Code: Select all
x = 29, y = 53, rule = vrulespacething
6.3C.2C2.3C.C3.3C.C.C$6.C.C2.C2.C3.C5.C.C.C$6.C.C2.C2.3C.C3.3C.3C$6.C
.C2.C2.C3.C5.C3.C$6.3C.3C.3C.3C.3C3.C4$7.C4$.3C$.C9.A3.A3.A3.A3.A$.C.
C7.C3.CA2.C3.CA.ACA$.C.C15.A3.A3.A$.3C3$.3C19.A3.A$.C.C19.CA.BCA$.3C
19.B3.A3$.3C$.C.C19.A3.B$.3C19.CB.BCA$.C21.B3.A$.3C2$.C.C$.C.C11.A3.A
$.3C11.CB2.C$.C.C15.B$.C.C2$2.C$2.C20.A3.A$2.C20.CB.BCB$2.C20.A3.A$2.
C2$C3.C$2C.2C18.B3.B$C.C.C18.CA.BCB$C3.C18.B3.A$C3.C2$.3C$.C.C7.B3.B
3.B3.B3.B$.3C7.C3.CB2.C3.CB.BCB$.C17.B3.B3.B$.C!
Rulestrings would work as follows, using similar negation and combination operators to 2-state isotropic: BA(birth conditions for state 1)/SA(survival conditions for state 1)/OA(conditions where a state 1 cell overwrites a state 2 cell)/BB(birth conditions for state 2)/SB(survival conditions for state 2)/OB(conditions where a state 2 cell overwrites a state 1 cell). For example: BAEh3el/SA01/OA4e/BB3-eo/SB34/OB1.
I'll have a shot at creating some rules using this rulespace later on.