How many total adresses can be created on hz? any idea?
Good question. The answer is a lot...2^64
ah, I see. That is 2^64 = 18446744073709551616 = 0.018 * 10^21
So with my back-of-the-envelope calculation I actually hit the upper bound quite well:
... here is an (inaccurate) upper bound ... 10^21
I only overestimated it by a factor of 54. *lol*
That also means, that: No, it is
... not
surjective on the bounded lattice (0≤x<10^21 for every x in |N).
New attempt at grasping that number:
2^64 = 18,446,744,073,709,551,616 ~ 18.4* 10^18 ("18.4 quintillion")
/
7,326,263,793 = 2.5 billion HZ addresses per living human
or if we (exclude plants to apply for a HZ address, and only) count all living animals in:
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20,000,121,091,000,000,000 = 0.922 HZ addresses per living animal.
HEY, THE hz ADDRESSES WON'T BE ENOUGH (for every animal on Earth).
