Self-Replicator Competition?
- Tezcatlipoca
- Posts: 81
- Joined: September 9th, 2014, 11:40 am
Self-Replicator Competition?
Anyone out there also actively building self-replicators in shapeloop? Let's pit them all against each other and see whose takes over!
Re: Self-Replicator Competition?
Here is a small loop in shapeloop.
By the way, self-replicators in loop rules are normally called loops.
Code: Select all
x = 11, y = 8, rule = shapeloop:T250,250
G2DC2DB2DCD$.A8HA$.DH2.2I3HA$.AH2.H5A$.AH2.HA$.AH2.HA$.C4HA$.2DADFA!- Tezcatlipoca
- Posts: 81
- Joined: September 9th, 2014, 11:40 am
Re: Self-Replicator Competition?
Thanks for sharing. It's been a couple days since I tried to pit it against some other patterns but if I remember correctly it self terminated after a number of generations. (I'd just check but I don't want to interrupt a pattern that's going). If you come upon more I'd love to see them. We need a shape loop "bestiary" like they have for the regular game of life!
Re: Self-Replicator Competition?
Here are 4 loops that can be used for a competition. You can use different bounding grid sizes to get different results.
I notice that the L-loop alone has a diverse mutations of other similar L-loops loops with different length and height.
Code: Select all
x = 184, y = 188, rule = shapeloop
87.B2DC2DC2D$87.D7HB$87.DH5.HD$87.CH5.HD$83.2DC2DH5.HA$83.B4H6.HA$83.
DH9.HA$83.D4H3.4HA$83.C2DADH.H5A$87.AH.HA$87.DH.HA$87.A3HA$87.DE3A76$
H$KDFDAD$.D3HA$.CH.HD169.2DC2D$.DH.HA169.B3HC$.DH.HDADAD165.DH.HD$.BH
2.4HA165.DH.HD$.DH5.HD161.DC2DCH.HB2D2A$.DH5.HA161.D4H3.4HA$.CH5.HD
161.BH9.HA$.DH5.HA161.D4H3.4HA$.DH5.HD161.DC2DCH.H5A$.AH5.HA165.DH.HA
$.DH5.HD165.DH.HA$.AH5.HD165.B3HA$.DH5.HC165.2DE2A$.AH5.HD$.D7HD$.ADA
DADADA74$86.ADADADAD$86.D6HA$86.AH4.HD$86.DH4.HD$82.2AEDAH4.HC$82.A3H
2I4.HD$82.A10HD$82.7ADC2DB!
- Tezcatlipoca
- Posts: 81
- Joined: September 9th, 2014, 11:40 am
Re: Self-Replicator Competition?
Wow, these are great. Symmetry on both axes on one of those. Do you know how hard I have been trying to select for that naturally? It was a huge evolutionary step for us here in real life. It's not very stable though. I guess asymmetry in this system is rewarded because it is harder to exchange code with other asymmetric shapes. So an asymmetric shape makes more perfect copies more often and is rewarded. After 30 minutes something very interesting appeared as well. A reoccurring pattern that that codes for a shape with its gray "backbone" or scaffolding or whatever on the outside. It doesn't code for itself but the code and structure that makes it keeps getting passed on. It has a huge rate of success on interfacing with other extensions. It occurs on its own; i didn't select for it so it must provide might provide some advantage. interesting. I was wondering when we might see cheaters or viruses emerge in this system. I wonder if I select for it, what will happen.
Re: Self-Replicator Competition?
My loop may not seem impressive when run by itself, but when provoked by enough surrounding loops, it often takes over.Tezcatlipoca wrote:Thanks for sharing. It's been a couple days since I tried to pit it against some other patterns but if I remember correctly it self terminated after a number of generations. (I'd just check but I don't want to interrupt a pattern that's going). If you come upon more I'd love to see them. We need a shape loop "bestiary" like they have for the regular game of life!
Code: Select all
x = 184, y = 188, rule = shapeloop:T300,300
87.B2DC2DC2D$87.D7HB$87.DH5.HD$87.CH5.HD$83.2DC2DH5.HA$83.B4H6.HA$83.
DH9.HA$83.D4H3.4HA$83.C2DADH.H5A$87.AH.HA$87.DH.HA$87.A3HA$87.DE3A64$
87.G2DC2DB2DCD$88.A8HA$88.DH2.2I3HA$88.AH2.H5A$88.AH2.HA$88.AH2.HA$
88.C4HA$88.2DADFA5$H$KDFDAD$.D3HA$.CH.HD169.2DC2D$.DH.HA169.B3HC$.DH.
HDADAD165.DH.HD$.BH2.4HA165.DH.HD$.DH5.HD161.DC2DCH.HB2D2A$.DH5.HA
161.D4H3.4HA$.CH5.HD161.BH9.HA$.DH5.HA161.D4H3.4HA$.DH5.HD161.DC2DCH.
H5A$.AH5.HA165.DH.HA$.DH5.HD165.DH.HA$.AH5.HD165.B3HA$.DH5.HC165.2DE
2A$.AH5.HD$.D7HD$.ADADADADA74$86.ADADADAD$86.D6HA$86.AH4.HD$86.DH4.HD
$82.2AEDAH4.HC$82.A3H2I4.HD$82.A10HD$82.7ADC2DB!Re: Self-Replicator Competition?
I got some problem with cut T:300,300.
Anyway, now the "competition" may be seen on YouTube for T:400,225
http://youtu.be/MGRPwuVvErs
Alexander
Anyway, now the "competition" may be seen on YouTube for T:400,225
http://youtu.be/MGRPwuVvErs
Alexander
Re: Self-Replicator Competition?
The "movie" above shows only 10000 steps, but after that mutations are beginning and finally, after about
50 000 steps no one between initial 5 patterns survives and so it could be hardly treated
as competition. The survived loop is mutant:
On intermediate steps I observed yet another three kinds of mutants:
Alexander
50 000 steps no one between initial 5 patterns survives and so it could be hardly treated
as competition. The survived loop is mutant:
Code: Select all
x = 16, y = 14, rule = shapeloop
4$2.DCDC2DB2D$2.D7HC$2.A4H2.HD$2.DADADH.HD$6.AH.HE$6.DH.HD$6.A3HA$6.D
ADAD!
On intermediate steps I observed yet another three kinds of mutants:
Code: Select all
x = 24, y = 18, rule = shapeloop
4$10.DB2DC$10.D3HD$10.CH.HA$10.DH.HA$6.B2DCDH.H5A$6.D3H2I2.4HA$6.D10H
JA$6.C2DADA2DADE2A!
Code: Select all
x = 13, y = 9, rule = shapeloop
DEDADADADADAD$D11HA$CH9.HD$DH6.4HA$DH5.HC2DAD$BH5.HD$DH5.HD$D7HA$CD2A
DADAD!
Code: Select all
x = 13, y = 15, rule = shapeloop
2$2.B2DCD$2.D3HD$2.DH.HE$2.CH.HD$2.DH.HADADA$2.AH2.4HA$2.DH5.HA$2.C7H
A$2.D2ADAD3A!
Re: Self-Replicator Competition?
Alexander,
Here is a detail from one of your examples:
Brian Prentice
Here is a detail from one of your examples:
Code: Select all
x = 59, y = 49, rule = shapeloop
44.DC2DF$7.J36.D3HD$4.DCDA36.BH.HA$4.A2HJ36.DH.HD$4.AH38.DH.HAD3A$4.D
H38.CH2.4HA$3ADAH16.DC2DF17.DH5.HA$A4H17.D3HD17.AH3.J2HA$AH20.BH.HA
17.DH3.DADA$A17H4.DH.HD17.CH3.J$ADADADF2DC2DB2DCDADADCDH.HA17.DH$18.C
4H2.HD17.AH$18.DH5.HA17.AH$18.A7HA17.DH$18.ADAD5A9.2DFDA3.AH$36.C3HD
3.DH$36.DH.HA3.AH$36.DH.HD3.AH$36.BH.H5A$36.DH2.4HA$36.DH5.HA$36.C7HD
$36.DADCD2ADA5.DC2DF$50.D3HD$10.DCDADC2DB31.BH.HA$10.A7HD31.DH.HD$10.
AH5.HD31.DH.HAD3A$10.D4H2.HC31.CH2.4HA$10.AD3AH.HD31.DH5.HA$14.AH.HD
31.AH3.J2HA$14.AH.HF31.DH3.DADA$14.A3HD31.CH3.J$14.ADADADAD7ADAD2ADCD
13.DH$19.17HA13.AH$35.HD13.AH$33.I2HC13.DH$33.DB2D13.AH$33.J16.DH$50.
AH$50.AH$42.ADAD5A$42.D7HA$42.FH5.HA$42.DH2.4HD$42.DH.HD2ADA$42.CH.HC
$42.DH.HD$42.D3HA$42.B2DCD!
Re: Self-Replicator Competition?
I suppose, it was from the "B-2 stealth" loop
I did not guess, that particular with this detail, but "stealth" indeed looked most "creative" for me,
e.g. simplification of loops is quite common, but this one may generate bigger loop:
Alexander
PS. To be more precise: if to set initial loop in position near (0,0) then after about ~23000 steps
near position (-270,-180) appears small colony of the bigger loops I mentioned, but they exist only
during ~2500 steps due to active interference with big amount of initial loops.
Code: Select all
x = 13, y = 15, rule = shapeloop
2$2.B2DCD$2.D3HD$2.DH.HE$2.CH.HD$2.DH.HADADA$2.AH2.4HA$2.DH5.HA$2.C7H
A$2.D2ADAD3A!
e.g. simplification of loops is quite common, but this one may generate bigger loop:
Code: Select all
x = 22, y = 17, rule = shapeloop
4$2.DADADADADADADADA$2.E14HD$2.DH12.HA$2.DH9.4HC$2.CH8.HADA2D$2.DH8.H
D$2.DH8.HA$2.B10HD$2.2DCADADADADA!
PS. To be more precise: if to set initial loop in position near (0,0) then after about ~23000 steps
near position (-270,-180) appears small colony of the bigger loops I mentioned, but they exist only
during ~2500 steps due to active interference with big amount of initial loops.
Re: Self-Replicator Competition?
Try running the pattern below.alexv wrote:I got some problem with cut T:300,300.
Anyway, now the "competition" may be seen on YouTube for T:400,225
http://youtu.be/MGRPwuVvErs
Code: Select all
x = 346, y = 188, rule = shapeloop:T400,225
158.B2DC2DC2D$158.D7HB$158.DH5.HD$158.CH5.HD$154.2DC2DH5.HA$154.B4H6.
HA$154.DH9.HA$154.D4H3.4HA$154.C2DADH.H5A$158.AH.HA$158.DH.HA$158.A3H
A$158.DE3A64$158.G2DC2DB2DCD$H158.A8HA$KDFDAD153.DH2.2I3HA$.D3HA153.A
H2.H5A$.CH.HD153.AH2.HA$.DH.HA153.AH2.HA$.DH.HDADAD149.C4HA$.BH2.4HA
149.2DADFA$.DH5.HD$.DH5.HA$.CH5.HD$.DH5.HA$.DH5.HD$.AH5.HA$.DH5.HD$.A
H5.HD327.2DC2D$.DH5.HC327.B3HC$.AH5.HD327.DH.HD$.D7HD327.DH.HD$.ADADA
DADA323.DC2DCH.HB2D2A$333.D4H3.4HA$333.BH9.HA$333.D4H3.4HA$333.DC2DCH
.H5A$337.DH.HA$337.DH.HA$337.B3HA$337.2DE2A77$157.ADADADAD$157.D6HA$
157.AH4.HD$157.DH4.HD$153.2AEDAH4.HC$153.A3H2I4.HD$153.A10HD$153.7ADC
2DB!Code: Select all
x = 97, y = 127, rule = shapeloop:K400,225*
64.H$64.KDFDAD$65.D3HA$65.CH.HD$65.DH.HA$65.DH.HDADAD$65.BH2.4HA$65.D
H5.HD$65.DH5.HA$65.CH5.HD$65.DH5.HA$65.DH5.HD$65.AH5.HA$65.DH5.HD$65.
AH5.HD$65.DH5.HC$65.AH5.HD$65.D7HD$65.ADADADADA21$59.B2DC2DC2D$59.D7H
B$59.DH5.HD$59.CH5.HD$55.2DC2DH5.HA$55.B4H6.HA$55.DH9.HA$G2DC2DB2DCD
44.D4H3.4HA$.A8HA44.C2DADH.H5A$.DH2.2I3HA48.AH.HA$.AH2.H5A48.DH.HA$.A
H2.HA52.A3HA$.AH2.HA52.DE3A$.C4HA$.2DADFA23$81.KH$72.10A$72.A8HF$72.D
H2.2I3HD$72.CH2.H3ACA$72.D4HD$72.DBC2DA8$21.ADADADAD$21.D6HA$21.AH4.H
D$21.DH4.HD$17.2AEDAH4.HC$17.A3H2I4.HD$17.A10HD$17.7ADC2DB17$88.2DC2D
$88.B3HC$88.DH.HD$88.DH.HD$84.DC2DCH.HB2D2A$84.D4H3.4HA$84.BH9.HA$84.
D4H3.4HA$84.DC2DCH.H5A$88.DH.HA$88.DH.HA$88.B3HA$88.2DE2A!
Code: Select all
x = 6, y = 11, rule = shapeloop:K400,225*
B2DC$C2HD$DHIA$C2HA$BHI3A$CHI2HA$DH2JHA$A2H3A$DJHA$2ADF$G!Code: Select all
x = 169, y = 127, rule = shapeloop:K400,225*
136.H$136.KDFDAD$137.D3HA$137.CH.HD$137.DH.HA$137.DH.HDADAD$137.BH2.
4HA$137.DH5.HD$137.DH5.HA$137.CH5.HD$137.DH5.HA$137.DH5.HD$137.AH5.HA
$137.DH5.HD$137.AH5.HD$137.DH5.HC$137.AH5.HD$137.D7HD$137.ADADADADA
21$131.B2DC2DC2D$131.D7HB$131.DH5.HD$131.CH5.HD$127.2DC2DH5.HA$B2DC
123.B4H6.HA$C2HD123.DH9.HA$DHIA123.D4H3.4HA$C2HA123.C2DADH.H5A$BHI3A
125.AH.HA$CHI2HA125.DH.HA$DH2JHA125.A3HA$A2H3A125.DE3A$DJHA$2ADF$G22$
153.KH$144.10A$144.A8HF$144.DH2.2I3HD$144.CH2.H3ACA$144.D4HD$144.DBC
2DA8$93.ADADADAD$93.D6HA$93.AH4.HD$93.DH4.HD$89.2AEDAH4.HC$89.A3H2I4.
HD$89.A10HD$89.7ADC2DB17$160.2DC2D$160.B3HC$160.DH.HD$160.DH.HD$156.D
C2DCH.HB2D2A$156.D4H3.4HA$156.BH9.HA$156.D4H3.4HA$156.DC2DCH.H5A$160.
DH.HA$160.DH.HA$160.B3HA$160.2DE2A!Re: Self-Replicator Competition?
I think, for such competitions may be used bounded version of shapeloop rule
for example:
Alexander
Code: Select all
@RULE shapeloop-b
1 wire
2 left signal
3 right signal
4 forward signal
5 trigger right
6 idle right
7 converter
8 lead
9 edge 1
10 edge 2
11 starter
12 tempdel
13 delall
14 boundary
@TABLE
n_states:15
neighborhood:Moore
symmetries:rotate4
var a={0,1,2,3,4,5,6,7,8,9,10,11,12,13,14}
var b={1,2,3,4,5,6}
var c={9,10}
var d={1,2,3,4,5,6,7,10,11}
var e={1,2,3,4,5,6,11}
var f={0,8,9,10,13}
var g={8,9,10}
var h={0,8,10}
var i={0,9}
var j={3,5,6}
var k={1,2,3,4,5,6,7,8,9,10,11}
var l={9,10}
var aa={a}
var ab={a}
var ac={a}
var ad={a}
var ae={a}
var af={a}
var ag={a}
var ba={b}
var bb={b}
var bc={b}
var bd={b}
var bd={b}
var ca={c}
var da={d}
var db={d}
var dc={d}
var dd={d}
var fa={f}
var fb={f}
var ga={g}
var gb={g}
var gc={g}
var la={l}
var b0={0,14}
#construct left
c,b0,a,8,b,2,b0,b0,b0,8
c,2,b,b0,f,fa,fb,b0,b0,4
c,b0,a,aa,8,8,b,4,b0,8
0,b0,2,c,f,fa,a,aa,ab,10
0,b,ba,b0,a,aa,ab,c,2,c
9,b,ba,b0,a,f,fa,4,bb,0
0,b0,c,2,ca,b0,a,aa,ab,8
0,4,f,fa,a,aa,ab,8,b,8
#construct right
c,f,fa,8,b,j,b0,b0,fb,4
c,j,b,h,a,aa,ab,b0,b0,h
8,a,aa,8,b,ba,j,c,ab,c
c,f,fa,8,b,ba,bb,4,fb,8
0,f,fa,c,j,b0,a,aa,ab,10
f,a,aa,fa,8,4,c,fb,ab,1
f,a,aa,h,8,8,4,fa,ab,9
#construct forward
c,b0,a,8,e,4,f,fa,fb,8
c,4,e,h,a,aa,ab,f,fa,h
c,4,e,b,a,aa,ab,f,fa,0
f,fa,c,4,ca,fb,a,aa,ab,1
f,a,h,c,4,fb,aa,ab,ac,c
f,fa,4,c,h,fb,a,aa,ab,c
#tempdel
12,a,aa,ab,ac,ad,ae,af,ag,0
#arm destruction
l,b,ba,bb,bc,b0,b0,g,bd,12
b,b0,b0,ba,bb,12,g,bc,b0,12
g,b,ba,12,b0,b0,a,aa,ab,12
b,b0,b0,12,b0,12,g,ba,b0,12
#square loop destruction
b,ba,bb,9,8,bc,b0,10,bd,13
#special lead transition
l,a,aa,la,b,ba,bb,8,ab,8
l,a,aa,8,b,ba,bb,la,ab,8
10,8,b,ba,bb,bc,bd,8,b0,8
#delete immunity
g,a,aa,ab,ac,1,b,b0,ad,g
g,1,a,aa,ab,ac,ad,8,b,g
b,g,a,aa,ab,ga,8,ba,b0,ba
#delete
k,13,a,aa,ab,ac,ad,ae,af,13
k,a,13,aa,ab,ac,ad,ae,af,13
k,a,aa,13,ab,ac,ad,ae,af,13
13,a,aa,ab,ac,ad,ae,af,ag,0
#trigger right
b,5,b0,b0,i,b0,b0,ba,g,6
#converter
0,b,ba,12,12,12,10,10,10,7
b,b0,b0,12,b0,ba,bb,10,10,7
b,ba,g,6,b0,7,a,b0,b0,5
7,5,b,b0,b0,b0,a,aa,b0,0
b,b0,a,7,b0,ba,8,6,b0,5
7,a,aa,b0,b0,b0,b,5,b0,0
0,b0,b0,b,ba,b0,b0,12,b0,7
b,b0,b0,12,b0,12,b0,ba,bb,7
11,b0,b0,12,b0,12,ba,bb,b0,7
#starter growth
1,b0,a,b,aa,8,8,11,b0,4
4,b0,a,b,aa,8,8,11,b0,1
#special signal movement
b,ba,bb,9,8,bc,b0,9,12,bc
b,ba,e,8,b0,bb,8,8,bc,ba
b,ba,8,b0,b0,bb,8,8,8,ba
b,b0,b0,e,8,ba,8,bb,b0,bb
b,b0,b0,ba,g,bb,g,bc,b0,bc
b,ba,9,bb,8,8,8,bc,9,ba
b,9,b0,ba,8,8,8,bb,bc,bb
#signal movement
b,ba,a,aa,ab,ac,ad,g,ae,ba
b,a,aa,ab,ac,g,ga,ba,ad,ba
b,a,aa,ab,ac,ad,g,ba,ae,ba
b,b0,a,aa,ab,ac,ad,g,ae,1
b,a,aa,ab,ac,g,ga,b0,ad,1
b,a,aa,ab,ac,ad,g,b0,ae,1
#arm obstruction detection
0,b0,d,a,aa,b0,g,1,ga,13
0,b0,a,d,aa,b0,g,1,ga,13
0,b0,a,aa,d,b0,g,1,ga,13
0,b0,d,a,aa,b0,1,g,b0,13
0,b0,a,aa,d,b0,b0,9,1,13
#starter
0,b0,b0,b0,b0,b0,i,b,5,11
0,11,b0,b0,b0,b0,b0,b0,6,8
0,b0,b0,b0,b0,b0,b0,8,11,9
0,b0,b0,b0,b0,b0,8,11,b0,1
1,b0,b0,b0,b0,9,8,11,b0,4
0,b0,b0,b0,b0,1,11,b0,b0,9
11,b0,b0,b,8,8,b0,6,ba,6
#boundary
14,a,aa,ab,ac,ad,ae,af,ag,14
@COLORS
0 0 0 0
1 255 128 0
2 255 0 0
3 0 255 0
4 0 0 255
5 0 190 0
6 0 140 0
7 255 255 255
8 80 80 80
9 95 95 95
10 128 128 128
11 0 64 0
12 224 224 0
13 240 240 0
14 64 48 48
Code: Select all
x = 470, y = 307, rule = shapeloop-b
470N$470N$470N$470N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N227.B2DC2DC2D225.4N$5N227.D7HB225.4N$5N227.DH5.HD
225.4N$5N227.CH5.HD225.4N$5N223.2DC2DH5.HA225.4N$5N223.B4H6.HA225.4N$
5N223.DH9.HA225.4N$5N223.D4H3.4HA225.4N$5N223.C2DADH.H5A225.4N$5N227.
AH.HA229.4N$5N227.DH.HA229.4N$5N227.A3HA229.4N$5N227.DE3A229.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N
461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N$5N461.4N
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$470N!
Re: Self-Replicator Competition?
If one slightly modifies the boundary, a large loop appears just after the end of the competition, shown below.
Code: Select all
x = 14, y = 15, rule = shapeloop-b
2.A3DBA$2.D4HF$2.AH2.HDA2DC2A$2.AH3.6HA$2.AH8.HD$2.CH8.HA$A2DH7.2HD$D
2H7.HB2D$FH8.HA$AH8.HF$B6H3.HD$3DAD2AH2.HA$6.A4HD$6.D3ACD$6.G!Re: Self-Replicator Competition?
Oh, of course! Why didn't I think of that instead of going on about how slow Golly was at emulating bounded universes? This trick basically avoids most of the speed reduction of the bounded-universe implementation in Golly, while also allowing many new and interesting experiments, such as:alexv wrote:I think, for such competitions may be used bounded version of shapeloop rule...
Code: Select all
#C competition in ten connected arenas
x = 925, y = 1510, rule = shapeloop-b
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461.N461.N$925N!Re: Self-Replicator Competition?
I only should mention, that maybe redefinition I used is an overkill, because it was enough to add new state
(boundary) without any change of rule. Instead of that I defined new items to treat boundary and empty
state in the same way ... but missed some entries with empty state defined as variables.
A complete (I hope) realization of such idea is
yet looking briefly on evolution I did not mentioned change of behavior near boundary.
Alexander
(boundary) without any change of rule. Instead of that I defined new items to treat boundary and empty
state in the same way ... but missed some entries with empty state defined as variables.
A complete (I hope) realization of such idea is
Code: Select all
@RULE shapeloop-ltd
1 wire
2 left signal
3 right signal
4 forward signal
5 trigger right
6 idle right
7 converter
8 lead
9 edge 1
10 edge 2
11 starter
12 tempdel
13 delall
14 boundary
@TABLE
n_states:15
neighborhood:Moore
symmetries:rotate4
var a={0,1,2,3,4,5,6,7,8,9,10,11,12,13,14}
var b={1,2,3,4,5,6}
var c={9,10}
var d={1,2,3,4,5,6,7,10,11}
var e={1,2,3,4,5,6,11}
var f={0,8,9,10,13}
var f0={0,8,9,10,13,14}
var g={8,9,10}
var h0={0,8,10,14}
var h={0,8,10}
var i0={0,9,14}
var i={0,9}
var j={3,5,6}
var k={1,2,3,4,5,6,7,8,9,10,11}
var l={9,10}
var aa={a}
var ab={a}
var ac={a}
var ad={a}
var ae={a}
var af={a}
var ag={a}
var ba={b}
var bb={b}
var bc={b}
var bd={b}
var bd={b}
var ca={c}
var da={d}
var db={d}
var dc={d}
var dd={d}
var fa={f}
var fb={f}
var ga={g}
var gb={g}
var gc={g}
var la={l}
var b0={0,14}
#construct left
c,b0,a,8,b,2,b0,b0,b0,8
c,2,b,b0,f0,fa,fb,b0,b0,4
c,b0,a,aa,8,8,b,4,b0,8
0,b0,2,c,f0,fa,a,aa,ab,10
0,b,ba,b0,a,aa,ab,c,2,c
9,b,ba,b0,a,f0,fa,4,bb,0
0,b0,c,2,ca,b0,a,aa,ab,8
0,4,f0,fa,a,aa,ab,8,b,8
#construct right
c,f0,fa,8,b,j,b0,b0,fb,4
c,j,b,h,a,aa,ab,b0,b0,h
c,j,b,14,a,aa,ab,b0,b0,0
8,a,aa,8,b,ba,j,c,ab,c
c,f0,fa,8,b,ba,bb,4,fb,8
0,f0,fa,c,j,b0,a,aa,ab,10
f,a,aa,fa,8,4,c,fb,ab,1
f,a,aa,h0,8,8,4,fa,ab,9
#construct forward
c,b0,a,8,e,4,f0,fa,fb,8
c,4,e,h,a,aa,ab,f0,fa,h
c,4,e,14,a,aa,ab,f0,fa,0
c,4,e,b,a,aa,ab,f0,fa,0
f,fa,c,4,ca,fb,a,aa,ab,1
f,a,h0,c,4,fb,aa,ab,ac,c
f,fa,4,c,h0,fb,a,aa,ab,c
#tempdel
12,a,aa,ab,ac,ad,ae,af,ag,0
#arm destruction
l,b,ba,bb,bc,b0,b0,g,bd,12
b,b0,b0,ba,bb,12,g,bc,b0,12
g,b,ba,12,b0,b0,a,aa,ab,12
b,b0,b0,12,b0,12,g,ba,b0,12
#square loop destruction
b,ba,bb,9,8,bc,b0,10,bd,13
#special lead transition
l,a,aa,la,b,ba,bb,8,ab,8
l,a,aa,8,b,ba,bb,la,ab,8
10,8,b,ba,bb,bc,bd,8,b0,8
#delete immunity
g,a,aa,ab,ac,1,b,b0,ad,g
g,1,a,aa,ab,ac,ad,8,b,g
b,g,a,aa,ab,ga,8,ba,b0,ba
#delete
k,13,a,aa,ab,ac,ad,ae,af,13
k,a,13,aa,ab,ac,ad,ae,af,13
k,a,aa,13,ab,ac,ad,ae,af,13
13,a,aa,ab,ac,ad,ae,af,ag,0
#trigger right
b,5,b0,b0,i0,b0,b0,ba,g,6
#converter
0,b,ba,12,12,12,10,10,10,7
b,b0,b0,12,b0,ba,bb,10,10,7
b,ba,g,6,b0,7,a,b0,b0,5
7,5,b,b0,b0,b0,a,aa,b0,0
b,b0,a,7,b0,ba,8,6,b0,5
7,a,aa,b0,b0,b0,b,5,b0,0
0,b0,b0,b,ba,b0,b0,12,b0,7
b,b0,b0,12,b0,12,b0,ba,bb,7
11,b0,b0,12,b0,12,ba,bb,b0,7
#starter growth
1,b0,a,b,aa,8,8,11,b0,4
4,b0,a,b,aa,8,8,11,b0,1
#special signal movement
b,ba,bb,9,8,bc,b0,9,12,bc
b,ba,e,8,b0,bb,8,8,bc,ba
b,ba,8,b0,b0,bb,8,8,8,ba
b,b0,b0,e,8,ba,8,bb,b0,bb
b,b0,b0,ba,g,bb,g,bc,b0,bc
b,ba,9,bb,8,8,8,bc,9,ba
b,9,b0,ba,8,8,8,bb,bc,bb
#signal movement
b,ba,a,aa,ab,ac,ad,g,ae,ba
b,a,aa,ab,ac,g,ga,ba,ad,ba
b,a,aa,ab,ac,ad,g,ba,ae,ba
b,b0,a,aa,ab,ac,ad,g,ae,1
b,a,aa,ab,ac,g,ga,b0,ad,1
b,a,aa,ab,ac,ad,g,b0,ae,1
#arm obstruction detection
0,b0,d,a,aa,b0,g,1,ga,13
0,b0,a,d,aa,b0,g,1,ga,13
0,b0,a,aa,d,b0,g,1,ga,13
0,b0,d,a,aa,b0,1,g,b0,13
0,b0,a,aa,d,b0,b0,9,1,13
#starter
0,b0,b0,b0,b0,b0,i0,b,5,11
0,11,b0,b0,b0,b0,b0,b0,6,8
0,b0,b0,b0,b0,b0,b0,8,11,9
0,b0,b0,b0,b0,b0,8,11,b0,1
1,b0,b0,b0,b0,9,8,11,b0,4
0,b0,b0,b0,b0,1,11,b0,b0,9
11,b0,b0,b,8,8,b0,6,ba,6
#boundary
14,a,aa,ab,ac,ad,ae,af,ag,14
@COLORS
0 0 0 0
1 255 128 0
2 255 0 0
3 0 255 0
4 0 0 255
5 0 190 0
6 0 140 0
7 255 255 255
8 80 80 80
9 95 95 95
10 128 128 128
11 0 64 0
12 224 224 0
13 240 240 0
14 64 48 48
yet looking briefly on evolution I did not mentioned change of behavior near boundary.
Alexander
Re: Self-Replicator Competition?
Comparing shapeloop-ltd and shapeloop-b for the same initial configuration on ten connected arenas, I found
that shapeloop-ltd produces less obstacles for distribution of loops:
that shapeloop-ltd produces less obstacles for distribution of loops:
Re: Self-Replicator Competition?
I haven't quite figured out the change in boundary behavior between shapeloop-b and shapeloop-ltd, but (EDIT: as alexv has illustrated,) it definitely makes a difference to the sample 10-habitat ecological experiment I posted yesterday. The large loop species to the north now gets overtaken by the most competitive smaller loop right away, instead of having a chance to expand into new territory.
However, the new experiment turns out fairly interesting anyway -- by T=125000 there are still at least four species, including a new mutant that takes over the southeast corner. I suspect that one will outcompete everything else on the board eventually, unless an even more aggressive mutant comes along -- but it will take a while!
However, the new experiment turns out fairly interesting anyway -- by T=125000 there are still at least four species, including a new mutant that takes over the southeast corner. I suspect that one will outcompete everything else on the board eventually, unless an even more aggressive mutant comes along -- but it will take a while!
Code: Select all
x = 925, y = 1510, rule = shapeloop-ltd
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461.N461.N$925N!Re: Self-Replicator Competition?
Yes, I used the same ecological experiment in the pictures above. Formally, shapeloop-ltd should have
less sensitivity to presence of boundary because ruletable may not distinguish that from empty cell,
but shapeloop-b for some configuration may do that. Why it may produce advantages for bigger loop?
Almost no ideas.
less sensitivity to presence of boundary because ruletable may not distinguish that from empty cell,
but shapeloop-b for some configuration may do that. Why it may produce advantages for bigger loop?
Almost no ideas.
Re: Self-Replicator Competition?
Probably just bad luck for the shapeloop-ltd northern species.alexv wrote:Yes, I used the same ecological experiment in the pictures above. Formally, shapeloop-ltd should have
less sensitivity to presence of boundary because ruletable may not distinguish that from empty cell,
but shapeloop-b for some configuration may do that. Why it may produce advantages for bigger loop?
Almost no ideas.
We could try, say, a hundred experiments in shapeloop-ltd and shapeloop-b (and whatever other minor variants we can come up with) with the initial position of that loop moved (-5..4,-5..4). It might well turn out that there's not much statistical difference between the two rules as far as average survivability is concerned.
In the original shapeloop-b pattern, I had to randomly adjust the locations of the gaps between habitats for a while. Eventually I happened to get the behavior I wanted, where two of the bigger less competitive species managed to escape into a new habitat before the most aggressive loop took over the initial southwest habitat completely. So it really wasn't just random chance that the big ones were placed to escape into empty habitats in shapeloop-b; most likely we could do a similar placement for shapeloop-ltd.
Re: Self-Replicator Competition?
BTW, I have checked minimal modification of initial rule I mentioned earlier, i.e.
It indeed produces slightly slower distribution even in comparison with shapeloop-b. For example for generation
90000 only cross-shaped loops enter the last arena.
Code: Select all
@RULE shapeloop-a
1 wire
2 left signal
3 right signal
4 forward signal
5 trigger right
6 idle right
7 converter
8 lead
9 edge 1
10 edge 2
11 starter
12 tempdel
13 delall
@TABLE
n_states:15
neighborhood:Moore
symmetries:rotate4
Var a={0,1,2,3,4,5,6,7,8,9,10,11,12,13}
Var b={1,2,3,4,5,6}
var c={9,10}
var d={1,2,3,4,5,6,7,10,11}
var e={1,2,3,4,5,6,11}
var f={0,8,9,10,13}
var g={8,9,10}
var h={0,8,10}
var i={0,9}
var j={3,5,6}
var k={1,2,3,4,5,6,7,8,9,10,11}
var l={9,10}
var aa={a}
var ab={a}
var ac={a}
var ad={a}
var ae={a}
var af={a}
var ag={a}
var ba={b}
var bb={b}
var bc={b}
var bd={b}
var bd={b}
var ca={c}
var da={d}
var db={d}
var dc={d}
var dd={d}
var fa={f}
var fb={f}
var ga={g}
var gb={g}
var gc={g}
var la={l}
#construct left
c,0,a,8,b,2,0,0,0,8
c,2,b,0,f,fa,fb,0,0,4
c,0,a,aa,8,8,b,4,0,8
0,0,2,c,f,fa,a,aa,ab,10
0,b,ba,0,a,aa,ab,c,2,c
9,b,ba,0,a,f,fa,4,bb,0
0,0,c,2,ca,0,a,aa,ab,8
0,4,f,fa,a,aa,ab,8,b,8
#construct right
c,f,fa,8,b,j,0,0,fb,4
c,j,b,h,a,aa,ab,0,0,h
8,a,aa,8,b,ba,j,c,ab,c
c,f,fa,8,b,ba,bb,4,fb,8
0,f,fa,c,j,0,a,aa,ab,10
f,a,aa,fa,8,4,c,fb,ab,1
f,a,aa,h,8,8,4,fa,ab,9
#construct forward
c,0,a,8,e,4,f,fa,fb,8
c,4,e,h,a,aa,ab,f,fa,h
c,4,e,b,a,aa,ab,f,fa,0
f,fa,c,4,ca,fb,a,aa,ab,1
f,a,h,c,4,fb,aa,ab,ac,c
f,fa,4,c,h,fb,a,aa,ab,c
#tempdel
12,a,aa,ab,ac,ad,ae,af,ag,0
#arm destruction
l,b,ba,bb,bc,0,0,g,bd,12
b,0,0,ba,bb,12,g,bc,0,12
g,b,ba,12,0,0,a,aa,ab,12
b,0,0,12,0,12,g,ba,0,12
#square loop destruction
b,ba,bb,9,8,bc,0,10,bd,13
#special lead transition
l,a,aa,la,b,ba,bb,8,ab,8
l,a,aa,8,b,ba,bb,la,ab,8
10,8,b,ba,bb,bc,bd,8,0,8
#delete immunity
g,a,aa,ab,ac,1,b,0,ad,g
g,1,a,aa,ab,ac,ad,8,b,g
b,g,a,aa,ab,ga,8,ba,0,ba
#delete
k,13,a,aa,ab,ac,ad,ae,af,13
k,a,13,aa,ab,ac,ad,ae,af,13
k,a,aa,13,ab,ac,ad,ae,af,13
13,a,aa,ab,ac,ad,ae,af,ag,0
#trigger right
b,5,0,0,i,0,0,ba,g,6
#converter
0,b,ba,12,12,12,10,10,10,7
b,0,0,12,0,ba,bb,10,10,7
b,ba,g,6,0,7,a,0,0,5
7,5,b,0,0,0,a,aa,0,0
b,0,a,7,0,ba,8,6,0,5
7,a,aa,0,0,0,b,5,0,0
0,0,0,b,ba,0,0,12,0,7
b,0,0,12,0,12,0,ba,bb,7
11,0,0,12,0,12,ba,bb,0,7
#starter growth
1,0,a,b,aa,8,8,11,0,4
4,0,a,b,aa,8,8,11,0,1
#special signal movement
b,ba,bb,9,8,bc,0,9,12,bc
b,ba,e,8,0,bb,8,8,bc,ba
b,ba,8,0,0,bb,8,8,8,ba
b,0,0,e,8,ba,8,bb,0,bb
b,0,0,ba,g,bb,g,bc,0,bc
b,ba,9,bb,8,8,8,bc,9,ba
b,9,0,ba,8,8,8,bb,bc,bb
#signal movement
b,ba,a,aa,ab,ac,ad,g,ae,ba
b,a,aa,ab,ac,g,ga,ba,ad,ba
b,a,aa,ab,ac,ad,g,ba,ae,ba
b,0,a,aa,ab,ac,ad,g,ae,1
b,a,aa,ab,ac,g,ga,0,ad,1
b,a,aa,ab,ac,ad,g,0,ae,1
#arm obstruction detection
0,0,d,a,aa,0,g,1,ga,13
0,0,a,d,aa,0,g,1,ga,13
0,0,a,aa,d,0,g,1,ga,13
0,0,d,a,aa,0,1,g,0,13
0,0,a,aa,d,0,0,9,1,13
#starter
0,0,0,0,0,0,i,b,5,11
0,11,0,0,0,0,0,0,6,8
0,0,0,0,0,0,0,8,11,9
0,0,0,0,0,0,8,11,0,1
1,0,0,0,0,9,8,11,0,4
0,0,0,0,0,1,11,0,0,9
11,0,0,b,8,8,0,6,ba,6
@COLORS
0 0 0 0
1 255 128 0
2 255 0 0
3 0 255 0
4 0 0 255
5 0 190 0
6 0 140 0
7 255 255 255
8 80 80 80
9 95 95 95
10 128 128 128
11 0 64 0
90000 only cross-shaped loops enter the last arena.
Re: Self-Replicator Competition?
Okay, my entry for the self-replicator competition is the tiny loop that happened to evolve after 100K ticks, in the southeast corner of my trial shapeloop-ltd arena. I think I'll call it a "SquareL":
It seems equally happy in shapeloop-a, and most likely shapeloop-b and other variants as well. It's not even a competition with the original loops -- they're immediately overwhelmed:
It's nice that the Shapeloop rule supports such a wide variety of loop replication geometries -- you can often tell from a very large-scale view which loop type has taken over a given habitat. Certainly that's true for this little loop; it packs a lot more living copies into a given space than the original loops could manage, so you can see the spreading plague of SquareLs instantly.
[I haven't had time to look back through the other threads -- has this little critter showed up elsewhere, and does it already have a name?]
Code: Select all
#C sample wild SquareL collected from shapeloop-ltd experiment
x = 10, y = 13, rule = shapeloop-ltd
2$2.6A$2.A4HA$2.AH2.HE$2.AH2.HD$2.A2HIHA$2.DCDIHC$4.DIHA$4.B2HA$4.C2H
A$4.2DAD!Code: Select all
x = 925, y = 1510, rule = shapeloop-a
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461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.
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461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$925N![I haven't had time to look back through the other threads -- has this little critter showed up elsewhere, and does it already have a name?]
Re: Self-Replicator Competition?
It's happen I forgot turn off Golly and suddenly found pattern with 400K+ generations and two mutants
on a background window. I started competition between them and "SquareL" and they seem more
successive after 100K steps ... 200K steps ... SquareL still keeps two arenas. The real competition .
PS. This time after ~300K wins the biggest loop. It is not very usual.
on a background window. I started competition between them and "SquareL" and they seem more
successive after 100K steps ... 200K steps ... SquareL still keeps two arenas. The real competition .
Code: Select all
x = 925, y = 1510, rule = shapeloop-a
925N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N
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Re: Self-Replicator Competition?
Here is one that does quite well:
Brian Prentice
Code: Select all
x = 925, y = 1510, rule = shapeloop-a
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Re: Self-Replicator Competition?
This one published by Scorbie here:
viewtopic.php?f=11&t=1440#p13399
also does well.
Brian Prentice
viewtopic.php?f=11&t=1440#p13399
also does well.
Code: Select all
x = 925, y = 1510, rule = shapeloop-a
925N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N461.N461.N$N
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- Tezcatlipoca
- Posts: 81
- Joined: September 9th, 2014, 11:40 am
Re: Self-Replicator Competition?
Code: Select all
x = 7, y = 7, rule = shapeloop
A2DCD$C3HA$AH.H3A$AH2.2HD$A4HJA$BAC2AFD$G!Here is my contribution! I call it the "dismal tide" because it is decidedly boring behaviorally and it moves kind of a like a tide.
Last edited by Tezcatlipoca on February 25th, 2015, 10:53 am, edited 1 time in total.