EnigmA Amiga Run 1998 July/EnigmA AMIGA RUN 29 (1998)(G.R. Edizioni)(IT)[!][issue 1998-07 & 08].iso/earcd/grafica/video easel/xlife/max.life

Text File | 1996-10-03 | 2KB | 63 lines

#C MAX, the smallest known example of a "spacefiller".
#C This is the fastest-growing known pattern in Conway's
#C Game of Life (possibly the fastest possible). It fills
#C space to a density of 1/2, conjectured to be the
#C maximum density, and does it at a speed of c/2 in each
#C of the 4 directions, which has been proven to be the
#C maximum possible speed.
#C
#C Population growth is
#C   [(t+19)^2+463]/4 for t divisible by 4;
#C   [(t+19)^2+487]/4 for t even, not div. by 4;
#C   [(t+18)^2+639]/4 for t odd.
#C
#C Original construction, top/bottom stretchers by
#C Hartmut Holzwart; Size optimization, left/right
#C stretchers by David Bell; Original idea, middle part,
#C l/r stretcher connection by Al Hensel.
#C This spacefiller by David Bell, September 1993.
#P -14 -21
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