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Text File | 1996-03-31 | 30KB | 211 lines

Generations to compute: 1088 Birth rules: 00000008 Death rules: 000001f3 Number of cols in bitmap: 150 Number of rows in bitmap: 100 Initial state, numGenerations= 1088 height, width = (100,150) ...................................................................................................................................................... ...................................................................................................................................................... ...................................................................................................................................................... ...................................................................................................................................................... ...................................................................................................................................................... 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Final state, generations returned= 1088 height, width = (100,150) ...................................................................................................................................................... ............................................................XX........................................................................................ .............................................................XX....................................................................................... ............................................................X......................................................................................... ...........................................................................................................X.......................................... ...........................................................................................................XX......................................... ..........................................................................................................X.X......................................... ...................................................................................................................................................... ...................................................................................................................................................... ..XX.................................................................................................................................................. ...XX................................................................................................................................................. ..X................................................................................................................................................... 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..X.X................................................................................................................................................. ...................................................................................................................................................... .................................................XX................................................................................................... .....................................X............XX.................................................................................................. .................................XX..X...........X.................................................................................................... .........................XX.....X.....X............................................................................................................... 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