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properties of h:
limiting count number.
No real or sub reals exceed it.
Finality is based.
Some basic properties:
h + q = h
qh = h
h^2 = h
h * 0 = 1 (major theme)
1/h = 0
h/0 = h
h = 1/0
N = {1, 2, ..., h}
also because of h + q = h I was thinking that there is such a number that h - c = 1.
I call this the crux or horizon. Asuka's horizon/crux.
also it's lead me to hypothesis that because c is a very large number it probably has similar properties to h so then there might be many different cruxes such that h - c_2 = h but c_1 - c_2 = 1.
where c_h is the smallest crux.
also the series of 1/n approaches h.
