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Salads

Salads? YES. SALADS. A salad basically has different functions and numbers that are jumbled up into one unique thing. For example, take BOX_M~.

In this blog post, I will try to define salad functions.

Salad Function #1

Salad Function #1 is denoted as S(x) and, in general, Salad Function #n is denoted as S_n(x).

S(1)=\text{Croutonillion}\uparrow^{\text{Meameamealokkapoowa}}(\text{Rayo}(\Sigma(6969)))

S(n+1)=S(n)\uparrow S(n)+E100\#\uparrow\uparrow\#\#S(n)

Simple. :P

Salad Function #n

S_{n+1}(1)=S_n(S_n(S_2(\text{Rayo(n)})))+5

S_{m+1}(n+1)=S_{m+1}(n)\uparrow S_{m}(n)+E100\#\uparrow\uparrow\#\#S_{m}(n)</math>

Salad Function #\alpha

If \alpha is a limit ordinal,

S_\alpha(n)=S_{\alpha[S(n+1)]}(n+1)

If \alpha is a successor ordinal, treat the function as S_{m+1}(n+1).

Well...

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