BSFK rulespace

c0b0p0 · Post by **c0b0p0** » June 14th, 2014, 9:41 pm

bprentice wrote:Therefore I suggest that we use my definition.

Unfortunately, F stands for forcing (a void) and in your definition, the actual behavior of the F parameter does not correspond to its name. Perhaps you can use another character in place of F to make it more memorable.

simsim314 wrote: Here is p24:

Code: Select all

x = 16, y = 11, rule = B2SF2K1
$7.B$6.3A$7.B$4.A.A.A.A$3.BAB2.ABABA$4.A3.B3AB$7.3A.3A$8.B3AB$8.ABABA
$10.A!

That p24 is very useful, as I suspected. It can reflect a glider, if paired with two dots.

Code: Select all

x = 35, y = 12, rule = B2SF2K1
4.B$3.3A$4.B6.B$.A.A.A.A6.B$BAB2.ABABA$.A3.B3AB$4.3A.3A$5.B3AB$5.ABAB
A24.A$7.A24.A$32.A$34.A!

bprentice · Post by **bprentice** » June 15th, 2014, 1:43 am

c0b0p0 wrote:Unfortunately, F stands for forcing (a void) and in your definition, the actual behavior of the F parameter does not correspond to its name. Perhaps you can use another character in place of F to make it more memorable.

Please read my definition of the BSFKL rule family carefully. In particular the line:

Each of b, s, f, k and l can be multiple unique numbers in the range 0 to 8.

This line defines what b, s, f, k and l are. No other interpretation is implied or required. Any names can be given to the three states and the five parameters. The best definition of the rule family behavior is the Java code. That is why I included it.

If you quote me, please do so correctly. I did not write:

"Therefore I suggest that we use my definition."

I wrote:

"Since no rules have been published using your revised definition I suggest we use mine."

Brian Prentice

simsim314 · Post by **simsim314** » June 16th, 2014, 10:03 am

Here are 3 cell quadratics:

Code: Select all

x = 11, y = 10, rule = B1S34F12467K2346L0123568
4$5.B$3.A$6.A!

Code: Select all

x = 9, y = 9, rule = B1S34F12467K2346L0123568
$5.B$4.A2$4.B!

Here is a rake collection:

Code: Select all

x = 388, y = 590, rule = B1S34F12467K2346L0123568
103$243.BA$243.A$243.A$243.BA17$243.BA$243.A$243.A$243.B$244.2B16$
244.2BA$246.A$240.3B$239.B$239.A$239.A.A$240.B$240.B$239.A3.B5.A$243.
B3.2BA$242.2A25$241.B2.B$245.2BA$240.BA2.A2.A2$240.A2B$244.A$244.A2B
70$204.BAB$204.2B2.2BA$202.B.2A.A2.A$202.B$202.2A$203.A$203.B$203.2A
53$185.2A$185.B.A$186.BA$182.B3.2A$182.B$182.2A$178.A$178.A2B.A3.B$
182.A2B.B$186.2A$190.2A82$138.B2.2A$138.B3.B.B$138.A3.B.B$140.B3.2A$
138.A$139.B$137.A3.B$138.B2.B$136.A2.B$137.B.B$135.A3.2A$136.B$136.2A
89$160.A$158.A2.2B$158.AB2.A$160.B.B$160.A.A2$160.A$160.A2B!

Here are some guns:

Code: Select all

x = 194, y = 298, rule = B1S34F12467K2346L0123568
50$75.2A$75.2A3$69.2A$69.2A2$69.A2B$69.A2$73.A2B$73.A29$99.2A$99.2A3$
93.2A$93.2A149$81.A2B.B$81.A4.2A$86.2A$85.B$80.2A.A$80.2A2.2A$82.A.2A
!

Here are block puffers:

Code: Select all

x = 209, y = 183, rule = B1S34F12467K2346L0123568
50$105.2A$105.2A$90.B10.2A$90.B11.B$90.2A10.B$103.A.B$105.B$103.A$95.
2A7.B$96.B5.A$96.B6.B$101.A$102.B$100.A6.2BA$89.2A10.B7.A$90.B8.A$90.
B9.B$98.A$99.B$97.A$83.2A13.B$84.B11.A3.BA$84.B12.B2.A$69.B3.B3.B17.A
$69.B3.B3.B18.B.B$69.2A6.2A17.A3.2A$75.B16.A$69.A5.B.2A.A2B9.A2B.A.A$
69.A2B3.A.B17.BA.A2B2$88.A5.A2B$88.A2B48$167.2A$167.2A2.A.B$161.A$
161.A2.2A.2B.A$157.2A5.2A3.A$158.B4.A2.AB.2B2.A$154.A3.B7.A2.B$153.B
2A.B.A5.BA.A2B$159.A$153.A2B3.A2B3.A2B$172.BA4$172.B!

Some fun extendable puffer:

Code: Select all

x = 132, y = 57, rule = B1S34F12467K2346L0123568
22$12.A2B4.2BA2.A2B4.2BA2.A2B4.2BA2.A2B4.2BA2.A2B4.2BA2.A2B4.2BA2.A2B
4.2BA$12.A8.A2.A8.A2.A8.A2.A8.A2.A8.A2.A8.A2.A8.A2$14.A4.A6.A4.A6.A4.
A6.A4.A6.A4.A6.A4.A6.A4.A$14.AB2.BA6.AB2.BA6.AB2.BA6.AB2.BA6.AB2.BA6.
AB2.BA6.AB2.BA$14.A.2B.A6.A.2B.A6.A.2B.A6.A.2B.A6.A.2B.A6.A.2B.A6.A.
2B.A$15.A2.A8.A2.A8.A2.A8.A2.A8.A2.A8.A2.A8.A2.A!

And finally serpinsky puffer:

Code: Select all

x = 63, y = 52, rule = B1S34F12467K2346L0123568
11$21.2A$21.B$16.A.A2.A$16.ABA.2B2$17.B$17.B2.A$17.2A.A2B13$35.B6.A$
35.B3.BABA$35.2A2.B2$35.A3.2A$35.A2B.B$39.2A!

bprentice · Post by **bprentice** » June 16th, 2014, 2:28 pm

A nice set of patterns simsim314!

Here is another member of the BSFKL rule family together with three guns:

Code: Select all

@RULE B2S34F0124K35L0146

@TREE

num_states=3
num_neighbors=8
num_nodes=109
1 0 2 0
2 0 0 0
1 1 2 2
2 0 2 0
3 1 3 1
1 0 1 2
2 2 5 2
3 3 6 3
1 0 0 0
2 0 0 8
3 1 3 9
4 4 7 10
1 0 1 0
2 5 12 5
3 6 13 6
2 0 2 8
3 3 6 15
4 7 14 16
2 8 8 0
3 9 15 18
4 10 16 19
5 11 17 20
1 0 2 2
2 12 22 12
3 13 23 13
1 0 0 2
2 2 5 25
3 6 13 26
4 14 24 27
2 8 25 0
3 15 26 29
4 16 27 30
5 17 28 31
3 18 29 9
4 19 30 33
5 20 31 34
6 21 32 35
2 22 0 22
3 23 37 23
2 5 12 25
3 13 23 39
4 24 38 40
2 25 25 2
3 26 39 42
4 27 40 43
5 28 41 44
3 29 42 15
4 30 43 46
5 31 44 47
6 32 45 48
4 33 46 19
5 34 47 50
6 35 48 51
7 36 49 52
2 0 22 0
3 37 54 37
2 12 22 8
3 23 37 56
4 38 55 57
2 25 8 5
3 39 56 59
4 40 57 60
5 41 58 61
3 42 59 26
4 43 60 63
5 44 61 64
6 45 62 65
4 46 63 30
5 47 64 67
6 48 65 68
7 49 66 69
3 18 29 1
4 19 30 71
5 50 67 72
6 51 68 73
7 52 69 74
8 53 70 75
2 22 22 22
3 54 77 54
2 22 0 25
3 37 54 79
4 55 78 80
2 8 25 12
3 56 79 82
4 57 80 83
5 58 81 84
3 59 82 39
4 60 83 86
5 61 84 87
6 62 85 88
2 25 25 22
3 26 39 90
4 63 86 91
5 64 87 92
6 65 88 93
7 66 89 94
3 29 90 54
4 30 91 96
5 67 92 97
6 68 93 98
7 69 94 99
8 70 95 100
3 1 54 1
4 71 96 102
5 72 97 103
6 73 98 104
7 74 99 105
8 75 100 106
9 76 101 107

Code: Select all

x = 32, y = 32, rule = B2S34F0124K35L0146
18.A$16.A.B.A5.A$10.B3.A2B3.2BA3.2BA$2.2A5.B4.A2B3.2BA3.2BA$2.2B6.B
5.A.B.A5.A$.A2BA13.A4$2.2A24.B$2.2B23.B.B$.A2BA2$AB2.BA$28.2A$.A2BA
23.2B$2.2B23.A2BA$2.2A$26.AB2.BA2$27.A2BA$2.B.B23.2B$3.B24.2A4$13.A
13.A2BA$5.A5.A.B.A5.B6.2B$3.A2B3.A2B3.2BA4.B5.2A$3.A2B3.A2B3.2BA3.B
$5.A5.A.B.A$13.A!

Code: Select all

x = 32, y = 23, rule = B2S34F0124K35L0146
11.A$10.B.B10.A5.A$7.A.2B.2B.A5.A2B3.AB.BA$5.A2B3.A3.2BA3.A2B3.AB.B
A$5.A2B3.A3.2BA5.A5.A$3.3A.A.2B.2B.A.3A$3.2B5.B.B5.2B$2.A2BA5.A5.A2B
A2$2.B2.B11.B2.B$.2B2.2B9.2B2.2B$A2.2A2.A7.A2.2A2.A$.2B2.2B9.2B2.2B
$2.B2.B11.B2.B2$2.A2BA5.A5.A2BA$3.2B5.B.B5.2B$3.3A.A.2B.2B.A.3A$5.A
2B3.A3.2BA$5.A2B3.A3.2BA$7.A.2B.2B.A$10.B.B$11.A!

Code: Select all

x = 132, y = 114, rule = B2S34F0124K35L0146
19.A5.ABA5.A$18.2B3.A2B.2BA3.2B$17.AB4.A2B.2BA4.BA$25.ABA3$18.2A13.
2A$18.2B13.2B$17.A2BA11.A2BA$17.B2.B11.B2.B$17.A2BA11.A2BA$18.2B13.
2B$18.2A13.2A3$25.ABA$17.AB4.A2B.2BA4.BA$18.2B3.A2B.2BA3.2B$19.A5.A
BA5.A5$37.ABA$29.AB4.ABA.ABA10.BA10.BA10.BA$28.2B3.A2B5.2BA9.2BA9.2B
A9.2BA$33.A2B5.2BA9.2BA9.2BA9.2BA$35.ABA.ABA$37.ABA9.B$49.BA$50.B$25.
2A$25.2B$24.A2BA20.2A$24.B2.B20.2B32.2A$23.2A2.2A18.A2BA31.2B$23.B4.
B18.B2.B30.A2B$23.2A2.2A17.2A2.2A29.B$24.B2.B18.B4.B$2.A5.ABA5.A7.A
2BA18.2A2.2A$.2B3.A2B.2BA3.2B7.2B20.B2.B$AB4.A2B.2BA4.BA6.2A20.A2BA
$8.ABA37.2B$48.2A$24.B$.2A13.2A6.AB$.2B13.2B7.B9.ABA44.2A$A2BA11.A2B
A14.ABA.ABA42.2B$B2.B11.B2.B12.A2B5.2BA39.A2B$A2BA11.A2BA12.A2B5.2B
A3.2B34.B$.2B13.2B15.ABA.ABA4.BA$.2A13.2A17.ABA3$8.ABA$AB4.A2B.2BA4.
BA$.2B3.A2B.2BA3.2B23.A5.ABA5.A59.A5.ABA5.A$2.A5.ABA5.A23.2B3.A2B.2B
A3.2B57.2B3.A2B.2BA3.2B$39.AB4.A2B.2BA4.BA24.2A29.AB4.A2B.2BA4.BA$47.
ABA32.2B37.ABA$81.A2B$81.B$40.2A13.2A37.ABA17.2A13.2A$40.2B13.2B29.
AB4.ABA.ABA15.2B13.2B$39.A2BA11.A2BA27.2B3.A2B5.2BA12.A2BA11.A2BA$39.
B2.B11.B2.B32.A2B5.2BA12.B2.B11.B2.B$39.A2BA11.A2BA34.ABA.ABA14.A2B
A11.A2BA$40.2B13.2B37.ABA9.B7.2B13.2B$40.2A13.2A49.BA6.2A13.2A$107.
B$82.2A$47.ABA32.2B37.ABA$39.AB4.A2B.2BA4.BA23.A2BA20.2A6.AB4.A2B.2B
A4.BA$40.2B3.A2B.2BA3.2B24.B2.B20.2B7.2B3.A2B.2BA3.2B$41.A5.ABA5.A24.
2A2.2A18.A2BA7.A5.ABA5.A$80.B4.B18.B2.B$80.2A2.2A17.2A2.2A$81.B2.B18.
B4.B$59.A5.ABA5.A7.A2BA18.2A2.2A$58.2B3.A2B.2BA3.2B7.2B20.B2.B$57.A
B4.A2B.2BA4.BA6.2A20.A2BA$65.ABA37.2B$105.2A$81.B$58.2A13.2A6.AB$58.
2B13.2B7.B9.ABA$57.A2BA11.A2BA14.ABA.ABA$57.B2.B11.B2.B12.A2B5.2BA$
57.A2BA11.A2BA12.A2B5.2BA3.2B$58.2B13.2B15.ABA.ABA4.BA$58.2A13.2A17.
ABA3$65.ABA$57.AB4.A2B.2BA4.BA$58.2B3.A2B.2BA3.2B23.A5.ABA5.A$59.A5.
ABA5.A23.2B3.A2B.2BA3.2B$96.AB4.A2B.2BA4.BA$104.ABA3$97.2A13.2A$97.
2B13.2B$96.A2BA11.A2BA$96.B2.B11.B2.B$96.A2BA11.A2BA$97.2B13.2B$97.
2A13.2A3$104.ABA$96.AB4.A2B.2BA4.BA$97.2B3.A2B.2BA3.2B$98.A5.ABA5.A!

Brian Prentice

bprentice · Post by **bprentice** » June 16th, 2014, 2:59 pm

Here is another member of the BSFKL rule family together with two example guns:

Code: Select all

@RULE B2S34F067K12478L01368

@TREE

num_states=3
num_neighbors=8
num_nodes=109
1 0 2 0
1 0 0 0
2 0 0 1
1 1 2 2
2 0 3 1
2 1 1 1
3 2 4 5
1 0 1 0
1 0 0 2
2 3 7 8
2 1 8 1
3 4 9 10
2 1 1 0
3 5 10 12
4 6 11 13
1 0 1 2
2 7 15 1
2 8 1 8
3 9 16 17
2 1 8 0
3 10 17 19
4 11 18 20
3 12 19 2
4 13 20 22
5 14 21 23
1 0 2 2
2 15 25 8
3 16 26 10
2 8 1 25
3 17 10 28
4 18 27 29
2 0 25 1
3 19 28 31
4 20 29 32
5 21 30 33
3 2 31 12
4 22 32 35
5 23 33 36
6 24 34 37
2 25 0 8
2 8 8 8
3 26 39 40
2 1 8 7
3 10 40 42
4 27 41 43
2 25 7 8
3 28 42 45
4 29 43 46
5 30 44 47
3 31 45 19
4 32 46 49
5 33 47 50
6 34 48 51
2 0 0 0
3 12 19 53
4 35 49 54
5 36 50 55
6 37 51 56
7 38 52 57
3 39 31 17
2 8 8 15
3 40 17 60
4 41 59 61
3 42 60 16
4 43 61 63
5 44 62 64
3 45 16 28
4 46 63 66
5 47 64 67
6 48 65 68
2 0 25 0
3 19 28 70
4 49 66 71
5 50 67 72
6 51 68 73
7 52 69 74
3 53 70 2
4 54 71 76
5 55 72 77
6 56 73 78
7 57 74 79
8 58 75 80
3 31 39 10
4 59 82 29
3 60 28 26
4 61 29 84
5 62 83 85
3 16 26 42
4 63 84 87
5 64 85 88
6 65 86 89
2 25 7 3
3 28 42 91
4 66 87 92
5 67 88 93
6 68 89 94
7 69 90 95
3 70 91 4
4 71 92 97
5 72 93 98
6 73 94 99
7 74 95 100
8 75 96 101
4 76 97 6
5 77 98 103
6 78 99 104
7 79 100 105
8 80 101 106
9 81 102 107

Code: Select all

x = 7, y = 7, rule = B2S34F067K12478L01368
5.A$4.3A$4.3A$4.A$5A$3A$.2A!

Code: Select all

x = 4, y = 2, rule = B2S34F067K12478L01368
4A$4A!

The achieve BSFKL.zip here:

http://bprentice.webenet.net/Java%20Squ ... /BSFKL.zip

has been updated. The rule collection now contains 27 rules.

Brian Prentice

bprentice · Post by **bprentice** » June 17th, 2014, 9:21 am

Here is a Golly rule tree generated by RuleTreeGen.java from Rule 028 which is a member of the BSFKL rule family:

Code: Select all

@RULE B23458S035678F0456K1235678L01357

@TREE

num_states=3
num_neighbors=8
num_nodes=105
1 0 1 0
1 0 2 0
1 0 0 0
2 0 1 2
1 1 2 2
2 1 4 2
2 2 2 2
3 3 5 6
1 1 1 0
1 0 0 2
2 4 8 9
2 2 9 2
3 5 10 11
3 6 11 6
4 7 12 13
2 8 4 2
2 9 2 9
3 10 15 16
3 11 16 11
4 12 17 18
2 2 2 0
3 6 11 20
4 13 18 21
5 14 19 22
3 15 10 11
3 16 11 16
4 17 24 25
2 2 9 1
3 11 16 27
4 18 25 28
5 19 26 29
3 20 27 3
4 21 28 31
5 22 29 32
6 23 30 33
1 0 1 2
2 8 35 2
3 10 36 16
4 24 37 18
2 9 2 4
3 16 11 39
4 25 18 40
5 26 38 41
3 27 39 5
4 28 40 43
5 29 41 44
6 30 42 45
4 31 43 7
5 32 44 47
6 33 45 48
7 34 46 49
2 35 0 9
3 36 51 11
4 37 52 25
2 2 9 8
3 11 16 54
4 18 25 55
5 38 53 56
1 1 0 2
2 4 8 58
3 39 54 59
4 40 55 60
5 41 56 61
6 42 57 62
2 2 58 2
3 5 59 64
4 43 60 65
5 44 61 66
6 45 62 67
7 46 63 68
3 6 64 6
4 7 65 70
5 47 66 71
6 48 67 72
7 49 68 73
8 50 69 74
1 1 1 2
2 0 76 2
3 51 77 16
4 52 78 18
5 53 79 41
1 1 0 0
2 8 4 81
3 54 39 82
4 55 40 83
5 56 41 84
6 57 80 85
2 58 81 58
3 59 82 87
4 60 83 88
5 61 84 89
6 62 85 90
7 63 86 91
3 64 87 64
4 65 88 93
5 66 89 94
6 67 90 95
7 68 91 96
8 69 92 97
4 70 93 70
5 71 94 99
6 72 95 100
7 73 96 101
8 74 97 102
9 75 98 103

And here are three guns:

Code: Select all

x = 4, y = 2, rule = B23458S035678F0456K1235678L01357
4A$4A!

Code: Select all

x = 20, y = 15, rule = B23458S035678F0456K1235678L01357
6.ABA4.B$A4.4A$5.ABA3$12.2A$2A10.B2A$B2A9.2AB$2AB10.2A$.2A3$7.ABA9.
A$6.4A8.2A$.B4.ABA9.A!

Code: Select all

x = 48, y = 33, rule = B23458S035678F0456K1235678L01357
.A2.ABA2.BA5.A3.A$4.ABA2.ABA4.A4.A3.B.A3.B.A3.B.A3.B.A$5.AB2.ABA5.A
3.A3.B.A3.B.A5.A5.A$.2A30.A3.B.A3.B.A$A2B10.2A$B2A9.A2B12.2A$12.B2A
12.2B16.2A$45.2B$2AB$2BA9.2AB$2A10.2BA$12.2A13.2A$3.ABA2.BA17.B2A15.
2A$3.ABA2.ABA16.2AB15.B2A$4.AB2.ABA2.A14.2A15.2AB$46.2A2$20.A3.A$15.
A3.A4.A13.A3.A$19.A3.A9.A3.A4.A$37.A3.A$27.2A$15.2A12.A15.2A$17.A15.
2A12.A$35.A$27.A$15.A12.2A15.A$16.2A15.A12.2A$34.2A$21.A3.A$20.A4.A
3.A9.A3.A$20.A3.A13.A4.A3.A$38.A3.A!

Brian Prentice

wildmyron · Post by **wildmyron** » June 17th, 2014, 12:50 pm

There is certainly a profusion of rules in the BSFKL family which have tamed the behaviour of the explosive B/S rules they are based on. Thank you Brian for posting golly rule tables and sample patterns for the ones you find. I have a look at most of them to see what they do, and even managed to find a synthesis for one of your discovered guns - the spiral quad gun in B2S34F067K12478L01368

Code: Select all

x = 30, y = 36, rule = B2S34F067K12478L01368
.A11.A11.A$.2A10.2A10.2A$3A9.3A9.3A$B11.B11.B5$27.2A$26.3A$29.B$26.B
9$27.2A$26.3A$29.B$26.B9$27.2A$26.3A$29.B$26.B!

I'm spending most of my CA time playing with the loop rules and a few different hexagonal neighbourhood rules at the moment, but I'll continue to watch this thread.

---

Well, a brief diversion can't hurt. I found an interesting rule based on B35/S2346 - an explosive rule without B2. The rule is B35S2346F01234K23L01234 and it features long lived, small, chaotic patterns which all seem to ultimately die out except for a few still lifes containing only state 1 cells and one oscillator. To my mind there are almost certainly spaceships but I didn't come across any. I haven't figured out how to use the rule tree generator yet, so here is the oscillator in sqc format:

Code: Select all

#B = 0,0,0,1,0,1,0,0,0
#S = 0,0,1,1,1,0,1,0,0
#F = 1,1,1,1,1,0,0,0,0
#K = 0,0,1,1,0,0,0,0,0
#L = 1,1,1,1,1,0,0,0,0
#Rows = 6
#Columns = 6
#L 2.2A$.4A$.4A

I didn't see a similar rule among your collection, but I haven't looked at all of them. Perhaps the MakeIndex scripts could read the rule table from one of the files and include it as a rule name in the generated index.

EDIT: file format

bprentice · Post by **bprentice** » June 17th, 2014, 2:53 pm

wildmyron,

The tools I use to generate a Golly rule table are in directory "BSFKL/Patterns/Golly Rule 001/To Forum". They are:

bsfkl.py
RuleTreeGen.java
SqcToRle.py

Save your file as O.sqc.
Then from the terminal (I use a Mac) type bsfkl.py O.sqc. This gives:

final static int b[] = {0,0,0,1,0,1,0,0,0};
final static int s[] = {0,0,1,1,1,0,1,0,0};
final static int f[] = {1,1,1,1,1,0,0,0,0};
final static int k[] = {0,0,1,1,0,0,0,0,0};
final static int l[] = {1,1,1,1,1,0,0,0,0};
B35S2346F01234K23L01234

Then edit RuleTreeGen.java replacing lines 8 thru 12 with the corresponding lines generated above.
Now compile using javac RuleTreeGen.java.
Next generate the Golly rule tree with java RuleTreeGen >B35S2346F01234K23L01234.rule
Edit this file by adding the following lines at the beginning

@RULE B35S2346F01234K23L01234

@TREE

Now edit SqcToRle.py changing line 14 so that it has the new rule definition.
Then run SqcToRle.py. This will convert all .sqc files in the directory to .rle files.

And now you are done!

Brian Prentice

simsim314 · Post by **simsim314** » June 17th, 2014, 3:00 pm

Here is sawtooth:

Code: Select all

x = 13, y = 59, rule = B23458S035678F0456K1235678L01357
11.2A$10A$11.2B$2B.7B2$2.8A4$4.4A2$2.2B.2B.2B2$2.8A4$4.4A2$4.B2.B6$4.
4A2$2.2B.2B.2B2$2.8A2$2.2B.2B.2B2$4.4A6$4.B2.B2$4.4A4$2.8A2$2.2B.2B.
2B2$4.4A4$2.8A2$2B.7B$11.2B$10A$11.2A!

Here is two directional gun:

Code: Select all

x = 7, y = 7, rule = B23458S035678F0456K1235678L01357
$3.A$3.A$2.A$2.A!

And single direction gun based on it:

Code: Select all

x = 37, y = 37, rule = B23458S035678F0456K1235678L01357
12.A$12.A$11.A$11.A10$2A$2.2A2$33.2A$35.2A16$25.A$25.A$24.A$24.A!

And a bit reduced gun:

Code: Select all

x = 85, y = 80, rule = B23458S035678F0456K1235678L01357
10.A3.BA2.B.A3.BA2.B.A$9.2A3.BA2.B.A3.BA2.B.A23.A.B2.AB3.A.B2.AB3.A$
3.A.B2.AB3.2A39.A.B2.AB3.A.B2.AB3.2A$3.A.B2.AB3.A19.2A35.2A3.BA2.B.A$
33.2B15.2A19.A3.BA2.B.A$2A41.2A5.2B$83.2A$2B41.2B$33.2A48.2B$50.2A$2A
31.2B$2BA47.2B31.2A$2.2A78.A2B$33.2A46.2A$33.2BA14.2A$2A33.2A12.A2B$.
A2B44.2A33.2A$2.2A77.2BA$33.2A46.2A$34.A2B13.2A$2.2B31.2A6.2A3.2BA$
43.2B3.2A31.2B$2.2A$35.2B44.2A$48.2B$35.2A$2.2B44.2A$2.2A77.2B$81.2A$
35.2B$2.2B31.2A11.2B$48.2A31.2B$2.2A$23.A3.BA2.B.A3.BA4.A37.2A$22.2A
3.BA2.B.A3.BA7.AB3.A.B2.AB3.A$6.A.B2.AB3.A.B2.AB3.2A15.B2.AB3.A.B2.AB
3.2A$2.B3.A.B2.AB3.A.B2.AB3.A30.2A3.BA2.B.A3.BA2.B.A$58.A3.BA2.B.A3.B
A2.B.A3.B2$42.A$43.3A2$44.2B$25.ABA2.B.A3.BA2.B.A$27.A2.B.A3.BA2.B.A$
13.A.B2.AB3.A.B2.A15.2A$13.A.B2.AB3.A.B2.ABA13.2B2$11.2A$11.2B$44.2A
2$44.2B.A$11.2A34.B$46.2A$11.2B31.2A$44.B$44.A.2B$11.2A$11.2B33.2A4$
11.2A33.2B$46.2A$11.2B.A$14.B$13.2A31.2B$11.2A$11.B34.2A$11.A.2B2$13.
2A$46.2B$46.2A2$13.2B7.ABA2.B.A3.BA2.B.A3.BA$13.3A8.A2.B.A3.BA2.B.A3.
BA$15.AB3.A.B2.A$15.AB3.A.B2.ABA!

simsim314 · Post by **simsim314** » June 17th, 2014, 4:10 pm

Here is a quadratic:

Code: Select all

x = 20, y = 58, rule = B23458S035678F0456K1235678L01357
4.2A12.B$6.A11.B$2.A.B$2.A10.2A$2.A2.A7.2B$2.A2.B2.2A3.2A$8.AB3A$7.5A
BA$5.11A$4.11ABA$4.AB9A2B$5.9A$5.AB7A$6.8A2.A$3.A2.8A.B.B$4.A.8A3.A$
5.A2.8A$8.4A$7.5A3.A$6.6A3.B$ABA2.AB6A.2A$A4.7A3.A$2.B2.AB5A$6.6A3.B$
6.7A$B7.4A$B3.A.B.4A7.B$8.6A5.B$4.B.7AB2A$.A4.9ABA$.A.B.11ABA$.A3.11A
BA$.A4.7A3.2A$6.7A3.BA$6.7A$6.7A$6.B6A$9.3A.A$9.2A$9.2A.B$9.2A.B$8.3A
$7.5A$10.A$10.2A$10.AB$8.4A!

EDIT
Here is smaller quadratic:

Code: Select all

x = 8, y = 10, rule = B23458S035678F0456K1235678L01357
4.BA$4.BA$4.BA$A$BABA$2.2A.ABA$2.6A$2.2A3.A$.2A4.A$.ABA!

And another one:

Code: Select all

x = 16, y = 14, rule = B23458S035678F0456K1235678L01357
2$8.4A$8.BA$8.2A$9.A$7.4A.A$4.3A3BA2$4.B.2B!

EDIT2
10 cells quadratic (fits in 5x5):

Code: Select all

x = 5, y = 5, rule = B23458S035678F0456K1235678L01357
.B$A2.BA$A.A.A$2A$3.A!

EDIT3
9 cells quadratic (fits in 5x6):

Code: Select all

x = 5, y = 6, rule = B23458S035678F0456K1235678L01357
3.A$B$2.A.A$.A$B.A.A$.A!

c0b0p0 · Post by **c0b0p0** » June 17th, 2014, 10:43 pm

Here is a glider rephaser.

Code: Select all

x = 10, y = 4, rule = B2SF2K1
B8.A$7.A$7.A$B8.A!

simsim314 · Post by **simsim314** » June 18th, 2014, 1:57 am

6 cells 5x4 quadratic:

Code: Select all

x = 5, y = 4, rule = B23458S035678F0456K1235678L01357
3.A$A$2.ABA$A!

bprentice · Post by **bprentice** » June 18th, 2014, 11:13 am

The rule here:

viewtopic.php?f=11&t=1381&start=25#p12291

seems to have only the two posted guns. A deeper look reveals this puffer:

Code: Select all

x = 52, y = 38, rule = B2S34F067K12478L01368
40.BA$40.BA3$48.B$41.2A5.3A$41.2B5.3A$41.2A4.A$47.ABA$48.A.A$.A45.2A
B2A$.2A46.B2A$3A45.AB$B6.2A$7.2A24.2B$5.2A2B2A22.2A$5.2A2B2A$7.2A$7.
2A$7.2A$7.2A$5.2A2B2A$5.2A2B2A22.2A$7.2A24.2B$B6.2A$3A45.AB$.2A46.B
2A$.A45.2AB2A$48.A.A$47.ABA$41.2A4.A$41.2B5.3A$41.2A5.3A$48.B3$40.B
A$40.BA!

and this ship:

Code: Select all

x = 331, y = 72, rule = B2S34F067K12478L01368
256.BA$256.BA$274.BA$263.BA9.BA$263.BA2$284.BA$284.BA$9.BA46.BA118.
BA$9.BA46.BA118.BA2$8.2A166.2A$8.2B166.2B$58.2A205.2A$18.AB38.2B7.B
118.AB77.3A$17.A.B2A46.2A115.A.B2A74.B$17.BAB2A42.A3.2A115.BAB2A76.
B$17.A.A42.AB121.A.A131.BA$11.B6.3A37.2B3.B3.B111.B6.3A130.BA$19.B.
A36.2A2.A6.A117.B.A$8.2B10.3A45.3A105.2B10.3A$8.2A10.3A44.AB2A105.2A
10.3A136.B$20.B47.A119.B131.2A5.3A$320.2B5.3A$320.2A4.A$67.A.B126.B
A128.ABA$50.2B14.2A4.AB120.3A3.AB125.A.A$50.2A14.2AB3.AB120.3A3.AB67.
B8.B.A45.2AB2A$2B66.BA98.2B26.BA82.2A46.B2A$2A166.2A91.AB17.2A9.A35.
AB$5.BA114.B11.B103.B11.B28.AB$3.2AB113.3A9.3A101.2A10.2A10.2A.B26.
B3.B18.2B$3.2A114.2A10.2A102.2A10.2A10.2A.B.B26.A20.2A$4.A.B113.A11.
A103.A.B9.A.B9.A3.A$42.2B113.B127.BA$42.2A47.AB62.3A61.AB62.3A3.ABA
15.B.A$42.2A47.AB62.3A61.AB62.3A3.ABA15.B.A$42.2B113.B127.BA$4.A.B113.
A11.A103.A.B9.A.B9.A3.A$3.2A114.2A10.2A102.2A10.2A10.2A.B.B26.A20.2A
$3.2AB113.3A9.3A101.2A10.2A10.2A.B26.B3.B18.2B$5.BA114.B11.B103.B11.
B28.AB$2A166.2A91.AB17.2A9.A35.AB$2B66.BA98.2B26.BA82.2A46.B2A$50.2A
14.2AB3.AB120.3A3.AB67.B8.B.A45.2AB2A$50.2B14.2A4.AB120.3A3.AB125.A
.A$67.A.B126.BA128.ABA$320.2A4.A$320.2B5.3A$20.B47.A119.B131.2A5.3A
$8.2A10.3A44.AB2A105.2A10.3A136.B$8.2B10.3A45.3A105.2B10.3A$19.B.A36.
2A2.A6.A117.B.A$11.B6.3A37.2B3.B3.B111.B6.3A130.BA$17.A.A42.AB121.A
.A131.BA$17.BAB2A42.A3.2A115.BAB2A76.B$17.A.B2A46.2A115.A.B2A74.B$18.
AB38.2B7.B118.AB77.3A$58.2A205.2A$8.2B166.2B$8.2A166.2A2$9.BA46.BA118.
BA$9.BA46.BA118.BA$284.BA$284.BA2$263.BA$263.BA9.BA$274.BA$256.BA$256.
BA!

Brian Prentice

simsim314 · Post by **simsim314** » June 18th, 2014, 12:17 pm

The same rule:

Here is quadratic:

Code: Select all

x = 30, y = 38, rule = B2S34F067K12478L01368
10.A.B$10.A.B3$2.A9.2B$.2A$.4A$2.A5.B$8.B.A.2B$2.A$2A10.2A$2A.B$.A13$
.A$2A.B$2A10.2A$2.A$8.B.A.2B14.B$2.A5.B17.2A$.4A21.2A$.2A24.A.B$2.A9.
2B3$10.A.B$10.A.B!

And here is another backrake, and based on it quadratic:

Code: Select all

x = 26, y = 13, rule = B2S34F067K12478L01368
25.B$.A21.3A$3A2.A17.3A$3A22.A$.A.2B20.A$.A4.A15.A$3A2B3A14.2A$3A2B3A
14.2A$.A4.A15.A$.A.2B$3A$3A2.A$.A!

EDIT

Sawtooth:

Code: Select all

x = 19, y = 20, rule = B2S34F067K12478L01368
2.BA11.AB$2AB13.B2A$2AB2A9.2AB2A$2.2B11.2B$2.2B11.2B$2A2B2A7.2A2B2A$
2A2B2A7.2A2B2A$2.2B11.2B$2.2B11.2B$2A2B2A7.2A2B2A$2A2B2A7.2A2B2A$2.2B
11.2B$2.2B11.2B$2A2B2A7.2A2B2A$2A2B2A7.2A2B2A$2.2B11.2B$2.2B11.2B$2AB
2A9.2AB2A$2AB13.B2A$2.BA11.AB!

simsim314 · Post by **simsim314** » June 18th, 2014, 1:06 pm

There is an extendable puffer, which is usually has quadratic growth. Here is the smallest:

Code: Select all

x = 41, y = 75, rule = B2S34F067K12478L01368
18$28.A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$
28.A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$28.
A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$28.A$27.2A$27.2A$28.A$28.A$
27.2A$27.2A$28.A!

To see it's growth (although it's easy to see it's quadratic, but just to prove it in more visual way), here is a population plot:

Code: Select all

x = 612, y = 536, rule = B2S34F067K12478L01368
290.4A3.3A2.4A2.A3.A.A6.3A2.5A2.3A3.3A2.A3.A7.4A2.A6.3A2.5A$290.A3.A.
A3.A.A3.A.A3.A.A5.A3.A3.A5.A3.A3.A.2A2.A7.A3.A.A5.A3.A3.A$290.A3.A.A
3.A.A3.A.A3.A.A5.A3.A3.A5.A3.A3.A.A.A.A7.A3.A.A5.A3.A3.A$290.4A2.A3.A
.4A2.A3.A.A5.5A3.A5.A3.A3.A.A2.2A7.4A2.A5.A3.A3.A$290.A5.A3.A.A5.A3.A
.A5.A3.A3.A5.A3.A3.A.A3.A7.A5.A5.A3.A3.A$290.A5.A3.A.A5.A3.A.A5.A3.A
3.A5.A3.A3.A.A3.A7.A5.A5.A3.A3.A$290.A6.3A2.A6.3A2.5A.A3.A3.A4.3A3.3A
2.A3.A7.A5.5A2.3A4.A8$.A6.A3.3A3.3A3.3A2.5A.5A2.3A3.3A3.3A5.A5.A3.3A$
2A5.2A2.A3.A.A5.A3.A5.A5.A.A3.A.A5.A3.A3.2A4.2A2.A3.A$.A4.A.A2.A3.A.A
9.A4.A5.A2.A3.A.A5.A3.A2.A.A3.A.A2.A3.A$.A3.A2.A3.4A.4A5.A4.A5.A4.4A.
4A3.4A.A2.A2.A2.A3.3A10.A499.A$.A3.5A5.A.A3.A3.A4.A5.A8.A.A3.A5.A.5A.
5A.A3.A9.A499.A$.A6.A6.A.A3.A2.A4.A5.A9.A.A3.A5.A4.A5.A2.A3.A9.A498.A
$3A5.A3.3A3.3A2.5A.A5.A6.3A3.3A3.3A5.A5.A3.3A10.A498.A$85.A497.A$85.A
497.A$85.A496.A$85.A495.A$85.A495.A$85.A494.A$85.A494.A$85.A493.A$85.
A493.A$85.A492.A$85.A491.A$85.A491.A$85.A490.A$85.A490.A$85.A489.A$
85.A488.A$85.A488.A$85.A487.A$85.A487.A$85.A486.A$85.A485.A$85.A485.A
$85.A484.A$85.A484.A$85.A483.A$85.A483.A$85.A482.A$85.A481.A$85.A481.
A$85.A480.A$85.A480.A$85.A479.A$85.A478.A$85.A478.A$85.A477.A$85.A
477.A$85.A476.A$85.A475.A$85.A475.A$85.A474.A$85.A474.A$85.A473.A$85.
A472.A$85.A472.A$85.A471.A$85.A470.A$85.A470.A$85.A469.A$85.A469.A$
85.A468.A$85.A467.A$85.A467.A$85.A466.A$85.A466.A$85.A465.A$85.A464.A
$85.A464.A$85.A463.A$85.A463.A$85.A462.A$85.A461.A$85.A461.A$85.A460.
A$85.A459.A$85.A459.A$85.A458.A$85.A458.A$85.A457.A$85.A456.A$85.A
456.A$85.A455.A$85.A454.A$85.A454.A$85.A453.A$85.A453.A$85.A452.A$85.
A451.A$85.A451.A$85.A450.A$85.A449.A$85.A449.A$85.A448.A$85.A448.A$
85.A447.A$85.A446.A$85.A446.A$85.A445.A$85.A444.A$85.A444.A$85.A443.A
$85.A442.A$85.A442.A$85.A441.A$85.A441.A$85.A440.A$85.A439.A$85.A439.
A$85.A438.A$85.A437.A$85.A437.A$85.A436.A$85.A435.A$85.A435.A$85.A
434.A$85.A433.A$85.A433.A$85.A432.A$85.A431.A$85.A431.A$85.A430.A$85.
A429.A$85.A429.A$85.A428.A$85.A428.A$85.A427.A$85.A426.A$85.A426.A$
85.A425.A$85.A424.A$85.A424.A$85.A423.A$85.A422.A$85.A422.A$85.A421.A
$85.A420.A$85.A420.A$85.A419.A$85.A418.A$85.A418.A$85.A417.A$85.A416.
A$85.A416.A$85.A415.A$85.A414.A$85.A414.A$85.A413.A$85.A412.A$85.A
412.A$85.A411.A$85.A410.A$85.A409.A$85.A409.A$85.A408.A$85.A407.A$85.
A407.A$85.A406.A$85.A405.A$85.A405.A$85.A404.A$85.A403.A$85.A403.A$
85.A402.A$85.A401.A$85.A401.A$85.A400.A$85.A399.A$85.A398.A$85.A398.A
$85.A397.A$85.A396.A$85.A396.A$85.A395.A$85.A394.A$85.A394.A$85.A393.
A$85.A392.A$85.A391.A$85.A391.A$85.A390.A$85.A389.A$85.A389.A$85.A
388.A$85.A387.A$85.A386.A$85.A386.A$85.A385.A$85.A384.A$85.A384.A$85.
A383.A$85.A382.A$85.A381.A$85.A381.A$85.A380.A$85.A379.A$85.A379.A$
85.A378.A$85.A377.A$85.A376.A$85.A376.A$85.A375.A$85.A374.A$85.A373.A
$85.A373.A$85.A372.A$85.A371.A$85.A370.A$85.A370.A$85.A369.A$85.A368.
A$85.A368.A$85.A367.A$85.A366.A$85.A365.A$85.A365.A$85.A364.A$85.A
363.A$85.A362.A$85.A362.A$85.A361.A$85.A360.A$85.A359.A$85.A359.A$85.
A358.A$85.A357.A$85.A356.A$85.A355.A$85.A355.A$68.7A10.A354.A$71.A13.
A353.A$70.A14.A352.A$69.A15.A352.A$68.7A10.A351.A$85.A350.A$69.5A11.A
349.A$68.A5.A10.A349.A$68.A5.A10.A348.A$68.A5.A10.A347.A$69.5A11.A
346.A$85.A345.A$85.A345.A$68.A5.A10.A344.A$68.7A10.A343.A$68.A5.A10.A
342.A$85.A342.A$85.A341.A$68.A16.A340.A$68.A16.A339.A$68.7A10.A338.A$
68.A16.A338.A$68.A16.A337.A$85.A336.A$69.6A10.A335.A$68.A2.A13.A334.A
$68.A2.A13.A334.A$68.A2.A13.A333.A$69.6A10.A332.A$85.A331.A$74.A10.A
330.A$74.A10.A330.A$74.A10.A329.A$74.A10.A328.A$68.7A10.A327.A$85.A
326.A$68.6A11.A325.A$74.A10.A325.A$74.A10.A324.A$74.A10.A323.A$68.6A
11.A322.A$85.A321.A$69.2A14.A321.A$68.A2.A13.A320.A$68.A2.A13.A319.A$
68.A2.A13.A318.A$68.7A10.A317.A$85.A316.A$69.5A11.A316.A$68.A5.A10.A
315.A$68.A5.A10.A314.A$68.A5.A10.A313.A$69.5A11.A312.A$85.A311.A$69.
2A14.A310.A$68.A2.A13.A310.A$68.A2.A13.A309.A$68.A2.A13.A308.A$68.7A
10.A307.A$85.A306.A$85.A305.A$85.A304.A$85.A304.A$85.A303.A$85.A302.A
$85.A301.A$85.A300.A$85.A299.A$85.A298.A$85.A298.A$85.A297.A$85.A296.
A$85.A295.A$85.A294.A$85.A293.A$85.A292.A$85.A291.A$85.A290.A$85.A
290.A$85.A289.A$85.A288.A$85.A287.A$85.A286.A$85.A285.A$85.A284.A$85.
A283.A$85.A282.A$85.A281.A$85.A281.A$85.A280.A$85.A279.A$85.A278.A$
85.A277.A$85.A276.A$85.A275.A$85.A274.A$85.A273.A$85.A272.A$85.A271.A
$85.A270.A$85.A269.A$85.A268.A$85.A267.A$85.A267.A$85.A266.A$85.A265.
A$85.A264.A$85.A263.A$85.A262.A$85.A261.A$85.A260.A$85.A259.A$85.A
258.A$85.A257.A$85.A256.A$85.A255.A$85.A254.A$85.A253.A$85.A252.A$85.
A251.A$85.A250.A$85.A249.A$85.A248.A$85.A247.A$85.A246.A$85.A245.A$
85.A244.A$85.A243.A$85.A242.A$85.A241.A$85.A240.A$85.A239.A$85.A238.A
$85.A237.A$85.A236.A$85.A235.A$85.A234.A$85.A233.A$85.A231.2A$85.A
230.A$85.A229.A$85.A228.A$85.A227.A$85.A226.A$85.A225.A$85.A224.A$85.
A223.A$85.A222.A$85.A221.A$85.A220.A$85.A219.A$85.A217.2A$85.A216.A$
85.A215.A$85.A214.A$85.A213.A$85.A212.A$85.A211.A$85.A210.A$85.A209.A
$85.A207.2A$85.A206.A$85.A205.A$85.A204.A$85.A203.A$85.A202.A$85.A
200.2A$85.A199.A$85.A198.A$85.A197.A$85.A196.A$85.A195.A$85.A193.2A$
85.A192.A$85.A191.A$85.A190.A$85.A189.A$85.A187.2A$85.A186.A$85.A185.
A$85.A184.A$85.A182.2A$85.A181.A$85.A180.A$85.A179.A$85.A177.2A$85.A
176.A$85.A175.A$85.A174.A$85.A172.2A$85.A171.A$85.A170.A$85.A168.2A$
85.A167.A$85.A166.A$85.A164.2A$85.A163.A$85.A162.A$85.A160.2A$85.A
159.A$85.A158.A$85.A156.2A$85.A155.A$85.A154.A$85.A152.2A$85.A151.A$
85.A149.2A$85.A148.A$85.A147.A$85.A145.2A$85.A144.A$85.A142.2A$85.A
141.A$85.A139.2A$85.A138.A$85.A136.2A$85.A135.A$85.A133.2A$85.A132.A$
85.A130.2A$85.A129.A$85.A127.2A$85.A126.A$85.A124.2A$85.A123.A$85.A
121.2A$85.A119.2A$85.A118.A$85.A116.2A$85.A114.2A$85.A113.A$85.A111.
2A$85.A109.2A$85.A108.A$85.A106.2A$85.A104.2A$85.A103.A$85.A101.2A$
85.A99.2A$85.A97.2A$85.A95.2A$85.A94.A$85.A92.2A$85.A90.2A$85.A88.2A$
85.A86.2A$85.A84.2A$85.A82.2A$85.A80.2A$85.A78.2A$85.A76.2A$85.A74.2A
$85.A72.2A$85.A70.2A$85.A68.2A$85.A66.2A$85.A64.2A$85.A62.2A$85.A59.
3A$85.A57.2A$85.A55.2A$85.A52.3A$85.A50.2A$85.A48.2A$85.A45.3A$85.A
43.2A$85.A40.3A$85.A38.2A$85.A35.3A$85.A32.3A$85.A29.3A$85.A27.2A$85.
A24.3A$85.A21.3A$85.A18.3A$65.3A3.3A11.A15.3A$64.A5.A3.A10.A11.4A$64.
A5.A2.2A10.A8.3A$64.4A2.A.A.A10.A5.3A$64.A3.A.2A2.A10.501A$64.A3.A.A
3.A$65.3A3.3A8$83.3A188.3A2.5A.A3.A.5A.4A3.3A2.5A2.3A3.3A2.A3.A10.A
33.3A4.A4.3A3.A166.A4.3A4.A4.3A2.5A2.3A3.3A3.3A3.3A$82.A3.A186.A3.A.A
5.2A2.A.A5.A3.A.A3.A3.A5.A3.A3.A.2A2.A9.A11.A21.A3.A2.A.A2.A7.A164.2A
3.A3.A2.2A3.A3.A5.A.A3.A.A3.A.A3.A.A3.A$82.A2.2A186.A5.A5.A.A.A.A5.A
3.A.A3.A3.A5.A3.A3.A.A.A.A9.A4.4A.5A2.3A2.4A2.5A.A3.A.A3.A.A7.A165.A
7.A3.A3.A2.2A4.A6.A.A2.2A.A2.2A.A2.2A$82.A.A.A186.A2.2A.3A3.A2.2A.3A
3.4A2.5A3.A5.A3.A3.A.A2.2A9.A3.A7.A3.A3.A.A3.A8.3A8.4A4.A165.A5.2A4.A
3.A.A.A3.A6.A2.A.A.A.A.A.A.A.A.A$82.2A2.A186.A3.A.A5.A3.A.A5.A2.A2.A
3.A3.A5.A3.A3.A.A3.A9.A4.3A4.A3.5A.A3.A.5A.A3.A7.A3.A3.A165.A7.A3.A3.
2A2.A2.A6.A3.2A2.A.2A2.A.2A2.A$82.A3.A186.A3.A.A5.A3.A.A5.A3.A.A3.A3.
A5.A3.A3.A.A3.A9.A7.A3.A3.A5.A3.A7.A3.A7.A3.A3.A165.A3.A3.A3.A3.A3.A.
A6.A4.A3.A.A3.A.A3.A$83.3A188.3A2.5A.A3.A.5A.A3.A.A3.A3.A4.3A3.3A2.A
3.A10.A2.4A5.2A2.4A.4A9.3A9.3A3.A165.3A3.3A3.3A3.3A2.A5.5A2.3A3.3A3.
3A$363.A$363.A!

Here is another one which so much clear quadratic:

Code: Select all

x = 2, y = 56, rule = B2S34F067K12478L01368
.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$
.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$2A$.A$.A$2A$
2A$.A$.A$2A$2A$.A$.A$2A$2A$.A!

bprentice · Post by **bprentice** » June 19th, 2014, 2:42 pm

The new rule options dialog in the Square Cell BSFKL program has been modified to allow each of the five parameters to be individually selected for change. Whenever a new rule is generated, random values will be assigned to each selected parameter. If a parameter is not selected its current value will be retained.

There are now 32 rules in the rule collection. All of this is in the updated achieve BSFKL.zip here:

http://bprentice.webenet.net/Java%20Squ ... /BSFKL.zip

Here is a Golly rule file for the most recent rule:

Code: Select all

@RULE B01268S12358F134K03467L0136

@TREE

num_states=3
num_neighbors=8
num_nodes=128
1 0 0 0
1 1 2 0
2 0 0 1
1 0 0 2
1 1 1 0
2 0 3 4
1 0 2 0
2 1 4 6
3 2 5 7
1 1 1 2
2 3 0 9
1 0 1 0
2 4 9 11
3 5 10 12
1 1 0 0
2 6 11 14
3 7 12 15
4 8 13 16
2 0 3 11
1 0 1 2
2 9 11 19
3 10 18 20
2 11 19 14
3 12 20 22
4 13 21 23
2 14 14 14
3 15 22 25
4 16 23 26
5 17 24 27
1 0 2 2
2 3 3 29
2 11 29 11
3 18 30 31
1 1 0 2
2 19 11 33
3 20 31 34
4 21 32 35
2 14 33 14
3 22 34 37
4 23 35 38
5 24 36 39
2 14 14 6
3 25 37 41
4 26 38 42
5 27 39 43
6 28 40 44
2 3 0 19
2 29 19 29
3 30 46 47
2 11 29 0
3 31 47 49
4 32 48 50
2 33 0 33
3 34 49 52
4 35 50 53
5 36 51 54
2 14 33 11
3 37 52 56
4 38 53 57
5 39 54 58
6 40 55 59
2 6 11 0
3 41 56 61
4 42 57 62
5 43 58 63
6 44 59 64
7 45 60 65
2 0 3 1
2 19 1 19
3 46 67 68
2 29 19 3
3 47 68 70
4 48 69 71
2 0 3 0
3 49 70 73
4 50 71 74
5 51 72 75
2 33 0 19
3 52 73 77
4 53 74 78
5 54 75 79
6 55 76 80
2 11 19 0
3 56 77 82
4 57 78 83
5 58 79 84
6 59 80 85
7 60 81 86
2 0 0 0
3 61 82 88
4 62 83 89
5 63 84 90
6 64 85 91
7 65 86 92
8 66 87 93
2 1 29 6
3 67 30 95
2 19 6 3
3 68 95 97
4 69 96 98
2 3 3 3
3 70 97 100
4 71 98 101
5 72 99 102
3 73 100 18
4 74 101 104
5 75 102 105
6 76 103 106
2 19 11 3
3 77 18 108
4 78 104 109
5 79 105 110
6 80 106 111
7 81 107 112
3 82 108 73
4 83 109 114
5 84 110 115
6 85 111 116
7 86 112 117
8 87 113 118
2 0 0 6
3 88 73 120
4 89 114 121
5 90 115 122
6 91 116 123
7 92 117 124
8 93 118 125
9 94 119 126

and here are three guns:

Code: Select all

x = 6, y = 4, rule = B01268S12358F134K03467L0136
3A$.B.3A$AB2.2B$6A!

Code: Select all

x = 5, y = 32, rule = B01268S12358F134K03467L0136
.2A.A$.A2BA$.A2.A$.A.A$.ABA2$.ABA$.ABA$.3A6$2A.2A$B3.B$AB.BA$.3B$.A
BA$.ABA10$2A.2A$.B.B$2A.2A!

Code: Select all

x = 6, y = 32, rule = B01268S12358F134K03467L0136
2.2A.A$2.A2BA$2.A2.A$2.A.A$2.ABA$.5A$.A3.A$.A.A.A5$2.ABA2$2.ABA$2.3A
3$2.ABA$2.ABA$2.ABA2$2.ABA$2.ABA$2.3A2$2.A.A$2.ABA2$2A.2A$.B.B$2A.2A!

Brian Prentice

simsim314 · Post by **simsim314** » June 19th, 2014, 4:42 pm

Here is quadratic:

Code: Select all

x = 15, y = 66, rule = B01268S12358F134K03467L0136
6.3A$6.ABA3$6.ABA$6.ABA3$6.ABA$6.ABA$6.ABA$6.ABA10$4.A.A.A.A$4.ABA.AB
A$4.A2.A2.A$7.B$6.3A6$6.3A$6.ABA$4.A5.A$4.ABA.ABA$4.A2.A2.A$7.B$6.3A
3$2A.A7.A.2A$AB.B7.B.BA$2A.A7.A.2A3$4.A.A.A.A$4.ABA.ABA$4.A2.A2.A$7.B
$6.3A8$4.A.A.A.A$4.ABA.ABA.3A$4.A2.A2.A.ABA$7.B$6.3A3.ABA2$12.ABA$12.
ABA$12.ABA!

bprentice · Post by **bprentice** » June 19th, 2014, 5:18 pm

simsim314,

I spent some time trying to construct a gun from the two replicators in the following rule but was unable to do so. There are many possible combinations.

Code: Select all

@RULE B12458S245678F16K12567L013468

@TREE

num_states=3
num_neighbors=8
num_nodes=115
1 0 2 0
1 0 0 0
2 0 0 1
1 0 1 2
1 1 0 0
2 0 3 4
2 1 4 1
3 2 5 6
1 1 0 2
2 3 0 8
2 4 8 1
3 5 9 10
2 1 1 0
3 6 10 12
4 7 11 13
1 0 1 0
2 0 15 1
1 0 0 2
2 8 1 17
3 9 16 18
2 1 17 0
3 10 18 20
4 11 19 21
2 0 0 0
3 12 20 23
4 13 21 24
5 14 22 25
2 15 3 4
3 16 27 6
2 17 1 3
3 18 6 29
4 19 28 30
2 0 3 0
3 20 29 32
4 21 30 33
5 22 31 34
3 23 32 2
4 24 33 36
5 25 34 37
6 26 35 38
2 3 15 8
3 27 40 10
4 28 41 13
2 3 0 3
3 29 12 43
4 30 13 44
5 31 42 45
2 0 3 1
3 32 43 47
4 33 44 48
5 34 45 49
6 35 46 50
2 1 1 1
3 2 47 52
4 36 48 53
5 37 49 54
6 38 50 55
7 39 51 56
2 15 3 1
3 40 58 18
2 1 17 15
3 10 18 60
4 41 59 61
2 0 15 0
3 12 60 63
4 13 61 64
5 42 62 65
2 3 0 17
3 43 63 67
4 44 64 68
5 45 65 69
6 46 66 70
2 1 17 4
3 47 67 72
4 48 68 73
5 49 69 74
6 50 70 75
7 51 71 76
3 52 72 6
4 53 73 78
5 54 74 79
6 55 75 80
7 56 76 81
8 57 77 82
2 3 15 17
2 1 17 1
3 58 84 85
3 18 85 29
4 59 86 87
2 15 3 15
3 60 29 89
4 61 87 90
5 62 88 91
3 63 89 16
4 64 90 93
5 65 91 94
6 66 92 95
2 17 1 8
3 67 16 97
4 68 93 98
5 69 94 99
6 70 95 100
7 71 96 101
3 72 97 10
4 73 98 103
5 74 99 104
6 75 100 105
7 76 101 106
8 77 102 107
4 78 103 13
5 79 104 109
6 80 105 110
7 81 106 111
8 82 107 112
9 83 108 113

Brian Prentice

simsim314 · Post by **simsim314** » June 19th, 2014, 6:51 pm

Hey Brian,

Here is a pretty clean gun:

Code: Select all

x = 340, y = 359, rule = B12458S245678F16K12567L013468
10.B.B5.B.B37.B.B5.B.B$10.A.A5.A.A37.A.A5.A.A$10.A.A5.A.A37.A.A5.A.A$
10.B.B5.B.B37.B.B5.B.B.B2AB2$70.B2AB6$70.B2AB2$70.B2AB240.A3.A$B2AB
310.A3.A$267.A46.A3.A$B2AB264.B45.A3.A2$268.BAB4$B2AB2$B2AB14$336.4A
4$336.4A9$70.B2AB2$70.B2AB6$70.B2AB192.4A2$70.B2AB$B2AB$266.4A$B2AB6$
B2AB2$B2AB.B.B5.B.B37.B.B5.B.B$5.A.A5.A.A37.A.A5.A.A$5.A.A5.A.A37.A.A
5.A.A$5.B.B5.B.B37.B.B5.B.B7$72.AB$71.B263.BAB$32.A111.A31.A79.A$31.A
111.A31.A79.A31.A3.A45.B$31.A.A109.A31.A79.A31.A3.A46.A$287.A3.A$287.
A3.A2$205.B.B.B.B41.B.B.B.B$205.A.A.A.A41.A.A.A.A6.B$205.A.A.A.A41.A.
A.A.A5.A$205.B.B.B.B41.B.B.B.B5.A$266.B4$260.B2AB2$260.B2AB2$260.B2AB
$190.B2AB$260.B2AB$190.B2AB2$190.B2AB2$190.B2AB37$260.B2AB2$260.B2AB
2$260.B2AB$190.B2AB$260.B2AB$190.B2AB2$190.B2AB2$190.B2AB5$72.AB120.B
.B.B.B41.B.B.B.B$71.B122.A.A.A.A41.A.A.A.A$194.A.A.A.A41.A.A.A.A$194.
B.B.B.B41.B.B.B.B29$72.AB$71.B14$89.A7.A39.A7.A$89.A7.A39.A7.A$89.A7.
A39.A7.A$89.A7.A39.A7.A3.4A8$149.4A3$77.4A8$77.4A29$149.4A8$149.4A3$
77.4A3$72.AB$71.B4$77.4A3.A7.A39.A7.A$84.A7.A39.A7.A$84.A7.A39.A7.A$
84.A7.A39.A7.A2$78.A2.A$46.B3.B28.2A$3.A42.A3.A$2.A3.A39.A3.A$46.B3.B
$4.A.A17$72.B2AB4$72.B2AB23$B2AB4$B2AB17$69.A.A$25.B3.B$25.A3.A39.A3.
A$25.A3.A42.A$25.B3.B!

To make the gun, I made a few steps (it's really not optimized, I was just playing a bit):

1. Find a way for replicators to cancel each other but not die (oscillator)
2. Improved it to have some good sparks.
3. Use the sparks to have a gun.
4. Placed few such "unclean" guns together to make a clean periodic gun.

This is just 30 minutes playing. Using scripts it's all probably can be really optimized.

bprentice · Post by **bprentice** » June 19th, 2014, 7:15 pm

Thank you simsim314.

Here is a rule that was found using the new feature of the BSFKL Java program. The rule is the same as rule B01268S12358F134K03467L0136 above with only the B parameter changed.

Code: Select all

@RULE B02378S12358F134K03467L0136

@TREE

num_states=3
num_neighbors=8
num_nodes=131
1 0 0 0
1 1 2 0
2 0 0 1
1 0 0 2
1 0 1 0
2 0 3 4
1 0 2 0
2 1 4 6
3 2 5 7
1 1 1 2
2 3 0 9
2 4 9 4
3 5 10 11
1 1 0 0
2 6 4 13
3 7 11 14
4 8 12 15
1 1 1 0
2 0 3 17
1 0 1 2
2 9 17 19
3 10 18 20
2 4 19 0
3 11 20 22
4 12 21 23
2 13 0 13
3 14 22 25
4 15 23 26
5 16 24 27
1 0 2 2
2 3 3 29
2 17 29 4
3 18 30 31
1 1 0 2
2 19 4 33
3 20 31 34
4 21 32 35
2 0 33 0
3 22 34 37
4 23 35 38
5 24 36 39
2 13 0 6
3 25 37 41
4 26 38 42
5 27 39 43
6 28 40 44
2 3 0 19
2 29 19 29
3 30 46 47
2 4 29 13
3 31 47 49
4 32 48 50
2 33 13 33
3 34 49 52
4 35 50 53
5 36 51 54
2 0 33 4
3 37 52 56
4 38 53 57
5 39 54 58
6 40 55 59
2 6 4 0
3 41 56 61
4 42 57 62
5 43 58 63
6 44 59 64
7 45 60 65
2 0 3 6
2 19 6 19
3 46 67 68
2 29 19 3
3 47 68 70
4 48 69 71
2 13 3 13
3 49 70 73
4 50 71 74
5 51 72 75
2 33 13 19
3 52 73 77
4 53 74 78
5 54 75 79
6 55 76 80
3 56 77 22
4 57 78 82
5 58 79 83
6 59 80 84
7 60 81 85
2 0 0 0
3 61 22 87
4 62 82 88
5 63 83 89
6 64 84 90
7 65 85 91
8 66 86 92
1 1 2 2
2 3 3 94
2 6 94 6
3 67 95 96
2 19 6 3
3 68 96 98
4 69 97 99
2 3 3 3
3 70 98 101
4 71 99 102
5 72 100 103
2 13 3 4
3 73 101 105
4 74 102 106
5 75 103 107
6 76 104 108
2 19 4 3
3 77 105 110
4 78 106 111
5 79 107 112
6 80 108 113
7 81 109 114
2 0 3 0
3 22 110 116
4 82 111 117
5 83 112 118
6 84 113 119
7 85 114 120
8 86 115 121
2 0 0 6
3 87 116 123
4 88 117 124
5 89 118 125
6 90 119 126
7 91 120 127
8 92 121 128
9 93 122 129

Here is a diagonal puffer:

Code: Select all

x = 10, y = 8, rule = B02378S12358F134K03467L0136
.3A$2ABA$A2B2A$4.B$3.A3.2A$3.2A3B2A$5.3ABA$7.2AB!

Brian Prentice

bprentice · Post by **bprentice** » June 20th, 2014, 6:29 pm

simsim314 wrote:To make the gun, I made a few steps (it's really not optimized, I was just playing a bit

Here is another one that uses your interaction:

Code: Select all

x = 54, y = 61, rule = B12458S245678F16K12567L013468
23.2A$22.A2.A12$22.4A2$22.4A6$22.4A2$22.4A3$.A11.A.A5.A.A$A12.A.A5.
A.A$A12.A.A5.A.A$.A11.A.A5.A.A2$29.B3.B3.B3.B11.B$29.A3.A3.A3.A10.A
$29.A3.A3.A3.A10.A$29.B3.B3.B3.B11.B2$28.B2AB4$28.B2AB4$28.B2AB4$28.
B2AB11$29.2A$28.B2.B!

Brian Prentice

bprentice · Post by **bprentice** » June 21st, 2014, 6:56 am

Here is a new rule that is derived from this one:

viewtopic.php?f=11&t=1381&start=25#p12322

Only the S parameter is different.

Code: Select all

@RULE B02378S23568F134K03467L0136

@TREE

num_states=3
num_neighbors=8
num_nodes=130
1 0 0 0
1 1 2 0
2 0 0 1
1 0 0 2
1 0 2 0
2 0 3 4
2 1 4 4
3 2 5 6
1 1 1 2
2 3 0 8
2 4 8 4
3 5 9 10
1 1 0 0
2 4 4 12
3 6 10 13
4 7 11 14
1 1 1 0
2 0 3 16
1 0 1 2
2 8 16 18
3 9 17 19
2 4 18 0
3 10 19 21
4 11 20 22
2 12 0 12
3 13 21 24
4 14 22 25
5 15 23 26
1 0 2 2
2 3 3 28
1 0 1 0
2 16 28 30
3 17 29 31
1 1 0 2
2 18 30 33
3 19 31 34
4 20 32 35
2 0 33 0
3 21 34 37
4 22 35 38
5 23 36 39
2 12 0 4
3 24 37 41
4 25 38 42
5 26 39 43
6 27 40 44
2 3 0 18
2 28 18 28
3 29 46 47
2 30 28 12
3 31 47 49
4 32 48 50
2 33 12 33
3 34 49 52
4 35 50 53
5 36 51 54
2 0 33 4
3 37 52 56
4 38 53 57
5 39 54 58
6 40 55 59
2 4 4 0
3 41 56 61
4 42 57 62
5 43 58 63
6 44 59 64
7 45 60 65
2 0 3 30
2 18 30 18
3 46 67 68
2 28 18 3
3 47 68 70
4 48 69 71
2 12 3 12
3 49 70 73
4 50 71 74
5 51 72 75
2 33 12 18
3 52 73 77
4 53 74 78
5 54 75 79
6 55 76 80
3 56 77 21
4 57 78 82
5 58 79 83
6 59 80 84
7 60 81 85
2 0 0 0
3 61 21 87
4 62 82 88
5 63 83 89
6 64 84 90
7 65 85 91
8 66 86 92
1 1 2 2
2 3 3 94
2 30 94 30
3 67 95 96
2 18 30 3
3 68 96 98
4 69 97 99
2 3 3 3
3 70 98 101
4 71 99 102
5 72 100 103
2 12 3 30
3 73 101 105
4 74 102 106
5 75 103 107
6 76 104 108
3 77 105 98
4 78 106 110
5 79 107 111
6 80 108 112
7 81 109 113
2 0 3 0
3 21 98 115
4 82 110 116
5 83 111 117
6 84 112 118
7 85 113 119
8 86 114 120
2 0 0 4
3 87 115 122
4 88 116 123
5 89 117 124
6 90 118 125
7 91 119 126
8 92 120 127
9 93 121 128

Here is a period 360 diagonal gun:

Code: Select all

x = 149, y = 177, rule = B02378S23568F134K03467L0136
8.2A$8.BA$8.BA$8.2A33$42.B2A$42.AB3A$42.2A2.A$43.A3.B4.A$43.2A7.A$45.
B3.A.2A2$47.A.3A$49.A$47.A.A$45.3A36$9.2A3.A.A3.2A11.2A3.A.A3.2A$2A
9.A.A3.A.A15.A.A3.A.A$AB8.B3.BAB3.B13.B3.BAB3.B$AB9.A.A3.A.A15.A.A3.
A.A$2A7.2A3.A.A3.2A11.2A3.A.A3.2A4$103.2A3.A.A3.2A11.2A3.A.A3.2A7.2A
$105.A.A3.A.A15.A.A3.A.A9.BA$104.B3.BAB3.B13.B3.BAB3.B8.BA$105.A.A3.
A.A15.A.A3.A.A9.2A$103.2A3.A.A3.2A11.2A3.A.A3.2A36$101.3A$99.A.A$99.
A$97.3A.A2$96.2A.A3.B$96.A7.2A$96.A4.B3.A$102.A2.2A$102.3ABA$104.2A
B33$139.2A$139.AB$139.AB$139.2A!

a diagonal puffer:

Code: Select all

x = 41, y = 41, rule = B02378S23568F134K03467L0136
20.3A$17.4A.A$20.A$19.B$8.A8.B.A$7.B.A7.AB.A$7.A.A6.A.B3.A$5.BA11.A
3.B$4.A11.3AB3.B$5.2A14.A$24.A2.2A$24.A.4B$25.A3.A$28.B$28.B2A$26.2A
.2BAB$6.A.A13.BAB.B.B.A$.A2.BA2.A12.A2BA2.A.2AB.A$.A3.2B2A13.2B.BA.
2A.B.A.B2A$.A.BA3.B19.A.A4.A$3A2.A22.B.A5.A$A8.A7.A14.A3.BAB$2A4.AB
8.3B13.A.B2.BA$8.B7.A2B10.A4.2B$10.2A4.BA11.A.2BA4.BA$12.A5.B10.A2.
2A3.B.2A$11.B3.AB.A9.3A6.2ABA$10.AB3.A.A10.A9.2AB$10.AB.2B.B.2AB5.2A
2.A.A.BA$11.BA.AB.2A4.4A5.AB.2A$14.AB2A.2A5.A.A3.3ABA$15.A.2B5.B9.2A
B$15.B5.2A.BA2.3A$17.2A5.2A3.BA$22.2B4.B.2A$18.BA3.B4.2ABA$18.A.AB7.
2AB$18.A2.AB2.BA$21.BA.B.2A$24.2ABA$25.2AB!

and a space filling still life:

Code: Select all

x = 211, y = 211, rule = B02378S23568F134K03467L0136
85.29A$84.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A$84.AB27.BA$84.2A27.2A$84.
AB27.BA$84.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A$79.5A.29A.29A$78.A.BAB.A
29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A$78.AB3.BA29.AB27.BA$78.2A3.2A29.
2A27.2A$78.AB3.BA29.AB27.BA$78.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA2B
AB.A$78.2A3.2A30.29A.5A$78.AB3.BA59.A.BAB.A$78.AB3.BA59.AB3.BA$78.2A
3.2A59.2A3.2A$78.AB3.BA59.AB3.BA$78.AB3.BA59.AB3.BA$78.2A3.2A24.5A30.
2A3.2A$78.AB3.BA23.A.BAB.A29.AB3.BA$78.AB3.BA23.AB3.BA29.AB3.BA$78.
2A3.2A23.2A3.2A29.2A3.2A$78.AB3.BA23.AB3.BA29.AB3.BA$78.AB3.BA23.A.
BAB.A29.AB3.BA$78.2A3.2A18.5A.5A.5A24.2A3.2A$78.AB3.BA17.A.BAB.A5.A
.BAB.A23.AB3.BA$78.AB3.BA17.AB3.BA5.AB3.BA23.AB3.BA$78.2A3.2A17.2A3.
2A5.2A3.2A23.2A3.2A$78.AB3.BA17.AB3.BA5.AB3.BA23.AB3.BA$78.AB3.BA17.
A.BAB.A5.A.BAB.A23.AB3.BA$78.2A3.2A12.5A.5A.5A.5A.5A18.2A3.2A$78.AB
3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA$78.AB3.BA11.AB3.BA5.AB3.B
A5.AB3.BA17.AB3.BA$78.2A3.2A11.2A3.2A5.2A3.2A5.2A3.2A17.2A3.2A$78.A
B3.BA11.AB3.BA5.AB3.BA5.AB3.BA17.AB3.BA$78.A.BAB.A11.A.BAB.A5.A.BAB
.A5.A.BAB.A17.AB3.BA$73.5A.5A7.5A.5A.5A.5A.5A.5A.5A12.2A3.2A$72.A.B
AB.A11.A.BAB.A5.A.BAB.A5.A.BAB.A5.A.BAB.A11.AB3.BA$72.AB3.BA11.AB3.
BA5.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$72.2A3.2A11.2A3.2A5.2A3.2A5.2A3.
2A5.2A3.2A11.2A3.2A$72.AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.AB
3.BA$72.AB3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A5.A.BAB.A11.A.BAB.A$72.2A
3.2A12.5A.5A.5A.5A.5A.5A.5A7.5A.5A$72.AB3.BA17.A.BAB.A5.A.BAB.A5.A.
BAB.A11.A.BAB.A$72.AB3.BA17.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$72.2A3.
2A17.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A$72.AB3.BA17.AB3.BA5.AB3.BA5.AB
3.BA11.AB3.BA$72.AB3.BA17.A.BAB.A5.A.BAB.A5.A.BAB.A11.AB3.BA$72.2A3.
2A18.5A.5A.5A.5A.5A12.2A3.2A$72.AB3.BA23.A.BAB.A5.A.BAB.A17.AB3.BA$
72.AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$72.2A3.2A23.2A3.2A5.2A3.2A17.2A
3.2A$72.AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$72.AB3.BA23.A.BAB.A5.A.BAB
.A17.AB3.BA$72.2A3.2A24.5A.5A.5A18.2A3.2A$72.AB3.BA29.A.BAB.A23.AB3.
BA$72.AB3.BA29.AB3.BA23.AB3.BA$72.2A3.2A29.2A3.2A23.2A3.2A$72.AB3.B
A29.AB3.BA23.AB3.BA$72.AB3.BA29.A.BAB.A23.AB3.BA$13.29A30.2A3.2A30.
5A24.2A3.2A$12.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA59.AB3.BA$12.
AB27.BA29.AB3.BA59.AB3.BA$12.2A27.2A29.2A3.2A59.2A3.2A$12.AB27.BA29.
AB3.BA59.AB3.BA$12.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.A.BAB.A59.AB3.
BA$7.5A.29A.29A.5A.29A30.2A3.2A$6.A.BAB.A29.A.BA2BA2BA2BA2BA2BA2BA2B
A2BAB.A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA$6.AB3.BA29.AB27.B
A5.AB27.BA29.AB3.BA$6.2A3.2A29.2A27.2A5.2A27.2A29.2A3.2A$6.AB3.BA29.
AB27.BA5.AB27.BA29.AB3.BA$6.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.
A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.A.BAB.A$6.2A3.2A30.29A.5A.29A.
29A.5A.29A$6.AB3.BA59.A.BAB.A29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A5.A.
BA2BA2BA2BA2BA2BA2BA2BA2BAB.A$6.AB3.BA59.AB3.BA29.AB27.BA5.AB27.BA$
6.2A3.2A59.2A3.2A29.2A27.2A5.2A27.2A$6.AB3.BA59.AB3.BA29.AB27.BA5.A
B27.BA$6.AB3.BA59.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A5.A.BA2BA
2BA2BA2BA2BA2BA2BA2BAB.A$6.2A3.2A24.5A30.2A3.2A30.29A.5A.29A.29A$6.
AB3.BA23.A.BAB.A29.AB3.BA59.A.BAB.A29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB
.A$6.AB3.BA23.AB3.BA29.AB3.BA59.AB3.BA29.AB27.BA$6.2A3.2A23.2A3.2A29.
2A3.2A59.2A3.2A29.2A27.2A$6.AB3.BA23.AB3.BA29.AB3.BA59.AB3.BA29.AB27.
BA$6.AB3.BA23.A.BAB.A29.AB3.BA59.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA
2BAB.A$6.2A3.2A18.5A.5A.5A24.2A3.2A59.2A3.2A30.29A.5A$6.AB3.BA17.A.
BAB.A5.A.BAB.A23.AB3.BA59.AB3.BA59.A.BAB.A$6.AB3.BA17.AB3.BA5.AB3.B
A23.AB3.BA59.AB3.BA59.AB3.BA$6.2A3.2A17.2A3.2A5.2A3.2A23.2A3.2A59.2A
3.2A59.2A3.2A$6.AB3.BA17.AB3.BA5.AB3.BA23.AB3.BA59.AB3.BA59.AB3.BA$
6.AB3.BA17.A.BAB.A5.A.BAB.A23.AB3.BA59.AB3.BA59.AB3.BA$6.2A3.2A12.5A
.5A.5A.5A.5A18.2A3.2A59.2A3.2A24.5A30.2A3.2A$6.AB3.BA11.A.BAB.A5.A.
BAB.A5.A.BAB.A17.AB3.BA59.AB3.BA23.A.BAB.A29.AB3.BA$6.AB3.BA11.AB3.
BA5.AB3.BA5.AB3.BA17.AB3.BA59.AB3.BA23.AB3.BA29.AB3.BA$6.2A3.2A11.2A
3.2A5.2A3.2A5.2A3.2A17.2A3.2A59.2A3.2A23.2A3.2A29.2A3.2A$6.AB3.BA11.
AB3.BA5.AB3.BA5.AB3.BA17.AB3.BA59.AB3.BA23.AB3.BA29.AB3.BA$6.A.BAB.
A11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA59.AB3.BA23.A.BAB.A29.AB3.BA$
.5A.5A7.5A.5A.5A.5A.5A.5A.5A12.2A3.2A59.2A3.2A18.5A.5A.5A24.2A3.2A$
A.BAB.A11.A.BAB.A5.A.BAB.A5.A.BAB.A5.A.BAB.A11.AB3.BA59.AB3.BA17.A.
BAB.A5.A.BAB.A23.AB3.BA$AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.A
B3.BA59.AB3.BA17.AB3.BA5.AB3.BA23.AB3.BA$2A3.2A11.2A3.2A5.2A3.2A5.2A
3.2A5.2A3.2A11.2A3.2A59.2A3.2A17.2A3.2A5.2A3.2A23.2A3.2A$AB3.BA11.A
B3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA59.AB3.BA17.AB3.BA5.AB3.BA23.
AB3.BA$AB3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A5.A.BAB.A11.A.BAB.A59.AB3.
BA17.A.BAB.A5.A.BAB.A23.AB3.BA$2A3.2A12.5A.5A.5A.5A.5A.5A.5A7.5A.5A
60.2A3.2A12.5A.5A.5A.5A.5A18.2A3.2A$AB3.BA17.A.BAB.A5.A.BAB.A5.A.BA
B.A11.A.BAB.A65.AB3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA$AB3.BA17.
AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA65.AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA17.
AB3.BA$2A3.2A17.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A65.2A3.2A11.2A3.2A5.
2A3.2A5.2A3.2A17.2A3.2A$AB3.BA17.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA65.
AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA17.AB3.BA$AB3.BA17.A.BAB.A5.A.BAB.A5.
A.BAB.A11.AB3.BA65.A.BAB.A11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA$2A3.
2A18.5A.5A.5A.5A.5A12.2A3.2A60.5A.5A7.5A.5A.5A.5A.5A.5A.5A12.2A3.2A
$AB3.BA23.A.BAB.A5.A.BAB.A17.AB3.BA59.A.BAB.A11.A.BAB.A5.A.BAB.A5.A
.BAB.A5.A.BAB.A11.AB3.BA$AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA59.AB3.BA11.
AB3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$2A3.2A23.2A3.2A5.2A3.2A17.2A
3.2A59.2A3.2A11.2A3.2A5.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A$AB3.BA23.AB
3.BA5.AB3.BA17.AB3.BA59.AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.A
B3.BA$AB3.BA23.A.BAB.A5.A.BAB.A17.AB3.BA59.AB3.BA11.A.BAB.A5.A.BAB.
A5.A.BAB.A5.A.BAB.A11.A.BAB.A$2A3.2A24.5A.5A.5A18.2A3.2A59.2A3.2A12.
5A.5A.5A.5A.5A.5A.5A7.5A.5A$AB3.BA29.A.BAB.A23.AB3.BA59.AB3.BA17.A.
BAB.A5.A.BAB.A5.A.BAB.A11.A.BAB.A$AB3.BA29.AB3.BA23.AB3.BA59.AB3.BA
17.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$2A3.2A29.2A3.2A23.2A3.2A59.2A3.2A
17.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A$AB3.BA29.AB3.BA23.AB3.BA59.AB3.B
A17.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$AB3.BA29.A.BAB.A23.AB3.BA59.AB3.
BA17.A.BAB.A5.A.BAB.A5.A.BAB.A11.AB3.BA$2A3.2A30.5A24.2A3.2A59.2A3.
2A18.5A.5A.5A.5A.5A12.2A3.2A$AB3.BA59.AB3.BA59.AB3.BA23.A.BAB.A5.A.
BAB.A17.AB3.BA$AB3.BA59.AB3.BA59.AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$2A
3.2A59.2A3.2A59.2A3.2A23.2A3.2A5.2A3.2A17.2A3.2A$AB3.BA59.AB3.BA59.
AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$A.BAB.A59.AB3.BA59.AB3.BA23.A.BAB.
A5.A.BAB.A17.AB3.BA$.5A.29A30.2A3.2A59.2A3.2A24.5A.5A.5A18.2A3.2A$6.
A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA59.AB3.BA29.A.BAB.A23.AB3.B
A$6.AB27.BA29.AB3.BA59.AB3.BA29.AB3.BA23.AB3.BA$6.2A27.2A29.2A3.2A59.
2A3.2A29.2A3.2A23.2A3.2A$6.AB27.BA29.AB3.BA59.AB3.BA29.AB3.BA23.AB3.
BA$6.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.A.BAB.A59.AB3.BA29.A.BAB.A23.
AB3.BA$7.29A.29A.5A.29A30.2A3.2A30.5A24.2A3.2A$36.A.BA2BA2BA2BA2BA2B
A2BA2BA2BAB.A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA59.AB3.BA$36.
AB27.BA5.AB27.BA29.AB3.BA59.AB3.BA$36.2A27.2A5.2A27.2A29.2A3.2A59.2A
3.2A$36.AB27.BA5.AB27.BA29.AB3.BA59.AB3.BA$36.A.BA2BA2BA2BA2BA2BA2B
A2BA2BAB.A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.A.BAB.A59.AB3.BA$37.29A
.5A.29A.29A.5A.29A30.2A3.2A$66.A.BAB.A29.A.BA2BA2BA2BA2BA2BA2BA2BA2B
AB.A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA$66.AB3.BA29.AB27.BA5.
AB27.BA29.AB3.BA$66.2A3.2A29.2A27.2A5.2A27.2A29.2A3.2A$66.AB3.BA29.
AB27.BA5.AB27.BA29.AB3.BA$66.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB
.A5.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.A.BAB.A$66.2A3.2A30.29A.5A.29A
.29A.5A$66.AB3.BA59.A.BAB.A29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A$66.AB
3.BA59.AB3.BA29.AB27.BA$66.2A3.2A59.2A3.2A29.2A27.2A$66.AB3.BA59.AB
3.BA29.AB27.BA$66.AB3.BA59.AB3.BA29.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A
$66.2A3.2A24.5A30.2A3.2A30.29A$66.AB3.BA23.A.BAB.A29.AB3.BA$66.AB3.
BA23.AB3.BA29.AB3.BA$66.2A3.2A23.2A3.2A29.2A3.2A$66.AB3.BA23.AB3.BA
29.AB3.BA$66.AB3.BA23.A.BAB.A29.AB3.BA$66.2A3.2A18.5A.5A.5A24.2A3.2A
$66.AB3.BA17.A.BAB.A5.A.BAB.A23.AB3.BA$66.AB3.BA17.AB3.BA5.AB3.BA23.
AB3.BA$66.2A3.2A17.2A3.2A5.2A3.2A23.2A3.2A$66.AB3.BA17.AB3.BA5.AB3.
BA23.AB3.BA$66.AB3.BA17.A.BAB.A5.A.BAB.A23.AB3.BA$66.2A3.2A12.5A.5A
.5A.5A.5A18.2A3.2A$66.AB3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA$66.
AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA17.AB3.BA$66.2A3.2A11.2A3.2A5.2A3.2A
5.2A3.2A17.2A3.2A$66.AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA17.AB3.BA$66.A.
BAB.A11.A.BAB.A5.A.BAB.A5.A.BAB.A17.AB3.BA$61.5A.5A7.5A.5A.5A.5A.5A
.5A.5A12.2A3.2A$60.A.BAB.A11.A.BAB.A5.A.BAB.A5.A.BAB.A5.A.BAB.A11.A
B3.BA$60.AB3.BA11.AB3.BA5.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$60.2A3.2A
11.2A3.2A5.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A$60.AB3.BA11.AB3.BA5.AB3.
BA5.AB3.BA5.AB3.BA11.AB3.BA$60.AB3.BA11.A.BAB.A5.A.BAB.A5.A.BAB.A5.
A.BAB.A11.A.BAB.A$60.2A3.2A12.5A.5A.5A.5A.5A.5A.5A7.5A.5A$60.AB3.BA
17.A.BAB.A5.A.BAB.A5.A.BAB.A11.A.BAB.A$60.AB3.BA17.AB3.BA5.AB3.BA5.
AB3.BA11.AB3.BA$60.2A3.2A17.2A3.2A5.2A3.2A5.2A3.2A11.2A3.2A$60.AB3.
BA17.AB3.BA5.AB3.BA5.AB3.BA11.AB3.BA$60.AB3.BA17.A.BAB.A5.A.BAB.A5.
A.BAB.A11.AB3.BA$60.2A3.2A18.5A.5A.5A.5A.5A12.2A3.2A$60.AB3.BA23.A.
BAB.A5.A.BAB.A17.AB3.BA$60.AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$60.2A3.
2A23.2A3.2A5.2A3.2A17.2A3.2A$60.AB3.BA23.AB3.BA5.AB3.BA17.AB3.BA$60.
AB3.BA23.A.BAB.A5.A.BAB.A17.AB3.BA$60.2A3.2A24.5A.5A.5A18.2A3.2A$60.
AB3.BA29.A.BAB.A23.AB3.BA$60.AB3.BA29.AB3.BA23.AB3.BA$60.2A3.2A29.2A
3.2A23.2A3.2A$60.AB3.BA29.AB3.BA23.AB3.BA$60.AB3.BA29.A.BAB.A23.AB3.
BA$60.2A3.2A30.5A24.2A3.2A$60.AB3.BA59.AB3.BA$60.AB3.BA59.AB3.BA$60.
2A3.2A59.2A3.2A$60.AB3.BA59.AB3.BA$60.A.BAB.A59.AB3.BA$61.5A.29A30.
2A3.2A$66.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB.A29.AB3.BA$66.AB27.BA29.AB3.
BA$66.2A27.2A29.2A3.2A$66.AB27.BA29.AB3.BA$66.A.BA2BA2BA2BA2BA2BA2B
A2BA2BAB.A29.A.BAB.A$67.29A.29A.5A$96.A.BA2BA2BA2BA2BA2BA2BA2BA2BAB
.A$96.AB27.BA$96.2A27.2A$96.AB27.BA$96.A.BA2BA2BA2BA2BA2BA2BA2BA2BA
B.A$97.29A!

Brian Prentice

simsim314 · Post by **simsim314** » June 21st, 2014, 8:17 am

On the same topic:

Puffers:

Code: Select all

x = 48, y = 44, rule = B02378S23568F134K03467L0136
9$32.A.A$31.2AB$31.B.2A$32.BA$25.3A2.3A$31.B9.A.A$30.BA8.2AB$23.B4A
10.A2B.2A$22.A.BA12.AB.BA$25.B2A8.2A.A$17.A.A4.2A.A7.2AB$16.A.2A.4AB
2.A6.AB$16.6A3.B11.BA$35.B2.B$25.A.A8.B.A$27.3A5.A2.B$27.2B3.2A$29.A
2.A.A$32.3A4$28.A$28.A.A$28.3A!

Code: Select all

x = 38, y = 34, rule = B02378S23568F134K03467L0136
9$18.2AB$17.2ABA$17.B.2A$12.A.A3.BA$12.ABA$7.2A.2AB.A$6.2BA.A4.3A$6.
3A.3A3.B$13.A.B2A7.A.A$13.A.A8.2AB$13.3A.2A5.B.2A$17.A.A5.BA$13.3A.2A
.B2.A$13.ABA3.A$13.AB2A.B$13.A.2A6.B$13.3A6.A.A$21.B.A.A$23.3A$20.2A$
19.3A$19.A.B$19.3A!

Serpinsky puffers:

Code: Select all

x = 233, y = 97, rule = B02378S23568F134K03467L0136
36$156.A.A$155.2AB$155.B.2A$149.2B.AB2.BA$149.B3.2ABA$148.B2A3.2A$
152.A$161.2AB$159.3ABA$159.A2.2A$150.A.A5.ABABA$149.2B3.3A.BA.A$150.
4A2B.AB$136.3A8.A5.A2.B.2A$136.A.A8.A5.2A3.A$136.6A5.A2.A5.B$136.A2.A
10.A7.A$135.A2B2.2A4.2A2.B$135.A2B8.A2BA$141.2AB2.2A$126.AB10.A.A3.AB
.A.A$125.A10.B8.A$125.3A6.AB.2A.B2A$130.2A5.B2A3.BA$130.A3.A2BAB2.2BA
$130.2A4.3AB2.BA$137.AB$139.A2.3A$138.BA$138.2A.A2.A$136.A3.AB.4A2$
135.A2B3$137.2A2$138.BA!

Code: Select all

x = 337, y = 289, rule = B02378S23568F134K03467L0136
29$250.A.A$249.2AB$249.B.2A$250.BA$246.B2.BA2$237.4A2.2A.2A$243.2A12.
A.A$237.A6.2A.B8.2AB$244.A10.AB.2A$239.2B.3A10.B.BA$238.A2.B$238.2A
11.B.A$236.B2.A13.A.B$251.A$235.A2.A10.5A$235.2A.2A9.A2.2A$237.A11.A$
237.3A8.B$249.B3.A$241.A.A2.2A.B3.A$241.A.2A2.2A4.A$241.2A8.A.A$243.A
2.B$243.2A29$203.3A$203.AB.A$203.A2BA$203.4A50$150.3A$150.AB.A$150.A
2BA$150.4A50$97.3A$97.AB.A7.A.A$97.A2BA6.2AB$97.5A.A.A2B.2A$102.B3AB.
BA$101.2AB2A.2B$104.A.3A$102.A2.3A$102.A3.B2A$103.2A.AB$106.A.A!

bprentice · Post by **bprentice** » June 21st, 2014, 8:57 am

Your Serpinsky puffers are great!

Try this one:

Code: Select all

@RULE B02S345F2K12458L0256

@TREE

num_states=3
num_neighbors=8
num_nodes=110
1 0 2 0
1 0 2 2
1 0 0 0
2 0 1 2
1 0 0 2
2 1 0 4
1 1 0 0
2 2 4 6
3 3 5 7
1 0 1 2
2 0 9 2
2 4 2 4
3 5 10 11
2 6 4 0
3 7 11 13
4 8 12 14
2 9 9 4
3 10 16 7
2 4 6 1
3 11 7 18
4 12 17 19
3 13 18 3
4 14 19 21
5 15 20 22
1 0 1 0
2 9 24 4
2 4 4 4
3 16 25 26
3 7 26 13
4 17 27 28
3 18 13 5
4 19 28 30
5 20 29 31
2 2 4 2
3 3 5 33
4 21 30 34
5 22 31 35
6 23 32 36
2 24 0 2
3 25 38 11
2 4 4 9
3 26 11 40
4 27 39 41
3 13 40 10
4 28 41 43
5 29 42 44
4 30 43 12
5 31 44 46
6 32 45 47
2 2 4 0
3 33 11 49
4 34 12 50
5 35 46 51
6 36 47 52
7 37 48 53
2 2 2 2
3 38 3 55
2 4 2 9
3 11 55 57
4 39 56 58
3 40 57 16
4 41 58 60
5 42 59 61
3 10 16 33
4 43 60 63
5 44 61 64
6 45 62 65
2 4 2 1
3 11 33 67
4 12 63 68
5 46 64 69
6 47 65 70
7 48 66 71
2 0 1 0
3 49 67 73
4 50 68 74
5 51 69 75
6 52 70 76
7 53 71 77
8 54 72 78
2 1 1 4
3 3 80 33
2 2 2 24
3 55 33 82
4 56 81 83
3 57 82 25
4 58 83 85
5 59 84 86
4 60 85 27
5 61 86 88
6 62 87 89
3 33 26 49
4 63 27 91
5 64 88 92
6 65 89 93
7 66 90 94
2 1 0 1
3 67 49 96
4 68 91 97
5 69 92 98
6 70 93 99
7 71 94 100
8 72 95 101
3 73 96 3
4 74 97 103
5 75 98 104
6 76 99 105
7 77 100 106
8 78 101 107
9 79 102 108

Here is a gun:

Code: Select all

x = 6, y = 54, rule = B02S345F2K12458L0256
2A.2A$2A.2A$2A.2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A
$2A$2A.2A$2A$2A3.A$2A$2A.2A$2A$2A$2A$2A$2A$2A$2A$2A.2A$2A$2A3.A$2A$
2A.2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A$2A.2A$2A.2A$2A.2A!

Brian Prentice

simsim314 · Post by **simsim314** » June 21st, 2014, 7:44 pm

Here is a much smaller gun:

Code: Select all

x = 10, y = 7, rule = B02S345F2K12458L0256
7.A.A$7.A.A4$A.A$A.A!

ConwayLife.com

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