X-Andrew-Authenticated-as: 7997;andrew.cmu.edu;Ted Anderson
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Thu, 16 May 91 02:14:01 -0400 (EDT)
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Date: Thu, 16 May 91 02:13:56 -0400 (EDT)
Subject: SPACE Digest V13 #559
SPACE Digest Volume 13 : Issue 559
Today's Topics:
Re: Advancing Launch Technology
Re: SPACE Digest V13 #517
Toward 2001 - 13 May
Press kits/ STS FAQ/ Thank you
Locating Cape Canaveral
Re: 2001 and "The Endeavor"
Re: Why the space station?
Re: Saturn V and the ALS
Re: Honking at cyclists...
Re: Honking at cyclists...
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From: pasteur!dog.ee.lbl.gov!hellgate.utah.edu!caen!zaphod.mps.ohio-state.edu!rpi!news-server.csri.toronto.edu!utgpu!watserv1!watdragon!watyew!jdnicoll@ucbvax.Berkeley.EDU (James Davis Nicoll)
Subject: Re: Honking at cyclists...
Granted, C is the important limit on how fast we could grow (and
I did say at one point 'ignoring C' when I was talking about Eating The
Universe) but all that means is that we run out of resources to continue
our current growth rates sooner rather than later. I was disagreeing with the
thesis 'Human wants will grow unbounded, and so will our use of resources'.
Anyway, if there are 5x10**9 humans at 50 kg each, and they grow
at 3% a year, and the universe masses 100x10**9 (Number of stars) x 100x10**9
(number of galaxies)x1000 (Fudge factor in case there's *lots* of dark matter)
x 2x10**33 kg (mass of a sol-type star), it still only takes ~3700 years
(Given no speed limit) for the mass of all humans to equal the mass of the
universe. Since we can't ignore the C limit, our rate of increase of demand
will *have* to decrease before AD 5700.
Note I am *not* saying the standard of living of all humanity couldn't
be indefinitely maintained at a higher level than today. I just saying it