chases something far more elusive: fast growing hierarchy calculator high quality

. Even at this low level, the output is 24, which is small, but is already 65,536, and is a power tower of 2s that is 65,536 levels high! If you'd like to dive deeper, I can help you: (like Up-Arrows vs. FGH). Find the FGH level of a specific famous large number. def f(alpha, n): if alpha == 0: return

[Step 1] f_φ(ω,0)(4) = f_φ(ω,0)[4](4) [Step 2] φ(ω,0)[4] = φ(4,0) [Step 3] f_φ(4,0)(4) = f_φ(4,0)[4](4) ... If you'd like to dive deeper, I can