User blog comment:Chronolegends/Numbers in CSBN/@comment-24676271-20161026190923/@comment-24676271-20161027023127

I can fill in the values.

Z is defined as the infinitization of a function, meaning that number to the power of itself a w amount of times. For example, to infinitize w: w^w^w^...^w a w amount of times is the infinitization of w. This number happens to be E0. Likewise, E(E(E(E...E0)...), the infinitization of E0, would be equal to a Z of 3.

In more formal terms: a number in Z is the ordinal that represents the limit of the previous ordinal's function. For example, Z=2 means E0. This means E0 is the limit of the first Z's function (which is omega). Due to this, it gains the number two in Z.