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- #N Pseudorandom number generator with p46 logic
- #C A glider stream is emitted representing a pseudorandom
- #C binary sequence satisfying the recursion
- #C a[n] = a[n-1] EQV a[n-12]. (By spreading out the
- #C pattern, the 12 can be changed.) The sequence has
- #C period 3255, so the gun has period 46*3255 = 149730.
- #C Built by Bill Gosper, October 1989 or earlier
- #C (Header by Dean Hickerson, 4/11/93)
- #P -36 -64
- **
- **
- #P -36 -60
- .
- .
- #P -24 -66
- ...*
- ..**
- .***.*
- **
- .**
- ..*
- .
- ..*
- #P -24 -58
- .**
- **
- .***.*
- ..**
- ...*
- #P -9 -64
- **
- **
- #P -14 -59
- ...*
- .**.*
- **.***
- .*..*
- ..**
- #P -47 -48
- **
- **
- #P -47 -46
- .
- .
- #P 1 -38
- ..*
- .**
- **
- .**
- #P 1 -31
- .**
- **
- .**
- ..*
- #P -49 -34
- ..**.....**
- .*..*...*..*
- ....**.**
- ...*.*.*.*
- ...*.*.*.*.........**
- .*.........*.......**
- *...........*
- .
- ....**.**
- ..*..*.*..*
- ..**.***.*.**
- ....*****.****
- .....*.**.**.*
- ....**.......**
- #P -45 -20
- **.......**
- ***.....***
- ..***.***
- ....*.*
- .*..*.*..*
- *..*...*..*
- .**.....**....***.....***
- .............**.**...**.**
- .............**.*.*.*.*.**
- ..............*...*.*...*
- ..............*..*...*..*
- ...............***...***
- #P 7 -36
- *
- .**
- #P 7 -31
- .**
- *
- #P -8 -30
- **
- **
- #P -5 -30
- .
- .
- #P 19 -30
- **
- **
- #P 19 -28
- .
- .
- #P 42 -6
- .......**
- .......**
- .......**
- ***...***
- *.*...*.*
- *..*.*..*
- ..**.**
- #P 42 5
- **.....**
- **.*.*.**
- *..*.*..*
- ***...***
- #P -44 -1
- **
- **
- #P -44 3
- .
- .
- #P -30 -3
- **
- **
- #P -27 -3
- .
- .
- #P -28 3
- **
- **
- #P -25 3
- .
- .
- #P -29 18
- ***
- ***
- .**
- ...*
- .*..*.*
- *...*.*
- .*..*.*
- .***
- #P -22 18
- .***
- .***
- .**
- *
- ..*
- ...*
- ..*
- ***
- #P 49 21
- **
- **
- #P 49 23
- .
- .
- #P -28 30
- **
- **
- #P -25 30
- .
- .
- #P -33 53
- ..**
- .*.*
- **.*
- .**
- ..*
- #P -33 59
- ..*
- .**
- **.*
- .*.*
- ..**
- #P -5 56
- .**
- **.**
- .*..*
- .*..*
- ..**
- #P -5 62
- ..**
- .*..*
- .*..*
- **.**
- .**
- #P -41 61
- **
- #P -41 62
- **
- #P 6 64
- *
- *
- #P 7 64
- *
- *
-