Ackermann(Fibonacci(n),n!) But Fibonacci And Factorial Is Swapped. Values By The Way: Ackermann(0!,Fibonacci(0)) = 2 Ackermann(1!,Fibonacci(1)) = 3 Ackermann(2!,Fibonacci(2)) = 5 Ackermann(3!,Fibonacci(3)) = (2↑↑↑↑5)-3 Ackermann(4!,Fibonacci(4)) = (2↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑↑6)-3 Ackermann(5!,Fibonacci(5)) = (2 ↑¹¹⁸ 8) - 3 Ackermann(6!,Fibonacci(6)) = (2 ↑⁷¹⁸ 11) - 3 Ackermann(7!,Fibonacci(7)) = (2 ↑⁵⁰³⁸ 16) - 3 Ackermann(8!,Fibonacci(8)) = (2 ↑⁴⁰³¹⁸ 24) - 3 Ackermann(9!,Fibonacci(9)) = (2 ↑³⁶²⁸⁷⁸ 37) - 3 Ackermann(10!,Fibonacci(10)) = (2 ↑³⁶²⁸⁷⁹⁸ 58) - 3
