#Life 1.05
#D Diagonal sawtooth with expansion factor 6
#D Population is unbounded but does not tend to infinity. Its graph is
#D a sawtooth function with ever-increasing teeth. More specifically,
#D the population in generation t = 8*6^n - 216 (n >= 2) is t/36 + 558,
#D but the population in generation 32*6^n - 429 (n >= 2) is only 469.
#D Dean Hickerson, dean@ucdmath.ucdavis.edu 5/14/91
#N
#P -30 -35
..***
.*...*
*....*
*..*.*
**.*.*
..**.*..*
....**..*
.....***
#P -40 -29
..***
.*..*
*....*
*..***
*.....*
.*******
.......*
.......*
.....**
#P -56 -9
..***
.*...*
*....*
*..*.*
**.*.*
..**.*..*
....**..*
.....***
#P -18 -33
..**...***
.****
*...**
.**.*.*
.
.........*
......*..*
.......***
#P -32 -17
***.*
***.*
.*........**
..*...***.**
...*......*
....*.*.*.*
.....*
#P 2 -10
...*
..*.*
.**.**
.**.**
***
***...*
.**
.*.*
#P -13 5
....**
..******
.******
*......*
.***
..**
.....*
#P -24 16
...*
..*.*
.**.**
.**.**
***
***...*
.**
.*.*
#P -48 10
**
*
#P -40 18
**
*
#P -32 26
**
*
#P -2 -28
**
*
#P 6 -20
**
*
#P 14 -12
**
*
#P -3 11
....*
**..**.***
*.....****
....**
#P -8 16
...*
.***
*
**
#P -13 26
**...**
.
*.....*
.
.**.**
...*
#P -11 34
...*
..*.*
.*...*
.*****
**...**
.*****
..***
...*
#P -8 50
**
*
#P -4 27
***
..*
.*
#P 2 32
***
*
.*
#P 10 19
...*
.***
*
**
#P 5 28
**...**
.*****
..***
...*
#P 3 40
..***
.
..*.*
.*****
**...**
**...**
#P 5 53
**
*
#P 15 22
*
***
...*
..**
#P 17 31
**...**
*.....*
.
.*...*
..***
#P 19 42
...*
.**.**
.
*.....*
.
**...**
#P 22 56
**
*
#P 35 31
.*****
*.***.*
.*...*
..***
...*
.**
*.*
*.*
.*
#P 33 42
**.*.**
*.....*
.*...*
..***
#P 35 53
**
*
#P 22 21
.*
**
*.*
#P 24 16
.*..*
*...**..**
*.......*
.****
#P 37 19
**
*
#P 21 -11
...*
.***
*
**
#P 16 -2
**...**
*.*.*.*
.*****
..***
...*
#P 21 8
**
*
.***
...*