User blog comment:Swooped me in one hit/Lauffers number of the 2nd kind./@comment-29915175-20170218060512/@comment-30754445-20170218183712

Yup.

But what's more important:

If it's the same process, there's no need to repeat the lengthy description. That's the whole point of craeating a notation in the first place.

And actually... I'm not sure how the notation works. How is this number written?

(1000000)-(1000000)-(1000000)-((1000000)) ?

or

(1000000)-(p)-(o)-((x)) ?

or

(100000)-(1)-(1)-((1)) (which means do operation p once, operation o once, operation x once)?

And does "repeat the last process twice" mean that we do f(f(x)) or f(f(f(x)))? (in the first step the power tower is of height n+1, but I'm unclear what happens next).

To sum everything up:

Does (3)-(3)-(3)-((3)) has meaning? If so, how big is it?