Rule:FireWorld7

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@RULE FireWorld7

  1. Copyright by Yoel Matveyev, 2001-2022
  2. The GNU General Public License v3.0
  1. Redefinition of the old Fireworld (03ajkr/2ak/3), proven in itself to be capable
  2. of universal computation and to be suitable for constructing complex logic circuits.
  1. This variety is based on a slightly different substrate rule, 03ajkr7/2ak/3,
  2. where 2x2 blocks turn into period 3 guns.
  1. It is a hybrid rule combining 03ajkr7/2ak/3 and a Wireworld-like
  2. wiring system. It's fully backward compatible with 03ajkr7/2ak/3
  3. and almost always backward compatible with the original old Fireworld.
  1. Wires are implemented as the fourth, immutable state. The new rules are as follows:
  1. 1. A cell is born, if surrounded by 1 living (state 1) cell and 2 or 3 wire cells (state 3).
  2. 2. A cell is born, if surrounded by 1 orthogonal and 1 diagonal neighboring living cell and 2 or 3 wire cells.
  1. The last rule matches the "2ak" behavior of Fireworld and helps to ignite electrons on wires by free photons.
  1. All FireWorld circuits, including computers, should work in this rule identically,
  2. because 7 neighboring living cells are very unlikely to meet by natural evolution.

@COLORS

0 0 0 0 1 255 0 0 2 255 255 0 3 0 0 255

@TABLE

n_states:4 neighborhood:Moore symmetries:rotate4reflect var a={0,1,2,3} 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 o=i var p=i

  1. The substrate variety of the old Fireworld from 2001: 03ajkr7/2ak/3

0,1,1,k,l,m,n,o,p,1 0,1,j,k,1,m,n,o,p,1 1,i,j,k,l,m,n,o,p,1 1,1,1,1,l,m,n,o,p,1 1,1,j,1,1,m,n,o,p,1 1,1,1,k,l,1,n,o,p,1 1,1,j,1,l,m,1,o,p,1 1,1,1,1,1,1,1,1,p,1 1,1,1,1,1,1,1,o,1,1

  1. A computer-generated list of all possible living cells and wire cells positions

0,i,j,1,l,m,3,o,3,1 0,i,j,3,3,m,n,1,p,1 0,i,j,3,l,1,n,3,p,1 0,i,j,3,l,1,n,o,3,1 0,i,j,3,l,3,n,1,p,1 0,i,j,3,l,3,n,o,1,1 0,i,j,3,l,m,3,o,1,1 0,i,j,3,l,m,n,1,3,1 0,i,j,3,l,m,n,3,1,1 0,i,j,k,3,3,n,o,1,1 0,i,j,k,3,m,1,o,3,1 0,i,j,k,3,m,3,o,1,1 0,i,j,k,3,m,n,1,3,1 0,i,j,k,3,m,n,3,1,1 0,i,j,k,l,1,3,o,3,1 0,i,j,k,l,1,n,3,3,1 0,i,j,k,l,3,1,3,p,1 0,i,j,k,l,3,1,o,3,1 0,i,j,k,l,3,3,1,p,1 0,i,j,k,l,3,3,o,1,1 0,i,j,k,l,3,n,1,3,1 0,i,j,k,l,3,n,3,1,1 0,i,j,k,l,m,3,1,3,1 0,i,j,k,l,m,3,3,1,1

0,3,j,3,l,3,n,1,p,1 0,i,3,k,3,m,3,o,1,1 0,i,j,1,3,m,3,o,3,1 0,i,j,1,l,3,3,o,3,1 0,i,j,1,l,3,n,3,3,1 0,i,j,1,l,m,3,3,3,1 0,i,j,3,1,3,n,o,3,1 0,i,j,3,1,m,3,o,3,1 0,i,j,3,3,1,n,o,3,1 0,i,j,3,3,3,n,1,p,1 0,i,j,3,3,3,n,o,1,1 0,i,j,3,3,m,1,3,p,1 0,i,j,3,3,m,1,o,3,1 0,i,j,3,3,m,3,1,p,1 0,i,j,3,3,m,3,o,1,1 0,i,j,3,3,m,n,1,3,1 0,i,j,3,3,m,n,3,1,1 0,i,j,3,l,1,3,3,p,1 0,i,j,3,l,1,3,o,3,1 0,i,j,3,l,1,n,3,3,1 0,i,j,3,l,3,1,3,p,1 0,i,j,3,l,3,1,o,3,1 0,i,j,3,l,3,3,1,p,1 0,i,j,3,l,3,3,o,1,1 0,i,j,3,l,3,n,1,3,1 0,i,j,3,l,3,n,3,1,1 0,i,j,3,l,m,3,1,3,1 0,i,j,3,l,m,3,3,1,1 0,i,j,k,3,3,3,o,1,1 0,i,j,k,3,3,n,1,3,1 0,i,j,k,3,3,n,3,1,1 0,i,j,k,3,m,1,3,3,1 0,i,j,k,3,m,3,1,3,1 0,i,j,k,3,m,3,3,1,1 0,i,j,k,l,1,3,3,3,1 0,i,j,k,l,3,1,3,3,1 0,i,j,k,l,3,3,1,3,1 0,i,j,k,l,3,3,3,1,1

0,i,j,1,3,m,1,o,3,1 0,i,j,1,3,m,3,o,1,1 0,i,j,1,l,3,n,3,1,1 0,i,j,1,l,3,1,o,3,1 0,i,j,1,l,3,3,o,1,1 0,i,j,1,l,m,3,3,1,1 0,i,j,1,1,m,3,o,3,1 0,i,j,3,l,1,3,o,1,1 0,i,j,3,l,1,n,3,1,1 0,i,j,3,l,1,1,o,3,1 0,i,j,3,l,3,n,1,1,1 0,i,j,3,l,3,1,1,p,1 0,i,j,3,l,m,3,1,1,1 0,i,j,3,1,3,n,1,p,1 0,i,j,3,1,m,3,1,p,1 0,i,j,3,1,m,n,1,3,1 0,i,j,3,1,1,n,3,p,1 0,i,j,3,1,1,n,o,3,1 0,i,j,3,3,m,1,1,p,1 0,i,j,3,3,m,n,1,1,1 0,i,j,3,3,1,n,o,1,1 0,i,j,k,3,m,3,1,1,1 0,i,j,k,3,1,3,o,1,1 0,i,j,k,3,1,n,3,1,1 0,i,j,k,3,1,1,o,3,1 0,i,j,k,3,3,n,1,1,1 0,i,j,k,l,1,3,3,1,1 0,i,j,k,l,1,1,3,3,1 0,i,j,k,l,3,1,1,3,1 0,i,j,k,l,3,3,1,1,1

0,3,1,3,l,3,n,1,p,1 0,3,1,1,l,3,n,3,p,1 0,i,3,1,3,m,3,o,1,1 0,i,3,1,l,3,n,3,1,1 0,i,3,1,l,3,1,o,3,1 0,i,3,1,1,m,3,o,3,1 0,i,3,3,l,1,3,o,1,1 0,i,3,3,l,1,n,3,1,1 0,i,3,3,l,1,1,o,3,1 0,i,3,3,l,3,n,1,1,1 0,i,j,1,3,m,1,3,3,1 0,i,j,1,3,m,3,3,1,1 0,i,j,1,3,3,n,3,1,1 0,i,j,1,3,3,1,o,3,1 0,i,j,1,3,3,3,o,1,1 0,i,j,1,l,3,1,3,3,1 0,i,j,1,l,3,3,3,1,1 0,i,j,1,1,3,n,3,3,1 0,i,j,1,1,3,3,o,3,1 0,i,j,1,1,m,3,3,3,1 0,i,j,3,l,1,3,3,1,1 0,i,j,3,l,1,1,3,3,1 0,i,j,3,l,3,1,1,3,1 0,i,j,3,l,3,3,1,1,1 0,i,j,3,1,3,n,1,3,1 0,i,j,3,1,3,3,1,p,1 0,i,j,3,1,m,3,1,3,1 0,i,j,3,1,1,3,o,3,1 0,i,j,3,1,1,n,3,3,1 0,i,j,3,3,m,1,1,3,1 0,i,j,3,3,m,3,1,1,1 0,i,j,3,3,1,3,o,1,1 0,i,j,3,3,1,n,3,1,1 0,i,j,3,3,1,1,3,p,1 0,i,j,3,3,1,1,o,3,1 0,i,j,3,3,3,n,1,1,1 0,i,j,3,3,3,1,1,p,1 0,i,j,k,3,1,3,3,1,1 0,i,j,k,3,3,1,1,3,1 0,i,j,k,3,3,3,1,1,1

  1. Cleaning up, making sure the wires are immutable

1,a,b,c,d,e,f,g,h,2 2,a,b,c,d,e,f,g,h,0 3,a,b,c,d,e,f,g,h,3

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