User blog comment:Antares.I.G.Harrison/Hello guys/@comment-26084716-20151129090632/@comment-26084716-20160101004233

Alemagno12, did you degenerate right? Because a^b is much stronger than {a,a,a,a} 4-entry BEAF.

[3,3,3,3,3] = [3,3,3,2,[3,3,3,3,2]] = [3,3,3,2,[3,3,3,2,[3,3,3,3]]] = [3,3,3,2,[3,3,3,2,G3]]

You keep degenerating until G3 reaches 1 (In the Graham Function)

Then all the 2's in [3,3,3,2,G3] would have become 1. Remove them. So we get [3,3,3,2,[Something]] where something is [3,3,3,[3,3,3,[...]]] G3 Times. Now we degenerate [3,3,3,2,Something], getting [3,3,3,[.....]] with Nested Something' times.

What about [4,4,4,4,4]? Since the fourth entry will not end in the second degeneration (3>2>1) It will provide a much larger (In googological scale)Degeneration.

Just like BEAF, [3,3,3,3,3,3] Builds apon [3,3,3,3,3] with the degenerated subject. Goes same for [4,4,4,4,4,4]

In your [a,b,c,...,x,y,z], and if we say a=100, b=101, ..... , z=126

There are 26 entries

So it would be much much larger than 4 or 5 entry BEAF