Mites

[bprentice]

Here are three rules that were designed to support small ships. A rich assortment of guns can be constructed with each of them. The first rule supports both orthogonal ships and diagonal ships and tends to be dominated by the diagonal ships.

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@RULE Mites

@TABLE

# Rule: C,N,NE,E,SE,S,SW,W,NW,C'

# 8,1,2
# 7,0,3
# 6,5,4

# 0 = Background
# 1 = Orthogonal Head
# 2 = Diagonal Head
# 3 = Diagonal Side
# 4 = Tail
# 5 = Block


n_states:6
neighborhood:Moore
symmetries:rotate4reflect

var a={0,1,2,3,4,5}
var b={0,1,2,3,4,5}
var c={0,1,2,3,4,5}
var d={0,1,2,3,4,5}
var e={0,1,2,3,4,5}
var f={0,1,2,3,4,5}
var g={0,1,2,3,4,5}
var h={0,1,2,3,4,5}

0,5,1,a,b,c,d,e,f,2
0,1,5,a,b,c,d,e,4,3

0,a,b,c,3,2,d,5,e,1
0,1,5,a,b,c,d,e,0,1
2,1,a,b,c,d,e,f,g,0

0,1,4,a,b,c,d,e,f,0
0,1,a,b,c,d,e,f,g,1

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

1,a,b,c,d,e,f,g,h,4

2,a,b,c,d,e,f,g,h,4

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

4,a,b,c,d,e,f,g,h,0

5,a,b,c,d,e,f,g,h,5

0,a,b,c,d,e,f,g,h,0

@COLORS

0   0   0   0
1 255   0   0
2   0 255   0
3   0   0 255
4 255 255   0
5   0 255 255

Here are some example patterns:

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x = 27, y = 27, rule = Mites
9.A$9.D.E$12.E$10.E$12.DA4.E4$4.E$25.DA$23.E$25.E$22.D.E$4.A17.A$2.
E.D$.E$3.E$AD$22.E4$8.E4.AD$16.E$14.E$15.E.D$17.A!

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x = 68, y = 54, rule = Mites
4.3E55.2E$6.E.E54.E$2E4.E$E9.DA.DA.DA.DA.DA.DA.DA.DA.DA.DA.DA.DA.DA
.DA.DA.DA4.E$3.E61.E$65.E$.E61.3E2$3E61.E$E$E61.E$4.E$59.E5.E$2.E54.
E.E7.E$2.2E55.3E.4E25$4.3E55.2E$6.E.E54.E$2E4.E$E9.DA.DA.DA.DA.DA.D
A.DA.DA.DA.DA.DA.DA.DA.DA.DA.DA4.E$3.E61.E$65.E$.E61.3E2$3E61.E$E$E
61.E$4.E$59.E$2.E54.E.E$2.2E55.3E!

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x = 17, y = 54, rule = Mites
4.3E4.2E$6.E.E2.DE$2E.C.AE$ED.D.DA.DAEDC$3.E10.E$3.A7.DA.E$.E.D7.A3E
2$3EA7.D.E$E.AD7.A$E10.E$2.CDEAD.AD.D$8.EA.C2.E$2.ED2.E.E7.E$2.2E4.
3E.4E25$4.3E4.2E$6.E.E2.DE$2E.C.AE$ED.D.DA.DAEDC$3.E10.E$3.A7.DA.E$
.E.D7.A3E2$3EA7.D.E$E.AD7.A$E10.E$2.CDEAD.AD.D$8.EA.C$2.ED2.E.E$2.2E
4.3E!

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x = 9, y = 14, rule = Mites
9E$E7.E$EA2.CB2.E$ED2.DC2.E$E7.E$E2.B.B2.E$E3.DB$E3.DB$E2.B.B2.E$E7.
E$ED2.DC2.E$EA2.CB2.E$E7.E$9E!

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x = 41, y = 82, rule = Mites
2E3.2E$E5.E$2.BCB$2.CDE2.DA2.DA2.DA2.DA2.DA2.DA2.DA2.DA2.DA$5.2E.C$
2.CD.DBCB$2.BC.CB3.E$E7.3E$2E5.2E13$2E3.2E$E5.E$2.BCB28.BC$2.CDE2.D
A2.DA2.DA2.DA2.DA2.DA2.D.CD4.DA$5.2E.C28.BC$2.CD.DBCB24.CD3.DB$2.BC
.CB3.E22.BC3.DB$E7.3E21.CB4.DB$2E5.2E23.DB4.DB$32.DB4.DB$26.CB4.DB4.
DB$26.DB4.DB4.DB$26.DB4.DB4.DB$10.9E7.DB4.DB4.DB$10.E7.E7.DB4.DB4.D
B$10.EA2.CB2.E7.DB4.DB4.DB$10.ED2.DC2.E.CB4.DB4.DB4.DB$10.E7.E.DB4.
DB4.DB4.DB$10.E2.B.B2.E.DB4.DB4.DB4.DB$10.E3.DB4.DB4.DB4.DB4.DB$10.
E3.DB4.DB4.DB4.DB4.DB$10.E2.B.B2.E.DB4.DB4.DB4.DB$10.E7.E.DB4.DB4.D
B4.DB$10.ED2.DC2.E.CB4.DB4.DB4.DB$10.EA2.CB2.E7.DB4.DB4.DB$10.E7.E7.
DB4.DB4.DB$10.9E7.DB4.DB4.DB$26.DB4.DB4.DB$26.DB4.DB4.DB$26.CB4.DB4.
DB$32.DB4.DB$2E5.2E23.DB4.DB$E7.3E21.CB4.DB$2.BC.CB3.E22.BC3.DB$2.C
D.DBCB24.CD3.DB$5.2E.C28.BC$2.CDE2.DA2.DA2.DA2.DA2.DA2.DA2.D.CD4.DA
$2.BCB28.BC$E5.E$2E3.2E13$2E5.2E$E7.3E$2.BC.CB3.E$2.CD.DBCB$5.2E.C$
2.CDE2.DA2.DA2.DA2.DA2.DA2.DA2.DA2.DA2.DA$2.BCB$E5.E$2E3.2E!

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x = 121, y = 46, rule = Mites
.DA90.DA2$3.BC90.BC$D3.D86.CD3.D$D3.D2.BC82.BC3.D2.BC$DB2.CB.CD78.C
D7.CB.CD$DB9.BC74.BC14.BC$DB2.CB5.CD70.CD11.CB5.CD$DB2.DC9.BC66.BC11.
DC9.BC$DB13.CD36.DA24.CD26.CD$DB17.BC58.BC30.BC$DB2.CB13.CD31.CB21.
CD19.CB13.CD$DB2.DC17.BC2.DA23.DC21.BC19.DC17.BC2.DA$DB21.CD46.CD42.
CD$DB21.BC.DB43.BC42.BC.DB$DB2.CB13.CD5.DB24.CB13.CD27.CB13.CD5.DB$
DB2.DC13.BC5.DB24.DC13.BC27.DC13.BC5.DB$DB13.CD9.DB35.CD42.CD9.DB$D
B13.BC9.DB35.BC42.BC9.DB$DB2.CB5.CD13.DB24.CB5.CD35.CB5.CD13.DB$DB2.
DC5.BC13.DB24.DC5.BC35.DC5.BC13.DB$DB2.CB.CD17.DB24.CB.CD39.CB.CD17.
DB$DB2.D2.BC17.DB24.D2.BC39.D2.BC17.DB$DB2.D2.BC17.DB24.D2.BC39.D2.
BC17.DB$DB2.CB.CD17.DB24.CB.CD39.CB.CD17.DB$DB2.DC5.BC13.DB24.DC5.B
C35.DC5.BC13.DB$DB2.CB5.CD13.DB24.CB5.CD35.CB5.CD13.DB$DB13.BC9.DB35.
BC42.BC9.DB$DB13.CD9.DB35.CD42.CD9.DB$DB2.DC13.BC5.DB24.DC13.BC27.D
C13.BC5.DB$DB2.CB13.CD5.DB24.CB13.CD27.CB13.CD5.DB$DB21.BC.DB43.BC42.
BC.DB$DB21.CD46.CD42.CD$DB2.DC17.BC2.DA23.DC21.BC19.DC17.BC2.DA$DB2.
CB13.CD31.CB21.CD19.CB13.CD$DB17.BC58.BC30.BC$DB13.CD36.DA24.CD26.C
D$DB2.DC9.BC66.BC11.DC9.BC$DB2.CB5.CD70.CD11.CB5.CD$DB9.BC74.BC14.B
C$DB2.CB.CD78.CD7.CB.CD$D3.D2.BC82.BC3.D2.BC$D3.D86.CD3.D$3.BC90.BC
2$.DA90.DA!

The second rule also supports both orthogonal ships and diagonal ships but in this rule neither dominates.

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@RULE Mites2

@TABLE

# Rule: C,N,NE,E,SE,S,SW,W,NW,C'

# 8,1,2
# 7,0,3
# 6,5,4

# 0 = Background
# 1 = Orthogonal Head
# 2 = Diagonal Head
# 3 = Tail
# 4 = Block
# 5 = Block


n_states:6
neighborhood:Moore
symmetries:rotate4reflect

var a={0,1,2,3,4,5}
var b={0,1,2,3,4,5}
var c={0,1,2,3,4,5}
var d={0,1,2,3,4,5}
var e={0,1,2,3,4,5}
var f={0,1,2,3,4,5}
var g={0,1,2,3,4,5}
var h={0,1,2,3,4,5}

0,4,1,a,b,c,d,e,f,2

0,2,a,5,b,c,d,e,f,1
2,a,5,b,c,d,e,f,g,3

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

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

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

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

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

4,a,b,c,d,e,f,g,h,4

5,a,b,c,d,e,f,g,h,5  

0,a,b,c,d,e,f,g,h,0

@COLORS

0   0   0   0
1 255   0   0
2   0 255   0
3   0   0 255
4 255 255   0
5   0 255 255

Here are some example patterns:

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x = 29, y = 68, rule = Mites2
4.2E$4.E13.3D2$9.D$18.E8.2E$8.D4.AC13.E2$9.D$.D21.D$.D19.D3.D$.D2.E
3$23.A$5.C17.C$5.A3$24.E$3.D3.D$5.D$19.D2$E13.CA4.D$2E8.E$19.D2$8.3D
13.E$23.2E12$4.2E$4.E13.3D2$9.D$18.E8.2E$8.D4.AC13.E2$9.D$.D21.D$.D
19.D3.D$.D2.E3$23.A$5.C17.C$5.A3$24.E2.D$3.D3.D19.D$5.D21.D$19.D2$E
13.CA4.D$2E8.E$19.D2$8.3D!

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x = 18, y = 34, rule = Mites2
3E11.E2D$E6.CA5.D$ED13.E$.E11.5E7$4E2D$E2.DB$EDACE$.6E7$3E11.E2D$E6.
CA5.D$ED13.E$.E11.3E7$4E2D$E2.DB$EDACE$.4E!

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x = 12, y = 4, rule = Mites2
4E2D$ECAD$ED2.ECA2.CAD$.6E!

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x = 15, y = 69, rule = Mites2
10.4E$10.D2.DE$10.2D2.E$14.E$13.2E8$2E$E$E2.2DE$EDCA$.4E7$.4E$.D2.D
E$.2D2.E$2E3.E$E3.2E$E2.2DE$EDCA$.4E7$10.4E$10.D2.DE$10.2D2.E$14.E$
13.2E8$2E$E$E2.2DED$EDCA2.2D$.4E$5.D6$.4E$.D2.DE$.2D2.E$2E3.E$E3.2E
$E2.2DED$EDCA2.2D$.4E$5.D!

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x = 16, y = 11, rule = Mites2
7.E7.E$8.BC3.CB$8.C5.C$4E2D$ECAD$ED2.ECA2.CAD$.6E2$8.C5.C$8.BC3.CB$
7.E7.E!

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x = 135, y = 60, rule = Mites2
50.2E3.2E68.2E3.2E$50.EC3.CE68.E5.E2$2E4.3E66.2E4.3E$EC5.CA2.CA2.CA
2.CA2.CA2.CA2.CA2.CA2.CA2.CA2.CA2.CAD21.E26.CA24.D2$4.D51.E22.D51.E
$4.A45.EC3.CE68.E5.E$EC2.C2.CE41.2E3.AE18.E7.E41.2E4.E$2E5.2E66.2E5.
2E2$4.A50.C$4.C50.A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.
A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.
A3$4.A50.C$4.C50.A3$4.A50.C$4.C50.A2$51.2E5.2E66.2E5.2E$3.EA3.2E41.
EC2.C2.CE18.E4.2E41.E7.E$3.EC3.CE45.A22.E5.E$3.E51.D22.E51.D2$6.DAC
2.AC2.AC2.AC2.AC2.AC2.AC2.AC2.AC2.AC2.AC2.AC5.CE21.D52.E$51.3E4.2E66.
3E4.2E2$3.EC3.CE68.E5.E$3.2E3.2E68.2E3.2E!

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x = 157, y = 74, rule = Mites2
34.3E80.3E$36.5E78.5E$34.CB2.CDE81.DE$35.C3.B$38.D82.D2$30.CB11.C$31.
C10.CB3$26.CB19.C$27.C18.CB3$22.CB27.C$23.C26.CB3$18.CB35.C45.CB$19.
C34.CB46.C3$14.CB43.C$15.C42.CB3$10.CB51.C$11.C50.CB3$6.CB59.C$7.C58.
CB2$.2E81.2E$.EDB67.C.E10.ED70.E$.EC.D65.CB.E10.E2.D68.E$.E70.2E10.
E70.2E$2E70.E10.2E70.E$E.BC65.D.CE10.E68.D2.E$E.C67.BDE10.E70.DE$71.
2E81.2E2$6.BC58.C$6.C59.BC3$10.BC50.C$10.C51.BC3$14.BC42.C$14.C43.B
C3$18.BC34.C$18.C35.BC3$22.BC26.C$22.C27.BC3$26.BC18.C$26.C19.BC3$30.
BC10.C$30.C11.BC2$35.D82.D$34.B3.C$33.EDC2.BC76.ED$33.5E78.5E$37.3E
80.3E!

The third rule is the most interesting in that it supports knight ships and orthogonal ships.

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@RULE Mites3

@TABLE

# Rule: C,N,NE,E,SE,S,SW,W,NW,C'

# 8,1,2
# 7,0,3
# 6,5,4

n_states:8
neighborhood:Moore
symmetries:rotate4reflect

var a={0,1,2,3,4,5,6,7}
var b={0,1,2,3,4,5,6,7}
var c={0,1,2,3,4,5,6,7}
var d={0,1,2,3,4,5,6,7}
var e={0,1,2,3,4,5,6,7}
var f={0,1,2,3,4,5,6,7}
var g={0,1,2,3,4,5,6,7}
var h={0,1,2,3,4,5,6,7}
var i={1,2,3,4,6}

0,1,a,7,b,c,d,e,f,5

0,5,7,a,b,c,d,e,f,3
0,7,5,a,b,c,d,e,f,1

0,a,b,c,d,e,f,1,3,4
0,3,a,b,c,d,e,f,g,0
0,a,1,b,c,d,e,f,g,2

0,a,2,b,2,c,d,e,f,0
0,2,a,b,c,2,d,e,f,0
2,4,a,b,c,d,e,f,g,2
0,a,b,c,d,e,2,4,f,3
0,a,b,c,d,e,4,2,f,1

0,5,6,a,b,c,d,e,f,0
0,5,a,b,c,d,e,f,g,5
5,a,b,c,d,e,f,g,h,6

i,a,b,c,d,e,f,g,h,0

7,a,b,c,d,e,f,g,h,7

0,a,b,c,d,e,f,g,h,0

@COLORS

0   0   0   0
1 255   0   0
2   0 255   0
3   0   0 255
4 255 255   0
5   0 255 255
6 255   0 255
7 255 128   0

Here are some example patterns:

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x = 14, y = 13, rule = Mites3
4.AC2.CA$4.B4.B2$12.BA$AB11.C$C2$13.C$C11.BA$AB2$4.B4.B$4.AC2.CA!

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x = 19, y = 19, rule = Mites3
4.4G$7.G3$18.G$9.G8.G$9.G8.G$17.2G2$5.2G5.2G2$2G$G8.G$G8.G3.E$G12.F
3$11.G$11.4G!

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x = 15, y = 28, rule = Mites3
14.G$14.G$14.G$13.2G$13.G$5.B.B.B$5.E.G.D$5.G$.G$2G$G$G$G6$11.G$11.
G$11.G$10.2G$8.G.G$4.G.G.E$3.2GEB.B$3.G$3.G$3.G!

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x = 3, y = 3, rule = Mites3
D.G$B$GBD!

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x = 4, y = 7, rule = Mites3
G2.G2$.GEB2$2.GB2$2.DB!

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x = 19, y = 19, rule = Mites3
5.3G$7.2G4$9.G8.G$9.G8.G$17.2G$17.G$5.2G5.2G$.G$2G$G8.G$G8.G3.E$13.
F3$10.2G$11.3G!

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x = 27, y = 16, rule = Mites3
.G3$2G4$12.C$11.BA4$25.2G3$25.G!

Brian Prentice

[wildmyron]

I really like Mites3 for the variety of small spaceships. After a little bit of messing about with random soups no slower spaceships seem to emerge and most reactions seem to lead to annihilation of one of the mites - particularly the orthogonal ones seem very fragile. I expect that's a predictable outcome from the way you engineered the rules, though I didn't look to closely. I did find one interesting reaction between two knightships which reflects one of the ships.

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x = 4, y = 9, rule = Mites3
.D$.B.B6$AB$C!

And another between a knightship and an orthogonal ship which converts the later to a new knightship

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x = 5, y = 9, rule = Mites3:T500,500
F$E6$3.AB$3.C!

This is only from observing interactions occurring naturally, not through systematic survey.

I wonder if these reactions would allow larger ships to be built which travel at slower speeds.

[simsim314]

@bprentice

Hey cool rules, it's like particles but also include diagonal particles, which has it's own application, I liked.

What troubles me most is the lack of interaction rules. There was not enough thought how two particles interact. I suggest to look at Serizawa rule as a nice reference.

And my favorite is Mites2 because of the more compact design than Mites1 and more "practical" applications (i.e. the ability to simulate other automatons) than Mites3.

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x = 65, y = 101, rule = Mites2
11$36.2E$36.E13.3D2$39.BCD$39.C10.E8.2E$39.BD19.E$39.C$39.BCD11.BCBCB
$33.D19.C.D.C$33.D19.D3.D$33.D2.E8$56.E2.D$35.D3.D19.D$35.C.D.C19.D$
35.BCBCB11.DCB$53.C$32.E19.DB$32.2E8.E10.C$51.DCB2$40.3D26$35.2E$35.E
13.3D2$38.BCD$38.C10.E8.2E$38.BD19.E$38.C$38.BCD$32.D21.D$32.D19.D3.D
$32.D2.E8$55.E$34.D3.D$36.D$50.DCB$52.C$31.E19.DB$31.2E8.E10.C$50.DCB
2$39.3D13.E$54.2E!

@ wildmyron

And well there is this one:

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x = 68, y = 27, rule = Mites3
4.G$4.G45.3G12.3G$4.G47.2G2$9.3G$11.2G$54.G7.EG$54.G8.G$62.2G$13.G8.G
39.G$13.G8.G27.2G5.2G$21.2G23.G$21.G23.2G$9.2G5.2G27.G8.G$5.G39.G8.G$
4.2G$4.G8.G$4.G8.G$55.2G$41.3G12.3G$17.E$14.2GCFC44.G$3G12.3GA44.G$
63.G$22.G$22.G$22.G!

[twinb7]

I'll be checking this out ASAP.

[twinb7]

OK, first thing I wanted to pull out of the random seeds of Mites were the growth patterns. Common, I know, but I separated them in their smallest forms.
Linear:

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x = 2, y = 3, rule = Mites
CB$DB$CB!

Quadratic:

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x = 4, y = 2, rule = Mites
C2BC$D2CD!

n log n:

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x = 35, y = 17, rule = Mites
10$8.D.12D.D$8.A14BA!

And this is an oscillator in the common 'bar' agar (rule Mites:T18,20)

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x = 18, y = 20, rule = Mites:T18,20
BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD
4.BCBCB.BD$BD4.BDBDC.BD$BD4.BD.CB.BD$BD4.BD.CB.BD$BD4.BDBDC.BD$BD4.BC
BCB.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD4.BD$BD4.BD
4.BD$BD4.BD4.BD$BD4.BD4.BD!

[twinb7]

Wires:

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x = 58, y = 19, rule = Mites
43.3E$42.2E.2E$5.21E15.2E.E.2E$4.2E.E.E.E.E.E.E.E.E.3E14.2E.3E.E$6.E.
E.E.E.E.E.E.E.E.2E13.2E.2E.2E.2E$5.19E.E15.2E3.2E.E$22.E.2E15.E5.2E.
2E$22.2E.E22.2E.E$CB20.E.2E10.CB11.2E.2E$DC20.2E.E10.DC12.2E.2E$22.E.
2E25.2E.2E$22.2E.E26.2E.2E$25.E27.2E.2E$54.2E.E$53.2E.2E$52.2E.2E$51.
2E.2E$53.2E$53.E!

[bprentice]

Here are two irregular knight ship guns:

Code: Select all

x = 15, y = 15, rule = Mites3
G$.G$2.G$3.G$4.G$5.G$6.G$7.G2.C$8.GBA$9.G$10.G$11.G$12.G$13.G$14.G!

Code: Select all

x = 17, y = 16, rule = Mites3
2.G$G2.G$.G2.G$2.G2.G$3.G.CG$4.GA.G$5.G2.G$6.G2.G$7.G2.G$8.G2.G$9.G
2.G$10.G2.G$11.G2.G$12.G2.G$13.G2.G$14.G!

Brian Prentice

[simsim314]

In Mites there are many "total" space fillers, it would be cool to find something minimalistic that works "perfectly" without any "lines" and some "stuff".

This is an example of something "rude" just to show total space fillers are possible:

Code: Select all

x = 148, y = 148, rule = Mites
.D2.B.BD4B.4B.B3.BD3.D.D3.D.D.DB.D2.3D2B.B.3B.B.2B2D3.D.3B4.BD2.2B3.
5D61B$BD.DB3D.BDBD2.3D2BD2.2D3B.5B.B.D2.2B3D.DBDBD.D4.D2.2B.BDB2D2.3B
2DB.3D2B5.61D$3BD2.2B.BD.2B.2B2.2D3B.B3DBD2.2DB.2B2D3.D.D3.D.D2.2BDBD
3.B.B.DB4D.5B2.D5B$2D.D.BDB.2D.BD2B2DBD.B2.2DB3.D.D.2B2D2.D3.D.3B3D2B
2D6B2D3.D3.2B.D.11D61B$.D.D.BD.BD3.D2BD.BDB.3B3.3B.B2D2.DB.D.B.B.BDB.
BD4.B4D4B3D.B2D2.B.2B9.61D$BD.D.BD.BD.B.4D.D.B2.3D3BDBD2.DB2DB.D2BD3.
D3.2BDB3D2.2B3.3B2DB3DB3.9B$.2BD.B2DBD.BD3.DBD.2DB2.4D2.2DBDB4.D.BD.B
.3B2D.2D2.2B6.BD2.2BD.D3.10D61B$4D2BD2.DB.2D2B.B.2D.B.2B2.2D2B.3B.2DB
D2.2DB4D.D2.DB2D2.2BD.B.DB3.2BD.5B7.61D$2B4.D.2BD.B.BD3.BD.B2.2D2B.BD
.D3.D2B2D3B.D2.B.2B4.5D.DBD2B.3DBD2B2DBD7B$DBD4B2.BD.D.BDB2.B2.2D2B2.
D.B3DB.B2.2B.BCB.2BDB2D2.2B5.B3.DB2.D3BD2.D2.8D61B$2B2D.B2D.BDBD.B.B
4.2B.B2DBD.B.D.B.2B2.D.BDB4DBD.B2D.2B2D4B2.D.B.B3.B3.2B7.61D$3.D.3D2B
DBD3.D.2B4.D2.BD2B.D.D.3DBD.BD.3B2.D.B.3D4B2D3BD3.D.4D2B2.7B$B5DB.B.D
BDB.2D2.3D.BDB.B.2DBD.2D2B.B.3B3.D.3B2D2.2B4.B2DBDB.B3DBD.2D3.6D61B$D
4B.B.D.D3B.2D4BD.3B.D2B2.D.D2.D5.3DBDB2D2.2B3.4D2.2B.B.2B2.BD.3D3B5.
61D$2B2.D.B.DBDB.D.D2.D.BD.D3.D.2D2B.4DB3D3B.3B.2B.D2.3D4B.D2.B2.4BD.
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.DB.3DCB.4BD.D2.D3B.D2B2.BD3.D3.BDB3DBDB3D.4B2.2B6D.B.BD2.3D61B$2.2BD
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61D$B.D5.2B5D2.B2.B.D5.D.B4DB5D2BD.B.B.2B3.D3.D.D2.D.D.D.B.2B2DB2DBD
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.B2.2D3BDBD61B$B.2B.4B.B3D2B.DB4D2B2DBD.DB4D.D3.D.DBD2.2D2B.B.B.D3.B.
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2D2B2.D.D.D.3DBD.2B.DB2.D.B3DBDB.D2B3.BD22.2D$3.D3.3D.3B2.D.D2.2D.3D
2B.D2.B2D3B.3BD2B.B2DB3DBD.2B.B3DB.BD3B.BD3.DB3.2D3B2D20B4.35B$.BDB.B
2.B2.BD2.3B3D5B.D2.2BDBD3.D.D4.D.2B.3B.2B.BD.DBD.B3DBDB.BD.B.DB.2B2.
4D2.18D6B34D$.BDBDB2.B3.6DB4.DCD.4DB2.DB.BD.7DBD6.2DBDBDBD.B4.DB.B2DB
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8.8B16.29B$2B.B.2B.2D.B.3BD2.2BDBDBDB.2D3.BD.3B.BDB2D2B.D.BD2.2D2B.B.
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$B.2B3D.2D2B.B.2B4.D.3B2.D2.2DBD2.3DB2D2.2B3D3B5.D3B3DB.2B.DB4DBDB2D
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[twinb7]

In Mites there are many "total" space fillers, it would be cool to find something minimalistic that works "perfectly" without any "lines" and some "stuff".

This is an example of something "rude" just to show total space fillers are possible:

Code: Select all

x = 148, y = 148, rule = Mites
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2BD2B.2D2B.B.DBD3.BD3.2D.B.3B2.2D2.2D2B.3DB2D3.2B.B2D2B2.9D2C2DBDB.D
2BD3.B2.DB2DB2DB.3B2.2D3BDB.4D!

This may have been easier if you found one of my earlier posts. If you're looking specifically for a square or diamond spacefiller as opposed to the triangular one I put together, then you might want this, the second quadratic growth pattern from me:

Code: Select all

x = 4, y = 4, rule = Mites
.2D$D2BD$D2BD$.2D!

[bprentice]

Using twinb7's "wires" construction here are two more guns:

Code: Select all

x = 119, y = 119, rule = Mites
12.3E$11.2EB2E$10.2EDE.2E$9.2E.3E.2E$8.2E.2E.2E.2E$7.2E.2E3.2E.2E$6.
2E.2E5.2E.2E$5.2E.2E7.2E.2E$4.2E.2E9.2E.2E$3.2E.2E11.2E.2E$2.2E.2E13.
2E.2E$.2E.2E15.2E.2E$2E.2E17.2E.2E$E.2E19.2E.E$2E.2E17.2E.2E$.2E.2E
15.2E.2E$2.2E.2E13.2E.2E$3.2E.2E11.2E.2E$4.2E.2E9.2E.2E$5.2E.2E7.2E
.2E$6.2E.2E5.2E.2E$7.2E.2E3.2E.2E$8.2E.2E.2E.2E$9.2E.3E.2E38.2E$10.
2E.E.2E39.E$11.2E.E$12.3E$38.DA18.E$16.5E$16.6E$38.DA18.E$12.3E$11.
2E.E$10.2E.E.2E39.E$9.2E.3E.2E38.2E$8.2E.2E.2E.2E$7.2E.2E3.2E.2E$6.
2E.2E5.2E.2E$5.2E.2E7.2E.2E$4.2E.2E9.2E.2E$3.2E.2E11.2E.2E$2.2E.2E13.
2E.2E$.2E.2E15.2E.2E$2E.2E17.2E.2E$E.2E19.2E.E$2E.2E17.2E.2E$.2E.2E
15.2E.2E$2.2E.2E13.2E.2E$3.2E.2E11.2E.2E$4.2E.2E9.2E.2E$5.2E.2E7.2E
.2E$6.2E.2E5.2E.2E$7.2E.2E3.2E.2E$8.2E.2E.2E.2E$9.2E.3E.2E$10.2EDE.
2E$11.2EB2E$12.3E3$88.E2.E$84.E10.E$84.2E8.2E17$88.A2.A$88.D2.D12$73.
3E28.3E$72.2E.2E26.2E.2E$71.2E.E.2E24.2E.E.2E$70.2E.3E.2E22.2E.3E.2E
$69.2E.2E.2E.2E20.2E.2E.2E.2E$68.2E.2E3.2E.2E8.E9.2E.2E3.2E.2E$67.2E
.2E5.2E.2E7.2E7.2E.2E5.2E.2E$66.2E.2E7.2E.2E6.2E6.2E.2E7.2E.2E$65.2E
.2E9.2E.2E5.2E5.2E.2E9.2E.2E$64.2E.2E11.2E.2E4.2E4.2E.2E11.2E.2E$63.
2E.2E13.2E.2E3.2E3.2E.2E13.2E.2E$62.2E.2E15.2E.E8.E.2E15.2E.2E$61.2E
.2E17.2E.2E4.2E.2E17.2E.2E$61.EB2E19.2E.E4.E.2E19.2EBE$61.2ED2E17.2E
.2E4.2E.2E17.2ED2E$62.2E.2E15.2E.2E6.2E.2E15.2E.2E$63.2E.2E13.2E.2E
8.2E.2E13.2E.2E$64.2E.2E11.2E.2E10.2E.2E11.2E.2E$65.2E.2E9.2E.2E12.
2E.2E9.2E.2E$66.2E.2E7.2E.2E14.2E.2E7.2E.2E$67.2E.2E5.2E.2E16.2E.2E
5.2E.2E$68.2E.2E3.2E.2E18.2E.2E3.2E.2E$69.2E.2E.2E.2E20.2E.2E.2E.2E
$70.2E.3E.2E22.2E.3E.2E$71.2E.E.2E24.2E.E.2E$72.2E.2E26.2E.2E$73.3E
28.3E!

Code: Select all

x = 97, y = 188, rule = Mites
82.3E$81.2E.2E$80.2E.E.2E$79.2E.3E.2E$78.2E.2E.2E.2E$77.2E.2E3.2E.2E
$76.2E.2E5.2E.2E$75.2E.2E7.2E.2E$74.2E.2E9.2E.2E$73.2E.2E11.2E.2E$72.
2E.2E13.2E.2E$54.3E14.2E.2E15.2ED2E$53.2E.2E12.2E.2E17.2EB2E$52.2E.
E.2E11.E.2E19.2E.E$51.2E.3E.2E10.2E.2E17.2E.2E$50.2E.2E.2E.2E10.2E.
2E15.2E.2E$49.2E.2E3.2E.2E10.2E.2E13.2E.2E$48.2E.2E5.2E.2E10.2E.2E11.
2E.2E$47.2E.2E7.2E.2E10.2E.2E9.2E.2E$46.2E.2E9.2E.2E10.2E.2E7.2E.2E
$45.2E.2E11.2E.2E10.2E.2E5.2E.2E$44.2E.2E13.2E.2E10.2E.2E3.2E.2E$43.
2E.2E15.2E.2E10.2E.2E.2E.2E$42.2E.2E17.2E.2E10.2E.3E.2E$42.E.2E19.2E
.E11.2E.E.2E$42.2E.2E17.2E.2E12.2E.E$43.2E.2E15.2ED2E14.3E$44.2E.2E
13.2EB2E20.E$45.2E.2E11.2E.2E23.E$46.2E.2E9.2E.2E20.4E$47.2E.2E7.2E
.2E$48.2E.2E5.2E.2E$49.2E.2E3.2E.2E$50.2E.2E.2E.2E$51.2E.3E.2E$52.2E
.E.2E$53.2E.E$54.3E38.DA$59.E$61.E$57.4E2$73.3E$72.2E.2E$71.2E.E.2E
$70.2E.3E.2E$69.2E.2E.2E.2E$68.2EB2E3.2E.2E$67.2ED2E5.2E.2E$66.2E.2E
7.2E.2E$65.2E.2E9.2E.2E$64.2E.2E11.2E.2E$63.2E.2E13.2E.2E$62.2E.2E15.
2E.2E$61.2E.2E17.2E.2E$61.E.2E19.2E.E$61.2E.2E17.2E.2E7.CB$62.2E.2E
15.2E.2E8.DB$63.2E.2E13.2E.2E9.DB$64.2E.2E11.2E.2E10.DB$65.2E.2E9.2E
.2E11.DB$66.2E.2E7.2E.2E12.DB$67.2E.2E5.2E.2E13.DB$68.2E.2E3.2E.2E14.
DB$69.2E.2E.2E.2E15.DB$12.3E55.2E.3E.2E16.DB$11.2E.2E55.2E.E.2E17.D
B$10.2E.E.2E55.2E.E19.DB$9.2E.3E.2E55.3E19.DB$8.2E.2E.2E.2E76.DB$7.
2E.2E3.2E.2E75.DB$6.2E.2E5.2E.2E74.DB$5.2E.2E7.2E.2E73.DB$4.2E.2E9.
2E.2E72.DB$3.2E.2E11.2ED2E71.DB$2.2E.2E13.2EB2E70.DB$.2E.2E15.2E.2E
69.DB$2E.2E17.2E.2E68.DB$E.2E19.2E.E68.DB$2E.2E17.2E.2E68.DB$.2E.2E
15.2E.2E69.DB$2.2E.2E13.2E.2E70.DB$3.2E.2E11.2E.2E71.DB$4.2E.2E9.2E
.2E72.DB$5.2E.2E7.2E.2E73.DB$6.2E.2E5.2E.2E74.DB$7.2E.2E3.2E.2E75.D
B$8.2E.2E.2E.2E76.DB$9.2E.3E.2E38.2E37.DB$10.2E.E.2E39.E38.DB$11.2E
.E80.DB$12.3E80.DB$47.DA9.E36.DB$16.5E74.DB$16.6E73.DB$47.DA9.E36.D
B$12.3E80.DB$11.2E.E80.DB$10.2E.E.2E39.E38.DB$9.2E.3E.2E38.2E37.DB$
8.2E.2E.2E.2E76.DB$7.2E.2E3.2E.2E75.DB$6.2E.2E5.2E.2E74.DB$5.2E.2E7.
2E.2E73.DB$4.2E.2E9.2E.2E72.DB$3.2E.2E11.2E.2E71.DB$2.2E.2E13.2E.2E
70.DB$.2E.2E15.2E.2E69.DB$2E.2E17.2E.2E68.DB$E.2E19.2E.E68.DB$2E.2E
17.2E.2E68.DB$.2E.2E15.2E.2E69.DB$2.2E.2E13.2EB2E70.DB$3.2E.2E11.2E
D2E71.DB$4.2E.2E9.2E.2E72.DB$5.2E.2E7.2E.2E73.DB$6.2E.2E5.2E.2E74.D
B$7.2E.2E3.2E.2E75.DB$8.2E.2E.2E.2E76.DB$9.2E.3E.2E55.3E19.DB$10.2E
.E.2E55.2E.E19.DB$11.2E.2E55.2E.E.2E17.DB$12.3E55.2E.3E.2E16.DB$69.
2E.2E.2E.2E15.DB$68.2E.2E3.2E.2E14.DB$67.2E.2E5.2E.2E13.DB$66.2E.2E
7.2E.2E12.DB$65.2E.2E9.2E.2E11.DB$64.2E.2E11.2E.2E10.DB$63.2E.2E13.
2E.2E9.DB$62.2E.2E15.2E.2E8.DB$61.2E.2E17.2E.2E7.CB$61.E.2E19.2E.E$
61.2E.2E17.2E.2E$62.2E.2E15.2E.2E$63.2E.2E13.2E.2E$64.2E.2E11.2E.2E
$65.2E.2E9.2E.2E$66.2E.2E7.2E.2E$67.2ED2E5.2E.2E$68.2EB2E3.2E.2E$69.
2E.2E.2E.2E$70.2E.3E.2E$71.2E.E.2E$72.2E.2E$73.3E2$57.4E$61.E$59.E$
54.3E38.DA$53.2E.E$52.2E.E.2E$51.2E.3E.2E$50.2E.2E.2E.2E$49.2E.2E3.
2E.2E$48.2E.2E5.2E.2E$47.2E.2E7.2E.2E$46.2E.2E9.2E.2E20.4E$45.2E.2E
11.2E.2E23.E$44.2E.2E13.2EB2E20.E$43.2E.2E15.2ED2E14.3E$42.2E.2E17.
2E.2E12.2E.E$42.E.2E19.2E.E11.2E.E.2E$42.2E.2E17.2E.2E10.2E.3E.2E$43.
2E.2E15.2E.2E10.2E.2E.2E.2E$44.2E.2E13.2E.2E10.2E.2E3.2E.2E$45.2E.2E
11.2E.2E10.2E.2E5.2E.2E$46.2E.2E9.2E.2E10.2E.2E7.2E.2E$47.2E.2E7.2E
.2E10.2E.2E9.2E.2E$48.2E.2E5.2E.2E10.2E.2E11.2E.2E$49.2E.2E3.2E.2E10.
2E.2E13.2E.2E$50.2E.2E.2E.2E10.2E.2E15.2E.2E$51.2E.3E.2E10.2E.2E17.
2E.2E$52.2E.E.2E11.E.2E19.2E.E$53.2E.2E12.2E.2E17.2EB2E$54.3E14.2E.
2E15.2ED2E$72.2E.2E13.2E.2E$73.2E.2E11.2E.2E$74.2E.2E9.2E.2E$75.2E.
2E7.2E.2E$76.2E.2E5.2E.2E$77.2E.2E3.2E.2E$78.2E.2E.2E.2E$79.2E.3E.2E
$80.2E.E.2E$81.2E.2E$82.3E!

Brian Prentice

[twinb7]

A demo of wires, reflectors, eaters, and splitters

Code: Select all

x = 93, y = 49, rule = Mites
51.3E19$16.3E19.3E$15.2E.2E17.2E.E$17.E21.2E$17.E21.E21.E$61.2E$12.CB
45.2E.2E26.3E$12.DC46.2E.2E24.2E.E$62.E.2E25.2E$62.2E.2E24.E$63.2E.E$
28.E35.3E$28.2E$26.2E.2E$28.E$28.E$.E51.E$2E80.E.E$E.2E80.E$2E.2E77.
2E$.2E.2E$2.2E.2E$3.2E.2E$4.2E.2E$5.2E.2E$6.2E.2E31.E$7.2E.2E30.E$8.
2E.2E27.2E.2E$9.2E.E28.3E$10.2E.2E$11.3E!

[twinb7]

I have been doing a lot in Mites, but I may branch out to a different variant at some point. For the time being I'm trying to make a Mites diode.

[twinb7]

A back diagonal rake of half the usual period:

Code: Select all

x = 56, y = 41, rule = Mites
.C3.C$D5.D$A5.A2$2.BCB$2.CDC2$5.CD.DC2.DC2.DC2.DC2.DC$4.2B2.CB2.CB2.C
B2.CB2.CB$4.CD3$6.BC$6.CD$20.D$20.A$8.BC.C.C.C.CB$8.CD.D.D.D.DC3$10.B
.B.B.B20.BC$10.CDC.CDC20.CD$11.B3.B$10.D.3D.D$10.A5BA22.BC$39.CD3$41.
BC$41.CD$55.D$55.A$43.BC.C.C.C.CB$43.CD.D.D.D.DC3$45.B.B.B.B$45.CDC.C
DC$46.B3.B$45.D.3D.D$45.A5BA!

Unfortunately I can't use it to make arbitrarily high period backrakes, I don't think:

Code: Select all

x = 72, y = 73, rule = Mites
.C3.C$D5.D$A5.A2$2.BCB$2.CDC2$5.CD.DC2.DC2.DC2.DC2.DC2.DC$4.2B2.CB2.C
B2.CB2.CB2.CB2.CB.BC$4.CD25.CD3$6.BC$6.CD$20.D$20.A$8.BC.C.C.C.CB16.B
C$8.CD.D.D.D.DC16.CD3$10.B.B.B.B$10.CDC.CDC$11.B3.B$10.D.3D.D$10.A5BA
22.BC$39.CD7$17.C3.C21.BC$16.D5.D20.CD$16.A5.A2$18.BCB$18.CDC2$21.CDC
2.DC2.DC2.DC2.DC2.DC$20.2B.B2.CB2.CB2.CB2.CB2.CB3.BC$20.CD25.CD3$22.B
C25.BC$22.CD25.CD$36.D$36.A$24.BC.C.C.C.CB16.BC$24.CD.D.D.D.DC16.CD3$
26.B.B.B.B20.BC$26.CDC.CDC20.CD$27.B3.B$26.D.3D.D$26.A5BA22.BC$55.CD
3$57.BC$57.CD$71.D$71.A$59.BC.C.C.C.CB$59.CD.D.D.D.DC3$61.B.B.B.B$61.
CDC.CDC$62.B3.B$61.D.3D.D$61.A5BA!

[twinb7]

And this is a pattern I love, which produces long-term chaotic and yet ordered behavior.

Code: Select all

x = 10, y = 14, rule = Mites
2.D2BD$3.2D3$D$A5$4.D3.D$4.B3.B$3.D.3D.D$3.A5BA!

[wildmyron]

A back diagonal rake of half the usual period:

...

Unfortunately I can't use it to make arbitrarily high period backrakes, I don't think:

...

I found a reaction which allows the period to be doubled once more. I don't think it's any more extendable than what you already had, but during the discovery process it was apparent there are plenty of different possibilities for combining streams.

Code: Select all

x = 115, y = 79, rule = Mites
4$34.D$34.A$27.D$27.A6.D$28.C.CB2.A$27.D2.DC$27.A3$25.D4.CD.DC6.DC6.D
C6.DC6.DC6.DC2.BC$25.A4.BC.CB6.CB6.CB6.CB6.CB6.CB2.CD2$31.BC$31.CD4$
81.BC$81.CD2$35.BC18.D5.D$35.CD18.ABC.CBA$56.CD.DC3$58.B26.BC$58.C2DC
DC2.DC2.DC2.DC2.DC2.DC.CD$61.BCB2.CB2.CB2.CB2.CB2.CB$39.BC$39.CD19.BC
25.BC$60.CD25.CD$15.D5.D$15.ABC.CBA$16.CD.DC41.BC9.C.D13.BC$62.CD9.DC
A13.CD2$18.B24.BC$18.C2DC2.DC2.DC2.DC2.DC2.DC.CD19.BCBCBCBCB18.BC$21.
B2.CB2.CB2.CB2.CB2.CB22.CDCDCDCDC18.CD2$20.BC23.BC19.D3.D$20.CD23.CD
19.B3.B22.BC$65.D.3D.D21.CD$65.A5BA$22.BC9.C.D11.BC$22.CD9.DCA11.CD
46.BC$95.CD2$24.BCBCBCBCB16.BC$24.CDCDCDCDC16.CD46.BC9.C.D$97.CD9.DCA
$26.D3.D$26.B3.B20.BC$25.D.3D.D19.CD46.BCBCBCBCB$25.A5BA67.CDCDCDCDC
2$53.BC46.D3.D$53.CD46.B3.B$100.D.3D.D$100.A5BA$55.BC9.C.D$55.CD9.DCA
3$57.BCBCBCBCB$57.CDCDCDCDC2$59.D3.D$59.B3.B$58.D.3D.D$58.A5BA!

If you remove the blocking orthogonal mites you see the reaction emits 6 streams of diagonal mites. One of these can interact with the main output stream to add an extra mite without reducing the period.

Code: Select all

x = 97, y = 119, rule = Mites
44.D$35.BC7.A$35.CD$44.D$37.BC3.CBA$37.CD3.DC7$36.CB$36.DC4$43.BC$43.
CD2$34.CB$34.DC7$28.CB$28.DC4$51.BC$51.CD2$26.CB$26.DC7$20.CB$20.DC4$
59.BC$13.D45.CD$13.A$15.BC.CB$13.D.CD.DC$13.A3$11.D.D.DC6.DC6.DC6.DC
6.DC6.DC6.DC$11.ABC.CB6.CB6.CB6.CB6.CB6.CB6.CD2$17.BC$17.CD4$67.BC$
67.CD2$21.BC18.D5.D$21.CD18.ABC.CBA$42.CD.DC3$44.B26.BC$44.C2DCDC2.DC
2.DC2.DC2.DC2.DC.CD$47.BCB2.CB2.CB2.CB2.CB2.CB$25.BC$25.CD19.BC25.BC$
46.CD25.CD$.D5.D$.ABC.CBA$2.CD.DC41.BC9.C.D13.BC$48.CD9.DCA13.CD2$4.B
24.BC$4.C2DC2.DC2.DC2.DC2.DC2.DC.CD19.BCBCBCBCB18.BC$7.B2.CB2.CB2.CB
2.CB2.CB22.CDCDCDCDC18.CD2$6.BC23.BC19.D3.D$6.CD23.CD19.B3.B22.BC$51.
D.3D.D21.CD$51.A5BA$8.BC9.C.D11.BC$8.CD9.DCA11.CD46.BC$81.CD2$10.BCBC
BCBCB16.BC$10.CDCDCDCDC16.CD46.BC9.C.D$83.CD9.DCA$12.D3.D$12.B3.B20.B
C$11.D.3D.D19.CD46.BCBCBCBCB$11.A5BA67.CDCDCDCDC2$39.BC46.D3.D$39.CD
46.B3.B$86.D.3D.D$86.A5BA$41.BC9.C.D$41.CD9.DCA3$43.BCBCBCBCB$43.CDCD
CDCDC2$45.D3.D$45.B3.B$44.D.3D.D$44.A5BA!

And this is a pattern I love, which produces long-term chaotic and yet ordered behavior.

...

That is fantastic. I love how the main reaction is impervious to all assaults. Every time I think it's going to die out due to an incoming destructive wave, it survives and recovers.

[twinb7]

@wildmyron Nice rakes!

That is fantastic. I love how the main reaction is impervious to all assaults. Every time I think it's going to die out due to an incoming destructive wave, it survives and recovers.

I know, it's absolutely wonderful!

Here's a similar pattern, that originally inspired it. This one, however, stabilizes after a drastic change in behavior around 4000 gens.

Code: Select all

x = 23, y = 7, rule = Mites
21.CD$21.BC$21.BC$21.CD2$D2CD$C2BC!

[bprentice]

wildmyron and twinb7,

Can you convert your rakes to ships and then construct guns for them?

Brian Prentice

[wildmyron]

wildmyron and twinb7,

Can you convert your rakes to ships and then construct guns for them?

Brian Prentice

I'm not quite sure what you mean by "convert your rakes to ships". Do you mean suppressing the back rake like this

Code: Select all

x = 15, y = 11, rule = Mites
D.C9.C.D$ACD9.DCA3$3.BCBCBCBCB$3.CDCDCDCDC2$5.D3.D$5.B3.B$4.D.3D.D$4.
A5BA!

Or do you mean something else?

I might play with trying to construct a gun for this, but it's a bit beyond what I know how to approach.

[bprentice]

Do you mean suppressing the back rake like this:

Code: Select all

x = 15, y = 11, rule = Mites
D.C9.C.D$ACD9.DCA3$3.BCBCBCBCB$3.CDCDCDCDC2$5.D3.D$5.B3.B$4.D.3D.D$4.
A5BA!

Exactly, or like this:

Code: Select all

x = 73, y = 72, rule = Mites
.DA$C$4.BC$4.CD$4.BC2.BC$C6.CBD$.DA4.D4.BC$12.CD$7.DC7.BC$7.CB7.CD$
20.BC.DA$16.CD3.DB.B$7.DC11.BC.DB$7.CB7.CD5.DB$20.BC.DB$16.CD3.DB.B
$7.DC11.BC.DA8.DA$7.CB7.CD14.C$16.BC18.BC$36.CD$7.DC5.DA20.BC2.BC$7.
CB23.C6.CBD$33.DA4.D4.BC$39.CB3.CD$7.DC39.BC$7.CB39.CD$39.DC11.BC.D
A$39.CB7.CD3.DB.B$7.DC43.BC.DB$7.CB39.CD5.DB$39.DC11.BC.DB$8.BC29.C
B7.CD3.DB.B$8.CD42.BC.DA$48.CD$39.DC7.BC$16.BC21.CB$16.CD28.DA2$39.
DC$24.BC13.CB$24.CD2$39.DC$32.BC5.CB$32.CD3$40.BC$40.CD$44.BC$44.CD
$48.BC$48.CD$52.BC$52.CD$56.BC$56.CD$60.BC$60.CD$64.BC$64.CD$68.BC.
DA$64.CD3.DB.B$68.BC.DB$64.CD5.DB$68.BC.DB$64.CD3.DB.B$68.BC.DA$64.
CD$64.BC2$62.DA!

and then constructing something like this:

Code: Select all

x = 97, y = 188, rule = Mites
82.3E$81.2E.2E$80.2E.E.2E$79.2E.3E.2E$78.2E.2E.2E.2E$77.2E.2E3.2E.2E
$76.2E.2E5.2E.2E$75.2E.2E7.2E.2E$74.2E.2E9.2E.2E$73.2E.2E11.2E.2E$72.
2E.2E13.2E.2E$54.3E14.2E.2E15.2ED2E$53.2E.2E12.2E.2E17.2EB2E$52.2E.
E.2E11.E.2E19.2E.E$51.2E.3E.2E10.2E.2E17.2E.2E$50.2E.2E.2E.2E10.2E.
2E15.2E.2E$49.2E.2E3.2E.2E10.2E.2E13.2E.2E$48.2E.2E5.2E.2E10.2E.2E11.
2E.2E$47.2E.2E7.2E.2E10.2E.2E9.2E.2E$46.2E.2E9.2E.2E10.2E.2E7.2E.2E
$45.2E.2E11.2E.2E10.2E.2E5.2E.2E$44.2E.2E13.2E.2E10.2E.2E3.2E.2E$43.
2E.2E15.2E.2E10.2E.2E.2E.2E$42.2E.2E17.2E.2E10.2E.3E.2E$42.E.2E19.2E
.E11.2E.E.2E$42.2E.2E17.2E.2E12.2E.E$43.2E.2E15.2ED2E14.3E$44.2E.2E
13.2EB2E20.E$45.2E.2E11.2E.2E23.E$46.2E.2E9.2E.2E20.4E$47.2E.2E7.2E
.2E$48.2E.2E5.2E.2E$49.2E.2E3.2E.2E$50.2E.2E.2E.2E$51.2E.3E.2E$52.2E
.E.2E$53.2E.E$54.3E38.DA$59.E$61.E$57.4E2$73.3E$72.2E.2E$71.2E.E.2E
$70.2E.3E.2E$69.2E.2E.2E.2E$68.2EB2E3.2E.2E$67.2ED2E5.2E.2E$66.2E.2E
7.2E.2E$65.2E.2E9.2E.2E$64.2E.2E11.2E.2E$63.2E.2E13.2E.2E$62.2E.2E15.
2E.2E$61.2E.2E17.2E.2E$61.E.2E19.2E.E$61.2E.2E17.2E.2E7.CB$62.2E.2E
15.2E.2E8.DB$63.2E.2E13.2E.2E9.DB$64.2E.2E11.2E.2E10.DB$65.2E.2E9.2E
.2E11.DB$66.2E.2E7.2E.2E12.DB$67.2E.2E5.2E.2E13.DB$68.2E.2E3.2E.2E14.
DB$69.2E.2E.2E.2E15.DB$12.3E55.2E.3E.2E16.DB$11.2E.2E55.2E.E.2E17.D
B$10.2E.E.2E55.2E.E19.DB$9.2E.3E.2E55.3E19.DB$8.2E.2E.2E.2E76.DB$7.
2E.2E3.2E.2E75.DB$6.2E.2E5.2E.2E74.DB$5.2E.2E7.2E.2E73.DB$4.2E.2E9.
2E.2E72.DB$3.2E.2E11.2ED2E71.DB$2.2E.2E13.2EB2E70.DB$.2E.2E15.2E.2E
69.DB$2E.2E17.2E.2E68.DB$E.2E19.2E.E68.DB$2E.2E17.2E.2E68.DB$.2E.2E
15.2E.2E69.DB$2.2E.2E13.2E.2E70.DB$3.2E.2E11.2E.2E71.DB$4.2E.2E9.2E
.2E72.DB$5.2E.2E7.2E.2E73.DB$6.2E.2E5.2E.2E74.DB$7.2E.2E3.2E.2E75.D
B$8.2E.2E.2E.2E76.DB$9.2E.3E.2E38.2E37.DB$10.2E.E.2E39.E38.DB$11.2E
.E80.DB$12.3E80.DB$47.DA9.E36.DB$16.5E74.DB$16.6E73.DB$47.DA9.E36.D
B$12.3E80.DB$11.2E.E80.DB$10.2E.E.2E39.E38.DB$9.2E.3E.2E38.2E37.DB$
8.2E.2E.2E.2E76.DB$7.2E.2E3.2E.2E75.DB$6.2E.2E5.2E.2E74.DB$5.2E.2E7.
2E.2E73.DB$4.2E.2E9.2E.2E72.DB$3.2E.2E11.2E.2E71.DB$2.2E.2E13.2E.2E
70.DB$.2E.2E15.2E.2E69.DB$2E.2E17.2E.2E68.DB$E.2E19.2E.E68.DB$2E.2E
17.2E.2E68.DB$.2E.2E15.2E.2E69.DB$2.2E.2E13.2EB2E70.DB$3.2E.2E11.2E
D2E71.DB$4.2E.2E9.2E.2E72.DB$5.2E.2E7.2E.2E73.DB$6.2E.2E5.2E.2E74.D
B$7.2E.2E3.2E.2E75.DB$8.2E.2E.2E.2E76.DB$9.2E.3E.2E55.3E19.DB$10.2E
.E.2E55.2E.E19.DB$11.2E.2E55.2E.E.2E17.DB$12.3E55.2E.3E.2E16.DB$69.
2E.2E.2E.2E15.DB$68.2E.2E3.2E.2E14.DB$67.2E.2E5.2E.2E13.DB$66.2E.2E
7.2E.2E12.DB$65.2E.2E9.2E.2E11.DB$64.2E.2E11.2E.2E10.DB$63.2E.2E13.
2E.2E9.DB$62.2E.2E15.2E.2E8.DB$61.2E.2E17.2E.2E7.CB$61.E.2E19.2E.E$
61.2E.2E17.2E.2E$62.2E.2E15.2E.2E$63.2E.2E13.2E.2E$64.2E.2E11.2E.2E
$65.2E.2E9.2E.2E$66.2E.2E7.2E.2E$67.2ED2E5.2E.2E$68.2EB2E3.2E.2E$69.
2E.2E.2E.2E$70.2E.3E.2E$71.2E.E.2E$72.2E.2E$73.3E2$57.4E$61.E$59.E$
54.3E38.DA$53.2E.E$52.2E.E.2E$51.2E.3E.2E$50.2E.2E.2E.2E$49.2E.2E3.
2E.2E$48.2E.2E5.2E.2E$47.2E.2E7.2E.2E$46.2E.2E9.2E.2E20.4E$45.2E.2E
11.2E.2E23.E$44.2E.2E13.2EB2E20.E$43.2E.2E15.2ED2E14.3E$42.2E.2E17.
2E.2E12.2E.E$42.E.2E19.2E.E11.2E.E.2E$42.2E.2E17.2E.2E10.2E.3E.2E$43.
2E.2E15.2E.2E10.2E.2E.2E.2E$44.2E.2E13.2E.2E10.2E.2E3.2E.2E$45.2E.2E
11.2E.2E10.2E.2E5.2E.2E$46.2E.2E9.2E.2E10.2E.2E7.2E.2E$47.2E.2E7.2E
.2E10.2E.2E9.2E.2E$48.2E.2E5.2E.2E10.2E.2E11.2E.2E$49.2E.2E3.2E.2E10.
2E.2E13.2E.2E$50.2E.2E.2E.2E10.2E.2E15.2E.2E$51.2E.3E.2E10.2E.2E17.
2E.2E$52.2E.E.2E11.E.2E19.2E.E$53.2E.2E12.2E.2E17.2EB2E$54.3E14.2E.
2E15.2ED2E$72.2E.2E13.2E.2E$73.2E.2E11.2E.2E$74.2E.2E9.2E.2E$75.2E.
2E7.2E.2E$76.2E.2E5.2E.2E$77.2E.2E3.2E.2E$78.2E.2E.2E.2E$79.2E.3E.2E
$80.2E.E.2E$81.2E.2E$82.3E!

Brian Prentice

[twinb7]

Currently my problem in making this gun in synthesizing this reaction:

Code: Select all

x = 22, y = 12, rule = Mites
BC$.D$.D2.BC$.CB.CD$.DC5.BC$.CB5.CD$12.BC$12.CD$.DC13.BC$.CB13.CD$20.
BC$20.CD!

[wildmyron]

Currently my problem in making this gun in synthesizing this reaction:

Code: Select all

x = 22, y = 12, rule = Mites
BC$.D$.D2.BC$.CB.CD$.DC5.BC$.CB5.CD$12.BC$12.CD$.DC13.BC$.CB13.CD$20.
BC$20.CD!

This seems to work:

Code: Select all

x = 31, y = 12, rule = Mites
9.BC$CB7.CD$DC11.BC$13.CD$17.BC$17.CD$21.BC$21.CD$25.BC$25.CD$29.BC$
29.CD!

[twinb7]

Currently my problem in making this gun in synthesizing this reaction:

Code: Select all

x = 22, y = 12, rule = Mites
BC$.D$.D2.BC$.CB.CD$.DC5.BC$.CB5.CD$12.BC$12.CD$.DC13.BC$.CB13.CD$20.
BC$20.CD!

This seems to work:

Code: Select all

x = 31, y = 12, rule = Mites
9.BC$CB7.CD$DC11.BC$13.CD$17.BC$17.CD$21.BC$21.CD$25.BC$25.CD$29.BC$
29.CD!

That was so obvious I want to shoot myself...

[wildmyron]

I've spent probably too much time on this trying to construct it by hand, but it's been instructive for me. I haven't yet realised a gun, but I have found a synthesis of a more compact version of the period doubled rake.

Code: Select all

x = 44, y = 31, rule = Mites
27.CD$27.BC2$DA6$DA3$20.DA$25.E2$24.E$20.DA3$12.DA4$18.DA$43.E$6.CB$
6.DC34.E$18.DA3$10.DA!

[bprentice]

Using wildmyron's synthesis, here is a gun for the simple ship:

Code: Select all

x = 75, y = 85, rule = Mites
46.3E$45.2E.2E$44.2E.E.2E$43.2E.3E.2E$42.2E.2E.2ED2E$41.2E.2E3.2EB2E
$40.2E.2E5.2E.2E$39.2E.2E7.2E.2E$38.2E.2E9.2E.2E$37.2E.2E11.2E.2E$36.
2E.2E13.2E.2E$35.2E.2E15.2E.2E$34.2E.2E17.2E.2E$12.3E19.E.2E19.2E.E
$11.2E.2E18.2E.2E17.2E.2E$10.2E.E.2E18.2E.2E15.2E.2E$9.2E.3E.2E18.2E
.2E13.2E.2E$8.2E.2E.2E.2E18.2E.2E11.2E.2E$7.2E.2E3.2E.2E18.2E.2E9.2E
.2E$6.2E.2E5.2E.2E18.2E.2E7.2E.2E$5.2E.2E7.2E.2E18.2E.2E5.2E.2E$4.2E
.2E9.2E.2E18.2E.2E3.2E.2E$3.2E.2E11.2E.2E18.2E.2E.2E.2E$2.2E.2E13.2E
.2E18.2E.3E.2E$.2E.2E15.2E.2E18.2E.E.2E$2E.2E17.2E.2E18.2E.E$E.2E19.
2E.E19.3E$2E.2E17.2E.2E24.E$.2E.2E15.2E.2E27.E$2.2E.2E13.2E.2E24.4E
$3.2E.2E11.2E.2E$4.2E.2E9.2E.2E$5.2E.2E7.2ED2E$6.2E.2E5.2EB2E$7.2E.
2E3.2E.2E$8.2E.2E.2E.2E$9.2E.3E.2E$10.2E.E.2E$11.2E.E$12.3E$57.DA$16.
3E55.E2$16.3E54.E$57.DA$12.3E$11.2E.E$10.2E.E.2E$9.2E.3E.2E$8.2E.2E
.2E.2E$7.2E.2E3.2E.2E$6.2E.2E5.2EB2E$5.2E.2E7.2ED2E$4.2E.2E9.2E.2E$
3.2E.2E11.2E.2E$2.2E.2E13.2E.2E24.4E$.2E.2E15.2E.2E27.E$2E.2E17.2E.
2E24.E$E.2E19.2E.E19.3E$2E.2E17.2E.2E18.2E.E$.2E.2E15.2E.2E18.2E.E.
2E$2.2E.2E13.2E.2E18.2E.3E.2E$3.2E.2E11.2E.2E18.2E.2E.2E.2E$4.2E.2E
9.2E.2E18.2E.2E3.2E.2E$5.2E.2E7.2E.2E18.2E.2E5.2E.2E$6.2E.2E5.2E.2E
18.2E.2E7.2E.2E$7.2E.2E3.2E.2E18.2E.2E9.2E.2E$8.2E.2E.2E.2E18.2E.2E
11.2E.2E$9.2E.3E.2E18.2E.2E13.2E.2E$10.2E.E.2E18.2E.2E15.2E.2E$11.2E
.2E18.2E.2E17.2E.2E$12.3E19.E.2E19.2E.E$34.2E.2E17.2E.2E$35.2E.2E15.
2E.2E$36.2E.2E13.2E.2E$37.2E.2E11.2E.2E$38.2E.2E9.2E.2E$39.2E.2E7.2E
.2E$40.2E.2E5.2E.2E$41.2E.2E3.2EB2E$42.2E.2E.2ED2E$43.2E.3E.2E$44.2E
.E.2E$45.2E.2E$46.3E!

It should also be possible to construct guns for the more complex ships.

Brian Prentice

[wildmyron]

I played around with a few other ways to generate these kind of rakes and ships as well as a few variations on the rake itself. Most of this is incomplete, but I think it's worth sharing.

Firstly, a variation on the back rake which features what you might call a double diagonal mite. I've converted it to a ship which is P4 instead of P2.

Code: Select all

x = 26, y = 29, rule = Mites
DA$3.DA$6.DA$7.BC$6.2BD$6.C2D2.BC$10.2BD$10.C2D2.BC$14.2BD$14.C2D2.BC
$16.2B.CD3.DA$14.C2D2.BC.DB.B$16.2B.CD3.DB$14.C2D2.BC3.DB$14.2BD7.DB$
14.C2D2.BC3.DB$16.2B.CD3.DB$14.C2D2.BC.DB.B$16.2B.CD3.DA$14.C2D2.BC$
14.2BD$10.C2D2.BC$10.2BD$6.C2D2.BC$6.2BD$7.BC$6.DA$3.DA$DA!

I've found a variety of ways to produce these rakes in addition to the previous synthesis. First, using a wire loop:

Code: Select all

x = 27, y = 27, rule = Mites
12.3E$11.2EB2E$10.2EDE.E$9.2E.3E.E$8.2E.2E.2E.2E$7.2E.2E3.2E.E$6.2E.
2E5.2E.2E$5.2E.2E7.2E.2E$4.2E.2E9.2E.2E$3.2E.2E11.2E.2E$2.2E.2E13.2E.
2E$.2E.2E15.2E.2E$2E.2E17.2E.2E$E.2E19.2E.E$2E.2E17.2E.2E$.2E.2E15.2E
.2E$2.2E.2E13.2E.2E$3.2E.2E11.2E.2E$4.2E.2E9.2E.2E$5.2E.2E7.2E.2E$6.
2E.2E5.2E.2E$7.2E.2E3.2E.2E$8.2E.2E.2E.2E$9.2E.3E.2E$10.2E.E.2E$11.2E
.2E$12.3E!

which is almost completed with a small addition to the corner of the loop to finish of the rake. Unfortunately I haven't been able to stabilise it yet.

Code: Select all

x = 34, y = 27, rule = Mites
12.3E$11.2EB2E$10.2EDE.E$9.2E.3E.E$8.2E.2E.2E.2E$7.2E.2E3.2E.E$6.2E.
2E5.2E.2E$5.2E.2E7.2E.2E$4.2E.2E9.2E.2E$3.2E.2E11.2E.2E$2.2E.2E13.2E.
2E$.2E.2E15.2E.2E$2E.2E17.2E.2E.E$E.2E19.2E.2E$2E.2E17.2E.2E$.2E.2E
15.2E.2E$2.2E.2E13.2E.2E6.E$3.2E.2E11.2E.2E5.3E.E$4.2E.2E9.2E.2E8.3E$
5.2E.2E7.2E.2E$6.2E.2E5.2E.2E$7.2E.2E3.2E.2E$8.2E.2E.2E.2E$9.2E.3E.2E
$10.2E.E.2E$11.2E.2E$12.3E!

The second method is with a more compact style of gun. I first played with these based on a partly open box which I'd fill with random soup and see what would come out - often they die out, sometimes they stabilise and sometimes they fill the world with random chaos. Then I stumbled on a variation of these which is a more open structure and periodically emits a rake. After some adjustment it could be stabilised. This one emits the rake featured at the beginning of the post:

Code: Select all

x = 15, y = 28, rule = Mites
2$6.4E$5.2E$5.E$2.2E.4E$2.EBCBE.E$3.CDE.BEB$8.DA$3.CDE.2EB$3.BCBE.EB$
5.3EDC$5.E.BCB$5.3EDC$3.BCBE.EB$3.CDE.2EB$8.DA$3.CDE.BEB$2.EBCBE.E$2.
2E.4E$5.E$5.2E$6.4E!

Now, to convert the rake to a spaceship. Tricky, because the three orthogonal mites used to block the double diagonal glider are at a relative spacing of -3,1. Here is my solution: The gun itself is a bit messy, but I managed to arrange things such that all the stray mites are cleaned up.

Code: Select all

x = 71, y = 57, rule = Mites
3.3E$2.2E.2E$.2E.E$.E2.E$.E$2E$E31.12E$E27.5E.AD$11.DC9.5E5.E$11.CB
13.E3.E$24.E12.DA$40.DA$43.DA$16.E27.BC$16.E.E24.2BD$13.E2.3E24.C2D2.
BC$13.E.E.E2.2E25.2BD$11.2E.2E2.3E26.C2D2.BC$12.5E.2E23.4E4.2BD$16.E.
2E22.2E7.C2D2.BC$16.E.E.2E20.E12.2BD$16.2E.2E18.2E.4EA2.C.C3.C2D2.BC$
17.3E19.EBCBEAED2.D.DC6.2BD$40.CDE.DE13.C2D2.BC$45.B15.2B.CD3.DA$40.C
DE.2E13.C2D2.BC.DB.B$40.BCBE.EB14.2B.CD3.DB$42.3ED13.C2D2.BC3.DB$42.E
.BD13.2BD7.DB$42.3ED13.C2D2.BC3.DB$40.BCBE.EB14.2B.CD3.DB$40.CDE.2E
13.C2D2.BC.DB.B$45.B15.2B.CD3.DA$40.CDE.DE13.C2D2.BC$17.3E19.EBCBEAED
2.D.DC6.2BD$16.2E.2E18.2E.4EA2.C.C3.C2D2.BC$16.E.E.2E20.E12.2BD$16.E.
2E22.2E7.C2D2.BC$12.5E.2E23.4E4.2BD$11.2E.2E2.3E26.C2D2.BC$13.E.E.E2.
2E25.2BD$13.E2.3E24.C2D2.BC$16.E.E24.2BD$16.E27.BC$43.DA$40.DA$24.E
12.DA$11.CB13.E3.E$11.DC9.5E5.E$E27.5E.AD$E31.12E$2E$.E$.E2.E$.2E.E$
2.2E.2E$3.3E!

I think I may look at Mites3 again. I'm hopeful there are some more useful reactions which could be used to make interesting higher period ships.