Amiga Plus Extra 1996 #3/AmigaPlus_CD-ROM-EXTRA_Nr.3.bin/aminet-spiele/bunte mischung/axlife/patterns/sawtooth.life

Text File | 1993-09-21 | 3KB | 293 lines

#N Orthogonal sawtooth with expansion factor 6
#O Dean Hickerson, [e-mail]  8/14/92
#C Population is unbounded but does not tend to infinity.
#C Its graph is a sawtooth function with ever-increasing
#C teeth.  More specifically, the population in
#C generations  t  near  28*6^n  is about  t/5  if  t  is
#C odd and about  3t/20  if  t  is even, but the
#C population in generation  14*6^n - 84  (n>=2)  is only
#C 610.  (Even more specifically, the population in
#C generation  t = 28*6^n + 12  (n>=1), is 3t/20 + 603
#C and it drops to  t/5 + 647  in the next generation.)
#C
#C This uses a spark from a period 4, speed c/4
#C orthogonal spaceship, found by Hartmut Holzwart, to
#C turn 2+1/2 pairs of LWSSs into a loaf, which is then
#C pulled back by subsequent pairs of LWSSs. When the
#C loaf is pulled all the way back, it gets deleted and
#C the cycle begins again.
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