User blog comment:Tetramur/BEAF above SVO - comparison/@comment-5150073-20200219121934/@comment-37993808-20200220130802

> Pibot

I need your help in ordinals - I saw the connection between Ikosarakt's strong array system and original BEAF:

1) delete the base Omega (but only one),

2) in Hyp cos' analysis divide the sum into two parts: base (Omega^Omega) - any times you need - and remainder,

3) take the base into the power of remainder,

4) return one Omega to base (if you're using Buchholz' psi function as I do)

So, in the case of {X,X(1)X} you must split the top ordinal in psi function in w parts: Omega^Omega + Omega^Omega + Omega^Omega + ...

But I don't know - {X,X(1)X} returns BHO (that is, Omega^^w), but in {X,X(1)1,2} I must change top w by Omega - and this is my question. What is Omega^^Omega in terms of psi function? I thought it is zeta_(Omega + 1) but I missed, I think, -cause I think it is much larger.