User blog comment:Simplicityaboveall/Extremely Large Numbers 3/@comment-29014792-20160801191948/@comment-25912386-20160801220431

Deedlit11 ! Thanks for your comment but please show me that the following argument is wrong :

The Rayo's number is not infinite ! Right ?

If it is less than infinity, let it be X, a very very large finite number ! Right ?

The value of q in my heshbar-q function can have any large finite value, even equal to Rayo's number. Right ?

And we obtain a value for heshbar-q which is very very much larger than the Rayo's number. I use the personal term " almost-infinitely " larger than. The value of the heshbar-q function can therfore be almost-infinitely larger than any large finite number ever " constructed " on this site !!