User blog comment:Ikosarakt1/Uncountable function cannot exists/@comment-1605058-20130802172024/@comment-5150073-20130803085253

But if we can't have the notation for some countable ordinal, does it mean that it's an ordinal measuring an absolute limit of whole googology? In that case, reaching $$\omega_1$$ is impossible too, as it stands above all countable ordinals.