A more reasonable approach would be to use the 12-cell range-2 von Neumann neighbourhood instead;
Code: Select all
x = 5, y = 5, rule = B/S012345678
2bo$b3o$2ob2o$b3o$2bo!
Code: Select all
x = 83, y = 809, rule = bs012345678History
8.D71.C$7.3D69.3C$6.2DF2D67.2CF2C$7.3D69.3C$8.D71.C2$2.3F9.D5.D5.D5.D
5.D5.D5.C5.C5.C5.C5.C$4.F8.3D3.3D3.3D3.3D3.C2D3.2CD3.D2C3.3C3.3C3.3C
3.3C$2.3F7.2DF2D.2DF2D.DCF2D.DCF2D.DCF2D.DCF2D.CDF2C.CDF2C.CDF2C.2CF
2C.2CF2C$2.F.F8.3D3.2CD3.2CD3.3C3.3C3.3C3.3D3.3D3.2DC3.2DC3.3C$2.3F9.
C5.D5.D5.D5.D5.D5.C5.C5.C5.C5.D2$14.D5.D5.D5.D5.D5.C5.C5.C5.C5.C5.C$
2.3F8.3D3.3D3.C2D3.CDC3.CDC3.CDC3.DCD3.DCD3.D2C3.3C3.3C$2.F9.2DF2D.2D
F2D.2DF2D.2DF2D.2DF2D.2DF2D.2CF2C.2CF2C.2CF2C.2CF2C.2CF2C$2.3F8.2DC3.
CDC3.CDC3.CDC3.CDC3.CDC3.DCD3.DCD3.DCD3.DCD3.2CD$14.D5.D5.D5.D5.C5.C
5.D5.C5.C5.C5.C2$2.3F9.D5.D5.D5.D5.D5.D5.C5.C5.C5.C5.C$2.F.F8.3D3.3D
3.DCD3.DCD3.DCD3.2CD3.CDC3.CDC3.CDC3.3C3.3C$2.3F7.2DF2D.DCF2D.DCF2D.D
CFCD.DCFCD.DCFCD.CDFDC.CDFDC.CDF2C.CDF2C.2CF2C$2.F10.DCD3.DCD3.DCD3.D
CD3.D2C3.D2C3.C2D3.CDC3.CDC3.CDC3.CDC$2.3F9.D5.D5.D5.D5.D5.D5.C5.C5.C
5.C5.C2$3.F16.D5.D5.D5.D5.D5.C5.C5.C5.C$19.DCD3.3D3.3D3.2CD3.3C3.2DC
3.DCD3.3C3.CDC$3.F14.2DF2D.2DF2D.DCFCD.DCF2D.2DF2D.CDF2C.CDFDC.2CF2C.
2CF2C$3.F15.DCD3.3C3.CDC3.2CD3.3C3.2DC3.3C3.3D3.CDC$3.F16.D5.D5.D5.D
5.D5.C5.C5.C5.C2$20.D5.D5.D5.D5.C5.C5.C5.C5.C$2.F.F14.C2D3.DCD3.CDC3.
CDC3.DCD3.DCD3.DCD3.CDC3.D2C$2.2F14.2DF2D.DCF2D.DCF2D.DCF2D.2DF2C.CDF
2C.CDF2C.CDF2C.2CF2C$2.F.F14.DCD3.2DC3.DCD3.CDC3.DCD3.DCD3.CDC3.2CD3.
CDC$20.D5.D5.D5.D5.C5.C5.C5.C5.C2$2.3F15.D5.D5.D5.D5.D5.C5.C5.C5.C$2.
F.F14.C2D3.3D3.C2D3.C2D3.2CD3.D2C3.D2C3.3C3.D2C$2.F.F13.2DF2D.DCF2D.D
CF2D.DCFCD.DCFCD.CDFDC.CDF2C.CDF2C.2CF2C$2.F.F14.2DC3.CDC3.CDC3.CDC3.
CDC3.DCD3.DCD3.DCD3.2CD$2.F.F15.D5.D5.D5.D5.D5.C5.C5.C5.C2$4.F15.C5.D
5.D5.D5.C5.C5.C5.C5.D$19.3D3.2DC3.2DC3.2DC3.DCD3.2CD3.2CD3.2CD3.3C$4.
F13.CDF2D.2DFCD.DCFCD.DCFCD.CDFDC.CDFDC.CDFDC.2CFDC.DCF2C$4.F14.3D3.D
CD3.DCD3.2CD3.2DC3.2DC3.CDC3.CDC3.3C$2.3F15.D5.D5.D5.D5.C5.C5.C5.C5.C
2$2.3F15.D5.D5.D5.D5.C5.C5.C5.C5.C$2.F.F14.3D3.2CD3.2CD3.2CD3.3D3.2DC
3.2DC3.2DC3.3C$2.3F13.2DF2D.2DF2D.DCF2D.DCF2D.CDF2C.CDF2C.CDF2C.2CF2C
.2CF2C$4.F14.2DC3.2DC3.2DC3.CDC3.DCD3.DCD3.2CD3.2CD3.2CD$4.F15.C5.D5.
D5.D5.C5.C5.C5.C5.D2$2.3F15.D5.D5.D5.D5.C5.C5.C5.C5.C$2.F16.3D3.D2C3.
D2C3.2CD3.3D3.2DC3.C2D3.C2D3.3C$2.F15.2DFCD.2DF2D.2DFCD.DCFCD.CDFDC.C
DFDC.2CFDC.2CF2C.2CFDC$2.F16.3D3.DCD3.DCD3.C2D3.D2C3.D2C3.CDC3.CDC3.
3C$2.F17.C5.D5.D5.D5.C5.C5.C5.C5.D2$2.F.F15.D5.D5.D5.D5.D5.C5.C5.C5.C
$2.F.F14.2DC3.CDC3.CDC3.CDC3.CDC3.DCD3.DCD3.DCD3.2CD$2.3F13.CDF2D.2DF
2D.2DF2D.DCFCD.DCFCD.CDFDC.2CF2C.2CF2C.DCF2C$4.F14.3D3.DCD3.2CD3.DCD
3.DCD3.CDC3.2DC3.CDC3.3C$2.3F15.D5.D5.D5.D5.C5.C5.C5.C5.C2$2.F17.C5.D
5.D5.D5.C5.C5.C5.C5.D$2.F16.3D3.3D3.3C3.3C3.3C3.3D3.3D3.3C3.3C$2.3F
13.2DF2D.DCFCD.2DF2D.2DF2D.2DF2D.2CF2C.2CF2C.CDFDC.2CF2C$2.F16.3D3.3D
3.DCD3.DCD3.DCD3.CDC3.CDC3.3C3.3C$2.3F15.C5.C5.D5.C5.C5.D5.C5.D5.D2$
20.C5.D5.D5.D5.D5.C5.C5.C5.D$.F.F.F13.3D3.3D3.C2D3.CDC3.CDC3.DCD3.D2C
3.3C3.3C$.F.F.F12.2DF2D.CDFDC.DCF2D.DCF2D.DCF2D.CDF2C.CDF2C.DCFCD.2CF
2C$.5F13.DCD3.DCD3.D2C3.D2C3.3C3.C2D3.C2D3.CDC3.CDC$20.D5.D5.D5.D5.D
5.C5.C5.C5.C2$2.2F16.D5.D5.D5.D5.C5.C5.C5.C5.C$4.F14.3D3.C2D3.2CD3.3D
3.2CD3.3C3.2DC3.D2C3.3C$3.F14.2DF2D.2DF2D.2DF2D.2CF2D.2DF2D.2DF2C.2CF
2C.2CF2C.2CF2C$2.F16.DCD3.C2D3.D2C3.3C3.D2C3.3D3.C2D3.D2C3.CDC$3.2F
15.C5.C5.D5.D5.C5.C5.C5.D5.D2$26.C5.D5.D5.C5.C5.C5.D$.5F19.3D3.CDC3.
3C3.3C3.3D3.DCD3.3C$.F.F.F18.CDFDC.CDFDC.CDFDC.CDFDC.DCFCD.DCFCD.DCFC
D$.F.F.F19.3D3.3D3.3D3.3D3.3C3.3C3.3C$26.D5.D5.D5.D5.C5.C5.C2$26.D5.D
5.C5.D5.D5.C5.C$2.3F20.3D3.DCD3.DCD3.DCD3.CDC3.CDC3.3C$2.F.F19.2DF2D.
2DF2D.2DF2D.DCFCD.2CF2C.2CF2C.2CF2C$2.3F20.CDC3.CDC3.CDC3.CDC3.DCD3.D
CD3.DCD$26.C5.C5.C5.C5.D5.D5.D2$2.3F21.D5.D5.D5.C5.C5.C5.C$2.F.F20.3D
3.3D3.DCD3.C2D3.CDC3.3C3.3C$2.2F20.2DFCD.2DFCD.2DFCD.2CFDC.2CFDC.2CFD
C.2CFDC$2.F22.DCD3.D2C3.D2C3.C2D3.C2D3.C2D3.CDC$2.F23.C5.C5.C5.D5.D5.
D5.D2$2.F23.C5.C5.C5.C5.D5.D5.D$2.F22.3D3.3D3.DCD3.D2C3.CDC3.3C3.3C$
2.3F19.2DF2D.2DFCD.2DFCD.2DFCD.2CFDC.2CFDC.2CF2C$2.F.F20.D2C3.D2C3.D
2C3.D2C3.C2D3.C2D3.C2D$2.3F21.D5.D5.D5.D5.C5.C5.C2$4.F21.C5.C5.C5.C5.
D5.D5.D$4.F20.3D3.3D3.3D3.DCD3.3C3.3C3.3C$2.3F19.DCF2D.DCF2D.DCF2D.DC
F2D.CDF2C.CDF2C.CDF2C$2.F.F20.DCD3.DCD3.2CD3.2CD3.2DC3.CDC3.CDC$2.3F
21.D5.C5.C5.C5.D5.D5.C2$3.2F21.D5.D5.D5.C5.C5.C5.C$3.F21.2DC3.2DC3.D
2C3.D2C3.C2D3.2CD3.2CD$2.3F19.2DF2D.2DF2D.2DF2D.2DF2D.2CF2C.2CF2C.2CF
2C$3.F21.DCD3.D2C3.D2C3.D2C3.C2D3.C2D3.CDC$2.2F22.C5.C5.C5.C5.D5.D5.D
2$2.3F21.C5.C5.C5.C5.D5.D5.D$2.F.F20.C2D3.C2D3.C2D3.CDC3.D2C3.D2C3.D
2C$2.3F19.2DF2D.DCF2D.DCF2D.DCF2D.CDF2C.CDF2C.2CF2C$4.F20.DCD3.DCD3.D
CD3.DCD3.CDC3.CDC3.CDC$2.3F21.D5.D5.C5.C5.D5.C5.C2$2.F23.D5.D5.C5.C5.
D5.C5.C$2.F22.2DC3.D2C3.D2C3.D2C3.C2D3.C2D3.2CD$2.3F19.2DFDC.2DFDC.2D
FDC.2DFDC.2CFCD.2CFCD.2CFCD$2.F.F20.DCD3.DCD3.DCD3.DCD3.CDC3.CDC3.CDC
$2.F.F21.D5.D5.D5.C5.C5.C5.C2$2.F23.D5.C5.C5.D5.D5.D5.C$2.F22.DCD3.DC
D3.DCD3.CDC3.CDC3.CDC3.CDC$2.F21.2DF2D.2DF2D.2DF2D.2CFCD.2CF2C.2CF2C.
2CF2C$2.F.F20.DCD3.DCD3.D2C3.C2D3.C2D3.CDC3.CDC$2.3F21.C5.C5.C5.D5.D
5.D5.D2$3.2F21.C5.C5.C5.C5.D5.D5.D$2.F22.3D3.C2D3.C2D3.C2D3.D2C3.D2C
3.3C$3.F20.2DF2D.2DF2D.CDF2D.CDFDC.DCF2C.2CF2C.2CF2C$4.F20.2DC3.2DC3.
2DC3.2DC3.2CD3.2CD3.2CD$2.2F22.C5.C5.C5.C5.D5.D5.D2$26.D5.D5.C5.C5.D
5.C5.C$2.F.F20.3D3.3D3.3D3.3D3.3C3.3C3.3C$2.F.F19.2DFDC.2DFDC.2DFDC.C
DFDC.2CFCD.2CFCD.2CFCD$2.3F20.D2C3.3C3.3C3.3C3.3D3.3D3.C2D$26.D5.D5.D
5.D5.C5.C5.C2$26.C5.C5.C5.C5.D5.D5.D$2.F.F20.3D3.3D3.3D3.C2D3.3C3.3C
3.3C$2.F.F19.CDF2D.CDFCD.CDFCD.CDFCD.DCFDC.DCFDC.DCF2C$3.F21.2DC3.DCD
3.D2C3.D2C3.C2D3.CDC3.2CD$26.D5.D5.D5.D5.C5.C5.C2$26.D5.C5.C5.C5.D5.D
5.C$2.F.F20.C2D3.3D3.3D3.3D3.3C3.3C3.D2C$3.F20.2DFDC.CDFDC.CDFDC.CDFD
C.DCFCD.DCFCD.2CFCD$2.F.F20.DCD3.3D3.2DC3.CDC3.2CD3.3C3.CDC$26.D5.C5.
C5.C5.D5.D5.C2$2.3F21.C5.C5.C5.C5.D5.D5.D$2.F.F20.2DC3.DCD3.CDC3.CDC
3.DCD3.CDC3.2CD$2.3F19.2DFDC.CDFDC.CDFDC.CDFDC.DCFCD.DCFCD.2CFCD$2.F.
F20.3D3.3D3.3D3.DCD3.3C3.3C3.3C$2.F.F21.D5.D5.D5.D5.C5.C5.C2$2.3F21.D
5.D5.D5.D5.C5.C5.C$2.F.F20.C2D3.C2D3.C2D3.2CD3.D2C3.D2C3.D2C$2.2F20.
2DF2D.2DF2D.2DFCD.2DFCD.2CFDC.2CF2C.2CF2C$2.F.F20.2DC3.D2C3.D2C3.D2C
3.C2D3.C2D3.2CD$2.3F21.C5.C5.C5.C5.D5.D5.D2$2.3F21.C5.C5.C5.C5.D5.D5.
D$2.F22.3D3.3D3.DCD3.DCD3.CDC3.3C3.3C$2.F21.CDF2D.CDF2D.CDF2D.CDFDC.D
CF2C.DCF2C.DCF2C$2.F22.DCD3.D2C3.D2C3.D2C3.C2D3.C2D3.CDC$2.3F21.D5.D
5.D5.D5.C5.C5.C2$2.2F22.C5.C5.C5.C5.D5.D5.D$2.F.F20.3D3.3D3.3D3.3D3.
3C3.3C3.3C$2.F.F19.2DF2D.2DF2D.2DF2D.DCF2D.2CF2C.2CF2C.2CF2C$2.F.F20.
CDC3.CDC3.3C3.3C3.3D3.DCD3.DCD$2.2F22.D5.C5.C5.C5.D5.D5.C2$2.3F21.D5.
D5.D5.D5.C5.C5.C$2.F22.3D3.2DC3.D2C3.D2C3.C2D3.2CD3.3C$2.3F19.CDF2D.C
DF2D.CDF2D.CDFCD.DCF2C.DCF2C.DCF2C$2.F22.D2C3.D2C3.D2C3.D2C3.C2D3.C2D
3.C2D$2.3F21.D5.D5.D5.D5.C5.C5.C2$2.3F21.D5.D5.D5.D5.C5.C5.C$2.F22.3D
3.3D3.3D3.3D3.3C3.3C3.3C$2.3F19.2DF2D.2DF2D.DCF2D.DCFCD.CDF2C.2CF2C.
2CF2C$2.F22.D2C3.3C3.3C3.3C3.3D3.3D3.C2D$2.F23.C5.C5.C5.C5.D5.D5.D2$
2.3F21.D5.D5.D5.D5.C5.C5.C$2.F22.3D3.3D3.3D3.2DC3.3C3.3C3.3C$2.F.F19.
CDF2D.2CF2D.2CFCD.2CFCD.2DFDC.2DF2C.DCF2C$2.F.F20.2DC3.2DC3.2DC3.2DC
3.2CD3.2CD3.2CD$2.3F21.C5.C5.C5.C5.D5.D5.D2$2.F.F21.D5.C5.C5.C5.D5.D
5.C$2.F.F20.3D3.3D3.3D3.DCD3.3C3.3C3.3C$2.3F19.CDF2D.CDF2D.CDFDC.CDFD
C.DCFCD.DCF2C.DCF2C$2.F.F20.DCD3.DCD3.DCD3.DCD3.CDC3.CDC3.CDC$2.F.F
21.C5.C5.C5.C5.D5.D5.D2$2.3F21.C5.C5.C5.D5.D5.D5.D$3.F21.3D3.3D3.3D3.
CDC3.3C3.3C3.3C$3.F20.2DF2D.2DF2D.CDF2D.DCF2C.DCF2C.2CF2C.2CF2C$3.F
21.DCD3.D2C3.D2C3.C2D3.C2D3.C2D3.CDC$2.3F21.C5.C5.C5.D5.D5.D5.D2$2.3F
27.C5.C5.C5.D5.D$3.F27.3D3.3D3.3D3.3C3.3C$3.F26.CDF2D.CDFCD.CDFCD.DCF
DC.DCF2C$3.F27.2CD3.2CD3.3C3.2DC3.2DC$2.2F28.D5.D5.D5.C5.C2$2.F.F27.C
5.C5.C5.D5.D$2.F.F26.C2D3.C2D3.C2D3.D2C3.D2C$2.2F26.CDF2D.CDF2D.CDF2D
.DCF2C.DCF2C$2.F.F26.2DC3.D2C3.D2C3.C2D3.2CD$2.F.F27.D5.D5.C5.C5.C2$
2.F29.C5.C5.C5.D5.D$2.F28.DCD3.DCD3.D2C3.CDC3.CDC$2.F27.2DF2C.2DF2C.
2DF2C.2CF2D.2CF2D$2.F28.3D3.C2D3.C2D3.D2C3.3C$2.3F27.D5.D5.D5.C5.C2$.
5F26.D5.D5.D5.C5.C$.F.F.F25.C2D3.C2D3.CDC3.D2C3.D2C$.F.F.F24.CDF2D.CD
F2D.CDF2D.DCF2C.DCF2C$.F.F.F25.2DC3.CDC3.CDC3.DCD3.2CD$.F.F.F26.C5.C
5.C5.D5.D2$.2F2.F26.C5.C5.D5.D5.D$.F.F.F25.C2D3.C2D3.D2C3.D2C3.D2C$.F
.F.F24.CDF2D.CDF2D.2DF2C.DCF2C.DCF2C$.F.F.F25.3D3.DCD3.CDC3.CDC3.3C$.
F2.2F26.C5.C5.D5.D5.D2$2.3F27.C5.D5.C5.C5.D$2.F.F26.3D3.3D3.3D3.3C3.
3C$2.F.F25.CDFDC.2CF2C.2CF2C.2DF2D.DCFCD$2.F.F26.DCD3.DCD3.DCD3.CDC3.
CDC$2.3F27.D5.D5.D5.C5.C2$2.3F27.C5.C5.C5.D5.D$2.F.F26.CDC3.CDC3.CDC
3.DCD3.DCD$2.3F25.CDF2D.CDF2D.CDF2D.DCF2C.DCF2C$2.F28.3D3.3D3.2DC3.3C
3.3C$2.F29.D5.C5.C5.D5.C2$.4F27.C5.C5.D5.D5.D$.F2.F26.CDC3.CDC3.DCD3.
DCD3.DCD$.F.2F25.2DF2D.2DF2D.2CFCD.2CF2C.2CF2C$.4F26.C2D3.C2D3.D2C3.D
2C3.D2C$5.F26.D5.C5.D5.D5.C2$2.3F27.C5.C5.C5.D5.D$2.F.F26.C2D3.C2D3.C
2D3.D2C3.D2C$2.2F26.2DF2D.CDF2D.CDF2D.DCF2C.2CF2C$2.F.F26.CDC3.CDC3.C
DC3.DCD3.DCD$2.F.F27.D5.D5.C5.C5.C2$2.3F27.D5.D5.C5.C5.C$2.F28.2DC3.
2DC3.2DC3.2CD3.2CD$2.3F25.CDF2D.DCFCD.DCFCD.CDFDC.DCF2C$4.F26.2DC3.2D
C3.2DC3.2CD3.2CD$2.3F27.C5.C5.C5.D5.D2$2.3F27.D5.D5.D5.C5.C$3.F27.3C
3.3C3.3C3.3D3.3D$3.F26.2DF2D.2DF2D.DCF2D.2CF2C.2CF2C$3.F27.3D3.C2D3.C
2D3.D2C3.3C$3.F28.C5.C5.C5.D5.D2$2.F.F27.D5.C5.C5.D5.C$2.F.F26.3D3.3D
3.CDC3.3C3.3C$2.F.F25.CDFDC.CDFDC.DCFCD.DCFCD.DCFCD$2.F.F26.D2C3.D2C
3.3D3.C2D3.C2D$2.3F27.D5.D5.C5.C5.C2$2.F.F27.D5.C5.C5.D5.C$2.F.F26.3D
3.3D3.3D3.3C3.3C$2.F.F25.2CFDC.2CFDC.2CFDC.2DFCD.2DFCD$2.F.F26.2DC3.
2DC3.D2C3.2CD3.2CD$3.F28.D5.D5.D5.C5.C2$.F.F.F26.C5.C5.D5.D5.D$.F.F.F
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C$3F.3F35.CDF2D$F.F3.F36.DCD$F.F.3F37.C2$3F.2F38.D$F.F3.F36.C2D$3F2.F
36.2CF2D$F.F.F38.3C$F.F2.2F37.D2$3F.3F37.C$F.F.F.F36.2CD$3F.3F35.DCF
2D$F.F.F.F36.CDC$F.F.F.F37.D2$3F.3F37.D$F.F.F.F36.C2D$3F.2F36.2DFDC$F
.F.F.F36.3C$F.F.3F37.C2$3F.3F37.D$F.F.F38.C2D$3F.F37.DCFDC$F.F.F38.D
2C$F.F.3F37.C2$3F.2F38.D$F.F.F.F36.3D$3F.F.F35.2CFDC$F.F.F.F36.3C$F.F
.2F38.D!
- The maximum speed for which an object can travel at without either exploding in all directions or not being isotropic has become c diagonal, from c orthogonal.
- It should now be possible to simulate any isotropic non-totalistic Moore-neighbourhood rule rotated 45 degrees. Here's (what I believe to be) the bare minimum required to simulate one universe of skew Life:
Code: Select all
x = 3, y = 4, rule = B3[c,m,o,s,v,z,A,B,D,G]/S2[c,j,n,q,t,y],3[c,m,o,s,v,z,A,B,D,G]
bo$o$bo$obo!
Code: Select all
x = 1, y = 1, rule = B1[-e],3[c,m,o,s,v,z,A,B,D,G],5[c,s,x,A,M,P,Q,R,ab,Ai],7[e,ap]/S1[-e],3[c,m,o,s,v,z,A,B,D,G],5[c,s,x,A,M,P,Q,R,ab,Ai],7[e,ap]
o!
I currently don't know of any programs that can run patterns in this rulespace. However, I am hopeful that, if this rulespace is to be implemented, that the CA community will have even more freedom to experiment with even weirder oddball patterns than anyone has come up with so far.