Interesting Accidental Rule
Posted: September 23rd, 2012, 1:50 pm
I was trying out a particular family of rules that involved neighborhood mixing, and I found this:
I then realized that "var i" should be {0,1}, not {0,2}. But this rule is more interesting that if I had gotten it right.
(Save this rule as nbhood02.table.)
Code: Select all
n_states:3
neighborhood:Moore
symmetries:rotate4reflect
var a={0,1,2}
var b={a}
var c={a}
var d={a}
var e={a}
var f={a}
var g={a}
var h={a}
var i={0,2}
var j={i}
var k={i}
var L={i}
var m={i}
var n={i}
var p={i}
var q={i}
# VonNeumann-birth
# b1
0,i,b,k,d,2,f,p,h,1
1,i,b,k,d,2,f,p,h,2
# b2
# 0,i,b,2,d,2,f,p,h,1
# 1,i,b,2,d,2,f,p,h,2
# 0,i,b,2,d,m,f,2,h,1
# 1,i,b,2,d,m,f,2,h,2
# b3
# 0,i,b,2,d,2,f,2,h,1
# 1,i,b,2,d,2,f,2,h,2
# b4
# 0,2,b,2,d,2,f,2,h,1
# 1,2,b,2,d,2,f,2,h,2
# Cross VonNeumann-birth
# b1
# 0,a,j,c,L,e,2,g,q,1
# 1,a,j,c,L,e,2,g,q,2
# b2
# 0,a,j,c,2,e,2,g,q,1
# 1,a,j,c,2,e,2,g,q,2
# 0,a,j,c,2,e,n,g,2,1
# 1,a,j,c,2,e,n,g,2,2
# b3
# 0,a,j,c,2,e,2,g,2,1
# 1,a,j,c,2,e,2,g,2,2
# b4
# 0,a,2,c,2,e,2,g,2,1
# 1,a,2,c,2,e,2,g,2,2
# VonNeumann-death
# d0
# 2,i,b,k,d,m,f,p,h,0
# d1
# 2,i,b,k,d,2,f,p,h,0
# d2
# 2,i,b,2,d,2,f,p,h,0
# 2,i,b,2,d,m,f,2,h,0
# d3
# 2,i,b,2,d,2,f,2,h,0
# d4
# 2,2,b,2,d,2,f,2,h,0
# Cross VonNeumann-death
# d0
2,a,j,c,L,e,n,g,q,0
# d1
2,a,j,c,L,e,2,g,q,0
# d2
# 2,a,j,c,2,e,2,g,q,0
# 2,a,j,c,2,e,n,g,2,0
# d3
# 2,a,j,c,2,e,2,g,2,0
# d4
# 2,a,2,c,2,e,2,g,2,0
# Else
1,a,b,c,d,e,f,g,h,0(Save this rule as nbhood02.table.)