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- #N Infinite glider hotel
- #O David Bell, dbell@pdact.pd.necisa.oz.au, Oct 9 1992
- #C The name is derived from the old mathematical
- #C "infinity hotel" scenario, where a hotel with an
- #C infinite number of rooms always has room for more
- #C guests by shuffling the old guests around. Here two
- #C pairs of double Corderships are pulling slowly apart
- #C at c/12 such that there is an ever-lengthening glider
- #C track between them. Every 1920 generations another
- #C glider is injected into the glider track, joining the
- #C gliders already circulating there. Eventually an
- #C arbitrarily large number of gliders will be traveling
- #C around the track.
- #C The tricky bit to this construction is that even
- #C though all the previously injected gliders are
- #C repeatedly flying through the injection point, that
- #C point is guaranteed to be empty when it is time for
- #C the next glider to be injected!
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