Seeds

rutabaga · Post by **rutabaga** » February 4th, 2023, 11:52 am

x = 317, y = 2, rule = B2/S
o3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3b
o5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5b
o3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo$2bo3bo5bo3bo5bo3b
o5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5b
o3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3b
o5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo5bo3bo!

Sierpinski triangle out of dotted zigzag

PHPBB12345 · Post by **PHPBB12345** » February 8th, 2023, 1:00 am

Photon duplicators in B2/SSuper:

Code: Select all

x = 21, y = 6, rule = B2/SSuper
19.2F$M16.F$2.M$2.M$M16.F$19.2F!

Code: Select all

#C RT27
x = 22, y = 14, rule = B2/SSuper
19.F$19.F$20.F2$M$2.M17.2F$2.M11.F$M14.F4$8.2F$10.F2.F$13.F!

Code: Select all

#C RT25
x = 28, y = 11, rule = B2/SSuper
22.F2$M22.F$2.M23.F$2.M23.F$M$14.6F.F5.F$19.2F$13.F2$15.F.2F!

Code: Select all

#C RT14
x = 48, y = 5, rule = B2/SSuper
46.F$M13.M27.2F3.F$2.M13.M$2.M13.M$M13.M29.2F.F!

90-degree reflectors:

Code: Select all

#C RT36
x = 27, y = 7, rule = B2/SSuper
M22.F$2.M23.F$2.M23.F$M2$21.F4.F$25.F!

Code: Select all

#C RT27
x = 20, y = 11, rule = B2/SSuper
19.F$M18.F$2.M$2.M11.F$M14.F4$8.2F$10.F2.F$13.F!

Code: Select all

#C RT12
x = 42, y = 7, rule = B2/SSuper
$2.M29.2F.F$4.M31.F$4.M$2.M27.2F$34.F!

0-degree reflector:

Code: Select all

#C RT24
x = 28, y = 10, rule = B2/SSuper
22.F2$M22.F$2.M23.F$2.M23.F$M$21.F5.F2$20.F$20.F!

Adjustable laser:

Code: Select all

x = 22, y = 6, rule = B2/SSuper
3.2F15.2F$6.F.M9.F$F9.M$F9.M$6.F.M9.F$3.2F15.2F!

Code: Select all

x = 37, y = 22, rule = B2/SSuper
F2.3F$8.F$28.F$28.F$7.F27.F$F2.4F29.F2$7.F27.F$6.F29.F2$7.F27.F$6.F
29.F2$7.F27.F$6.F29.F2$7.F27.F$6.F14.M14.F$21.M$7.F27.F2$21.F!

Code: Select all

x = 124, y = 181, rule = B2/SSuper
57.F$56.F$60.F$46.F9.F$49.2F5.F$59.F$15.F28.F14.F$45.F.2F$.F27.F$15.M
$F14.M14.F$.F27.F2$F29.F$.F27.F2$F29.F16.F4.F$.F27.F17.F4.F$47.F4.F$F
29.F$.F27.F22.F$47.F6.2F$F29.4F2.F4.3F2.2F5.F5.2F.F$.F27.F18.F14.F$8.
F$8.F42.F.F3.2F10.F$28.F21.F3.2F5.F6.F$31.3F2.F4.3F.F26.F$47.F2.F7.F
9.F$46.F4.F9.2F5.F$46.F4.F19.F$18.F37.F14.F$21.2F34.F.2F$50.F$16.F33.
F$17.F.2F26.F$47.F$51.F$47.F2.F3$47.F4.F6.F4.F$47.F4.F6.F4.F$50.F8.F
4.F$50.F$46.F17.F$50.F8.F6.2F$47.F.F3.3F2.2F5.F5.2F.F$60.F14.F$20.F$
20.F42.F.F3.2F10.F$23.F38.F3.2F5.F6.F$23.F20.F2.2F4.3F.F26.F$19.F39.F
2.F7.F9.F$23.F25.2F7.F4.F9.2F5.F$22.F35.F4.F19.F$30.F37.F14.F$33.2F
34.F.2F$62.F$28.F33.F$29.F.2F26.F$59.F$63.F$59.F2.F3$59.F4.F6.F4.F$
59.F4.F6.F4.F$62.F8.F4.F$62.F$58.F17.F$62.F8.F6.2F$59.F.F3.3F2.2F5.F
5.2F.F$72.F14.F$32.F$32.F42.F.F3.2F10.F$35.F38.F3.2F5.F6.F$35.F20.F2.
2F4.3F.F26.F$31.F39.F2.F7.F9.F$35.F25.2F7.F4.F9.2F5.F$34.F35.F4.F19.F
$42.F37.F14.F$45.2F34.F.2F$74.F$40.F33.F$41.F.2F26.F$71.F$75.F$71.F2.
F3$71.F4.F6.F4.F$71.F4.F6.F4.F$74.F8.F4.F$74.F$70.F17.F$74.F8.F6.2F$
71.F.F3.3F2.2F5.F5.2F.F$84.F14.F$44.F$44.F42.F.F3.2F10.F$47.F38.F3.2F
5.F6.F$47.F20.F2.2F4.3F.F26.F$43.F39.F2.F7.F9.F$47.F25.2F7.F4.F9.2F5.
F$46.F35.F4.F19.F$54.F37.F14.F$57.2F34.F.2F$86.F$52.F33.F$53.F.2F26.F
$83.F$87.F$83.F2.F3$83.F4.F6.F4.F$83.F4.F6.F4.F$86.F8.F4.F$86.F$82.F
17.F$86.F8.F6.2F$83.F.F3.3F2.2F5.F5.2F.F$96.F14.F$56.F$56.F42.F.F3.2F
10.F$59.F38.F3.2F5.F6.F$59.F20.F2.2F4.3F.F26.F$55.F39.F2.F7.F9.F$59.F
25.2F7.F4.F9.2F5.F$58.F35.F4.F19.F$66.F37.F14.F$69.2F34.F.2F$98.F$64.
F33.F$65.F.2F26.F$95.F$99.F$95.F2.F3$95.F4.F6.F4.F$95.F4.F6.F4.F$98.F
8.F4.F$98.F$94.F17.F$98.F8.F6.2F$95.F.F3.3F2.2F5.F5.2F.F$108.F14.F$
68.F$68.F42.F.F3.2F$71.F38.F3.2F5.F$71.F20.F2.2F4.3F.F$67.F39.F2.F$
71.F25.2F7.F4.F$70.F35.F4.F$78.F$81.2F$110.F$76.F33.F$77.F.2F26.F$
107.F$111.F$107.F2.F3$107.F4.F$107.F4.F$110.F$110.F$106.F$110.F$107.F
.F2$80.F$80.F$83.F$83.F20.F2.2F$79.F$83.F25.2F$82.F!

ANDNOT:

Code: Select all

x = 27, y = 35, rule = B2/SSuper
23.M2.M2$24.2M21$19.F2.F$19.F$20.F2$M$2.M17.2F$2.M11.F$M14.F2$24.2F2$
11.2F!

Code: Select all

x = 40, y = 41, rule = B2/SSuper
35.M2.M2$36.2M31$39.F$32.F$M27.2F4.F$2.M$2.M31.F$M29.2F.F2$28.2F!

AND:

Code: Select all

x = 57, y = 10, rule = B2/SSuper
22.F11.F2$M22.F9.F22.M$2.M23.F3.F23.M$2.M23.F3.F23.M$M55.M$21.F5.3F5.
F2$20.F15.F$20.F15.F!

Code: Select all

x = 40, y = 41, rule = B2/SSuper
35.M2.M2$36.2M29$39.F2$32.F$M27.2F4.F4.F$2.M36.F$2.M31.F$M29.2F.F2$
28.2F$36.2F!

XOR:

Code: Select all

x = 31, y = 31, rule = B2/SSuper
23.M2.M2$24.2M14$22.F4.F$22.F4.F$22.F4.F2$27.F$22.F6.2F$16.3F2.2F5.F$
M22.F$2.M$2.M23.F.F$M24.F3.2F$16.3F.F$22.F2.F$21.F4.F$21.F4.F!

Code: Select all

#C RT31
x = 49, y = 46, rule = B2/SSuper
31.F2$M31.F$2.M32.F$2.M32.F$M$14.6F.10F5.F9.F$19.2F21.2F$13.F$48.F$
15.F.2F25.2F.F$25.F11.F2$26.F9.F$18.F10.F3.F10.F$18.F10.F3.F10.F$21.F
19.F$21.F2.F5.3F5.F2.F$17.F27.F$21.F.F15.F.F$18.3F2.F15.F2.3F5$18.3F
2.F15.F2.3F$21.F.F15.F.F$17.F27.F$21.F2.F5.3F5.F2.F$21.F19.F$18.F10.F
3.F10.F$18.F10.F3.F10.F$26.F9.F2$25.F11.F$15.F.2F25.2F.F$48.F$13.F$
19.2F21.2F$14.6F.10F5.F9.F$M$2.M32.F$2.M32.F$M31.F2$31.F!

Demux:

Code: Select all

x = 40, y = 40, rule = B2/SSuper
35.M2.M2$36.2M29$39.F2$32.F$M27.2F4.F4.F$2.M36.F$2.M31.F$M29.2F.F2$28.
2F!

Plasmath · Post by **Plasmath** » April 3rd, 2023, 4:59 pm

Various 2c/4 spaceships that I'm pretty sure are new:

Code: Select all

x = 90, y = 80, rule = B2/S
2bo18bo46bo18bo$o3bo2bo8bo2bo3bo10bobo16bobo10bo3bo2bo8bo2bo3bo$7bo8bo
17bobo2bobo6bobo2bobo17bo8bo$b3o2b2obo4bob2o2b3o10bo3b2o12b2o3bo10b3o
2b2o8b2o2b3o$4b2o12b2o46b2o2b3ob3o2b3ob3o2b2o$3b2o4bo4bo4b2o13bo5bob2o
2b2obo5bo12bo3bo4b2o4bo3bo$2bo2b3obo4bob3o2bo13bo4bo2bo2bo2bo4bo12bo4b
o4b2o4bo4bo$6bob2o4b2obo$6bo3bo2bo3bo$11b2o25bo2bo6bo2bo23bo4bo$9bo4bo
27bo4bo26bo6bo$43b4o$6bo2bo4bo2bo23b3o2b3o24bo8bo$9bob2obo26bo2b2o2bo
23bo10bo$7bob2o2b2obo22b2o8b2o23bo2b2o2bo$8bob4obo58bo6bo$40bo8bo24b3o
2b3o$42b2o2b2o26bo6bo$9bob2obo28b4o27bo6bo$4bo4bob2obo4bo16bobo2bo6bo
2bobo15bo5b2o2b2o5bo$3bo3bo2bo2bo2bo3bo13bo3bo12bo3bo13bo3b2o6b2o3bo$
7bo8bo21bobo8bobo15bo2bo14bo2bo$6bob2o4b2obo16b2o18b2o$7b2o2b2o2b2o18b
o2bo12bo2bo16bo2b2o4b2o2bo$8bo2b2o2bo23bo4b2o4bo20b2o10b2o$10bo2bo21b
2o2bo10bo2b2o15bobo10bobo$34b4o6b2o6b4o17bo8bo$36bo5bob2obo5bo18bo2bo
4bo2bo$35bo3bobo6bobo3bo12bo2bo14bo2bo$44b2o21bo5b2o6b2o5bo$38bo3bo4bo
3bo14bo2b2o2bo8bo2b2o2bo$34b2o18b2o17bo8bo$38b2o10b2o20bo10bo$33b4o16b
4o13bo14bo$35bo7bo2bo7bo15bo14bo$43bo2bo21bo18bo$43bo2bo22b3o12b3o$73b
2o6b2o$37b4o2bo2bo2b4o22bo4bo$36bob2o3bo2bo3b2obo19bo8bo$43bo2bo26bo8b
o$36bo16bo17bobo8bobo$37bobo10bobo18bo12bo$38b2o10b2o16b2o2bo10bo2b2o$
42bo4bo19bo20bo$39b3obo2bob3o18bo16bo$41bo6bo20bo5bo4bo5bo$69b2o4bo4bo
4b2o$71bo2bob4obo2bo$71bo2bo6bo2bo$68bo7bo2bo7bo$71bo12bo$72bo10bo$70b
2o12b2o$68b2obo3bo4bo3bob2o$67bo2bo4bo4bo4bo2bo$76bo2bo$72b2obo4bob2o$
70bo5bo2bo5bo$68b2o16b2o$67bo2bo14bo2bo2$67bo20bo$69bo16bo2$69b3o12b3o
$69bo2bo10bo2bo$69bo16bo$68bo3bo10bo3bo$71bo12bo$67bo20bo$70bo3bo6bo3b
o$66b4o6bo2bo6b4o2$67bo2b2o4bo2bo4b2o2bo$70bo4bo4bo4bo$70bo2bo8bo2bo$
69bobobo8bobobo$71bobo8bobo$73bo8bo!

Also another 2c/4 spaceship made from a stabilized puffer, and various tagalongs to it:

Code: Select all

x = 160, y = 217, rule = B2/S
2bo18bo14bo18bo15bo18bo13bo18bo14bo18bo$o3bo2bo8bo2bo3bo10bo3bo2bo8bo
2bo3bo11bo3bo2bo8bo2bo3bo9bo3bo2bo8bo2bo3bo10bo3bo2bo8bo2bo3bo$7bo8bo
24bo8bo25bo8bo23bo8bo24bo8bo$b3o2b2o8b2o2b3o12b3o2b2o8b2o2b3o13b3o2b2o
8b2o2b3o11b3o2b2o8b2o2b3o12b3o2b2o8b2o2b3o$2o2b3ob3o2b3ob3o2b2o10b2o2b
3ob3o2b3ob3o2b2o11b2o2b3ob3o2b3ob3o2b2o9b2o2b3ob3o2b3ob3o2b2o10b2o2b3o
b3o2b3ob3o2b2o$2bo3bo4b2o4bo3bo14bo3bo4b2o4bo3bo15bo3bo4b2o4bo3bo13bo
3bo4b2o4bo3bo14bo3bo4b2o4bo3bo$bo4bo4b2o4bo4bo12bo4bo4b2o4bo4bo13bo4bo
4b2o4bo4bo11bo4bo4b2o4bo4bo12bo4bo4b2o4bo4bo3$9bo4bo28bo4bo29bo4bo27bo
4bo28bo4bo$8bo6bo26bo6bo27bo6bo25bo6bo26bo6bo2$7bo8bo24bo8bo25bo8bo23b
o8bo24bo8bo$6bo10bo22bo10bo23bo10bo21bo10bo22bo10bo$8bo2b2o2bo26bo2b2o
2bo27bo2b2o2bo25bo2b2o2bo26bo2b2o2bo$8bo6bo26bo6bo27bo6bo25bo6bo26bo6b
o$8b3o2b3o26b3o2b3o27b3o2b3o25b3o2b3o26b3o2b3o$8bo6bo26bo6bo27bo6bo25b
o6bo26bo6bo$8bo6bo26bo6bo27bo6bo25bo6bo26bo6bo$9b2o2b2o28b2o2b2o29b2o
2b2o27b2o2b2o28b2o2b2o$4b2ob3o4b3ob2o18b2ob3o4b3ob2o19b2ob3o4b3ob2o17b
2ob3o4b3ob2o18b2ob3o4b3ob2o$3bobo4bo2bo4bobo16bobo4bo2bo4bobo17bobo4bo
2bo4bobo15bobo4bo2bo4bobo16bobo4bo2bo4bobo$5bo12bo20bo12bo21bo12bo19bo
12bo20bo12bo$9bo4bo28bo4bo29bo4bo27bo4bo28bo4bo$10bo2bo30bo2bo31bo2bo
29bo2bo30bo2bo$9bo4bo28bo4bo29bo4bo27bo4bo28bo4bo$6bo10bo22bo10bo23bo
10bo21bo10bo22bo10bo$7bo2bo2bo2bo24bo2bo2bo2bo25bo2bo2bo2bo23bo2bo2bo
2bo24bo2bo2bo2bo2$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o
31b2o32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o31b2o
32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o31b2o32b2o5$
10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o31b2o32b2o5$10bo2bo
30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo
31bo2bo29bo2bo30bo2bo$11b2o32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo31bo2bo
29bo2bo30bo2bo$11b2o32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo
30bo2bo$11b2o32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo
$11b2o32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o
32b2o33b2o31b2o32b2o5$10bo2bo30bo2bo31bo2bo29bo2bo30bo2bo$11b2o32b2o
33b2o31b2o32b2o$2bobo14bobo14bobo14bobo15bobo14bobo13bobo14bobo14bobo
14bobo$2bobo14bobo14bobo14bobo15bobo14bobo13bobo14bobo14bobo14bobo$bo
3bo12bo3bo12bo3bo12bo3bo13bo3bo12bo3bo11bo3bo12bo3bo12bo3bo12bo3bo2$2b
obo5bo2bo5bobo14bobo5bo2bo5bobo15bobo5bo2bo5bobo13bobo5bo2bo5bobo14bob
o5bo2bo5bobo$11b2o32b2o33b2o31b2o32b2o$3b2o14b2o16b2o14b2o17b2o14b2o
15b2o14b2o16b2o14b2o$b3obo2b2o4b2o2bob3o12b3obo2b2o4b2o2bob3o13b3obo2b
2o4b2o2bob3o11b3obo2b2o4b2o2bob3o12b3obo2b2o4b2o2bob3o$2b2ob3o8b3ob2o
14b2ob3o8b3ob2o15b2ob3o8b3ob2o13b2ob3o8b3ob2o14b2ob3o8b3ob2o$2bobo5bo
2bo5bobo14bobo5bo2bo5bobo15bobo5bo2bo5bobo13bobo5bo2bo5bobo14bobo5bo2b
o5bobo$4bo14bo18bo14bo19bo14bo17bo14bo18bo14bo$6bo3bo2bo3bo22bo3bo2bo
3bo23bo3bo2bo3bo21bo3bo2bo3bo22bo3bo2bo3bo$8bobo2bobo26bobo2bobo27bobo
2bobo25bobo2bobo26bobo2bobo$9bo4bo28bo4bo29bo4bo27bo4bo28bo4bo3$45b2o
33b2o31b2o32b2o2$40bo10bo23bo10bo21bo10bo22bo10bo$38bo3bo6bo3bo19bo3bo
6bo3bo17bo3bo6bo3bo18bo3bo6bo3bo$38bo4b2o2b2o4bo19bo4b2o2b2o4bo17bo4b
2o2b2o4bo18bo4b2o2b2o4bo$36bo3bo10bo3bo15bo3bo10bo3bo13bo3bo10bo3bo14b
o3bo10bo3bo$39bob2o6b2obo21bob2o6b2obo19bob2o6b2obo20bob2o6b2obo$39bo
12bo21bo12bo19bo12bo20bo12bo$37bo16bo17bo16bo15bo16bo16bo16bo$37bo16bo
17bo16bo15bo16bo16bo16bo$36bo18bo15bo18bo13bo18bo14bo18bo$40bo10bo23bo
10bo21bo10bo22bo10bo$40bo10bo23bo10bo21bo10bo22bo10bo$42bob4obo27bob4o
bo25bob4obo26bob4obo2$38bo4b6o4bo19bo4b6o4bo17bo4b6o4bo18bo4b6o4bo2$
43b6o29b6o27b6o28b6o$41bo3b2o3bo25bo3b2o3bo23bo3b2o3bo24bo3b2o3bo$37b
2obo4b2o4bob2o17b2obo4b2o4bob2o15b2obo4b2o4bob2o16b2obo4b2o4bob2o$36bo
bobo10bobobo15bobobo10bobobo13bobobo10bobobo14bobobo10bobobo$38b3o10b
3o19b3o10b3o17b3o10b3o18b3o10b3o$41bo8bo25bo8bo23bo8bo24bo8bo$41bo8bo
25bo8bo23bo8bo24bo8bo2$41bo8bo25bo8bo23bo8bo24bo8bo$39b2o10b2o21b2o10b
2o19b2o10b2o20b2o10b2o$38bo2bo3b2o3bo2bo19bo2bo3b2o3bo2bo17bo2bo3b2o3b
o2bo18bo2bo3b2o3bo2bo$41bo8bo25bo8bo23bo8bo24bo8bo$38bo14bo19bo14bo17b
o14bo18bo14bo2$39bo4bo2bo4bo21bo4bo2bo4bo19bo4bo2bo4bo20bo4bo2bo4bo$
40bo3bo2bo3bo23bo3bo2bo3bo21bo3bo2bo3bo22bo3bo2bo3bo$42b3o2b3o27b3o2b
3o25b3o2b3o26b3o2b3o$43bo4bo29bo4bo27bo4bo28bo4bo$43bo4bo29bo4bo27bo4b
o28bo4bo$43bo4bo29bo4bo27bo4bo28bo4bo$39bo2bo6bo2bo21bo2bo6bo2bo19bo2b
o6bo2bo20bo2bo6bo2bo$38bo14bo19bo14bo17bo14bo18bo14bo$42b3o2b3o27b3o2b
3o25b3o2b3o26b3o2b3o3$43bob2obo21b4o4bob2obo4b4o11b4o4bob2obo4b4o12b4o
4bob2obo4b4o$38bobo2bob2obo2bobo15bo5bo2bob2obo2bo5bo9bo5bo2bob2obo2bo
5bo10bo5bo2bob2obo2bo5bo$38bobobo2b2o2bobobo21bo2b6o2bo21bo2b6o2bo22bo
2b6o2bo$37bo4bo6bo4bo21bobo4bobo23bobo4bobo24bobo4bobo$41b4o2b4o28bo2b
o29bo2bo30bo2bo$71bobo4bo4bo4bobo13bobo4bo4bo4bobo14bobo4bo4bo4bobo$
37bo3bo8bo3bo18bob5o2b5obo17bob5o2b5obo18bob5o2b5obo$75bo10bo21bo10bo
22bo10bo$75bo2bo4bo2bo21bo2bo4bo2bo22bo2bo4bo2bo2$77bo6bo25bo6bo26bo6b
o$76bo8bo17bobo3bo8bo3bobo12bobo3bo8bo3bobo$71b4obo8bob4o18bo8bo24bo8b
o$70bo20bo12b2o6bo2bo6b2o14b2o6bo2bo6b2o$106b2o12b2o18b2o12b2o$75bo10b
o19bo5bo2bo5bo18bo5bo2bo5bo$74bo2bobo2bobo2bo21b4o2b4o24b4o2b4o$72bo2b
o10bo2bo$106bo3b2o4b2o3bo18bo3b2o4b2o3bo$73bo14bo23bo2bo30bo2bo$79bo2b
o30b2o32b2o$75bo10bo21bo10bo22bo10bo$109bo8bo24bo8bo$111bob2obo28bob2o
bo$111bob2obo28bob2obo$112bo2bo30bo2bo$109bo8bo24bo8bo$109bo8bo24bo8bo
$109bobo4bobo24bobo4bobo$103bobo3bobo4bobo3bobo12bobo3bobo4bobo3bobo$
103bobo3b3o4b3o3bobo12bobo3b3o4b3o3bobo$102bo3bo2bo8bo2bo3bo10bo3bo2bo
8bo2bo3bo$107b2o2bo4bo2b2o20b2o2bo4bo2b2o$103bo3bo12bo3bo12bo3bo12bo3b
o$104bo3bo2bo4bo2bo3bo14bo3bo2bo4bo2bo3bo$109bobo4bobo24bobo4bobo$109b
obo4bobo24bobo4bobo$111b2o2b2o28b2o2b2o$110b8o26b8o$110bo2b2o2bo26bo2b
2o2bo$107bobo8bobo20bobo8bobo$107bobo8bobo20bobo8bobo$105bo2b3o6b3o2bo
16bo2b3o6b3o2bo$113b2o32b2o$111bo4bo28bo4bo$105bo2bo10bo2bo16bo2bo10bo
2bo2$146bo2bo$145bo4bo$144bo6bo2$137bobo6bo2bo6bobo$137bobo2bo10bo2bob
o$136bo3bobo10bobo3bo$143bo8bo$140bo14bo$139bo16bo$140bo14bo$140bo14bo
$138bobo14bobo$144bobo2bobo2$137bo5bo8bo5bo$138bo2bo12bo2bo$140bo14bo
2$144bo6bo$140bo14bo!

And here's a 3c/6 spaceship:

Code: Select all

x = 21, y = 17, rule = B2/S
9bobo$4bo11bo$4bo2bo5bo2bo$3bo2b2o5b2o2bo$7bo2bo2bo$10bo$bobobob7obobo
bo$bob2o11b2obo$o19bo$7bo5bo$bo2bo11bo2bo4$2bo15bo$2bo15bo$2bo15bo!

pipsqueek · Post by **pipsqueek** » April 3rd, 2023, 7:06 pm

PHPBB12345 wrote: ↑
February 8th, 2023, 1:00 am
stuff in B2/SSuper

another reflector

Code: Select all

x = 35, y = 35, rule = B2/SSuper
5.2F$4.F3.F$4.F3.F$4.F$6.2MF22.3F$8.F7.M10.2F5.F$5.FM.M9.M9.M.M3.F$5.
F12.M11.M$16.M11.M2F.2F8$6.2M18.M2.M2$5.M2.M18.2M8$.2F.2FM11.M$4.M11.
M12.F$F3.M.M9.M9.M.MF$F5.2F10.M7.F$.3F22.F2M$30.F$26.F3.F$26.F3.F$28.
2F!

PHPBB12345 · Post by **PHPBB12345** » April 4th, 2023, 6:14 pm

pipsqueek wrote: ↑

April 3rd, 2023, 7:06 pm

another reflector

Code: Select all

x = 35, y = 35, rule = B2/SSuper
5.2F$4.F3.F$4.F3.F$4.F$6.2MF22.3F$8.F7.M10.2F5.F$5.FM.M9.M9.M.M3.F$5.
F12.M11.M$16.M11.M2F.2F8$6.2M18.M2.M2$5.M2.M18.2M8$.2F.2FM11.M$4.M11.
M12.F$F3.M.M9.M9.M.MF$F5.2F10.M7.F$.3F22.F2M$30.F$26.F3.F$26.F3.F$28.
2F!

p53:

Code: Select all

x = 27, y = 21, rule = B2/SSuper
6.F2$8.F$4.F$8.F14.F$8.F.M8.2F$5.F6.M13.F$5.F6.M$10.M10.2F.F$14.F$14.
F$2.F.2F7.F2$F$6.2F4.2F$3.F15.F$18.F4$21.2F!

amling · Post by **amling** » July 15th, 2023, 10:08 pm

I was poking around in seeds again and starting looking at c/3d. The wiki mentions ship(s) are known, but the only thing I could find was this, which I had to input into golly by hand from a picture from an archive.org snapshot:

Code: Select all

#C [[ TRACK -1/3 -1/3 ]]
x = 100, y = 100, rule = B2/S
86bobo$85bo2b2obo$87bo5bo$85b2o2bo3bo3bo$89bo2b3o2bobo$86bob2o8bo$83bo
2bo$83bo4bobo3b3o$81b2o9bo$87bo4bo2b2o$84bo2bo4bo$82b2o8bo2bo$88bo$74b
4o2b2o$84bo5bobo$74b2o$76bo2b2o10bo$75bo3bo$72bo2bo3bo$79bo$71bo4bo4bo
$80bo$78bo2b2o$69b2obob2o$71bo4b3o2b3o$70bo6b2obo$76bo3bo$67b3o4bo2bo
6bo$74bo5bo$64bo13b2o$64bo7bo5bo$58bobo5bo5bobo$58bobob2o$58bo2bo8b2o
2bo3bo$58bo6bo6bo$69bob2obo$64b3o3bo2bo$64bobo3bo$56b2obo2bo6bo$52bo9b
o6bo$50bo3bobobo4bo4b2o$53bo2bo3bo3bo$57b3o6bobo$49b2o5bo10bo$45bobobo
2bobo3bo4b2o$44bo2bo3bo13bo$46bobo9b3o3bo$44b2o2bo2bobo4bo$46b4obobobo
bobo$43b2o3b2obo5bo$40bo2bo$45bob3o$39bo4bo$41bo5b2o$40bo3bo$48bo$38bo
b2obo$38bo3bo5b2o$31b4o5bobobob2o$38bo3bo3bobo$31b2o8bo4bo$33bo$32bo5b
2o$32bo7bo3bo$29b2o5b2o3bo2bobo$34bobo8bo$31bo4b2o4bo$27bo15bo$27bo12b
obo$23bo3bo7bo2b3o$23bobo7bo2b2o$20bo3bo8bobo$18bo4bo6b2o2b2o$36bo$13b
obo7bo3b2o2bobobo$13bobob2o4bo$13bo2bo3bo3bobo$13bo10b2obo$22bob2o3b2o
2bo$16b4o9bo$13bo2bo4bo3b2obo$8bo4bo6bobobo$8bo2bo10bobo$6b2o3bo12bo$
10bo3bo12bo$bobo$o2bob2o$2bo6b2o$2o3bobo4bo$bob3o$7bo6bo$bo14bo$4bo3b
4o2bo$2b3o$4bo2bo$7bobobo$7bobo$3b2o$5bo$4bo!

The page said "Artem Dergachev, 2007".

A LLSSS recentering search is able to find another without too much trouble:

Code: Select all

#C [[ TRACK -1/3 -1/3 ]]
x = 76, y = 85, rule = B2/S
62bobo$61bo2b2obo$63bo5bo$61b2o2bo3bo3bo$65bo2b3o2bobo$62bob2o8bo$59bo
2bo$59bo4bobo3b3o$68bo$57b2o4bo4bo2b2o$59bo3bo4bo$68bo2bo$59b3o$63bo$
60bo5bo$66bo2bo$59bo6bo$65bo2$60bo2b2o3bo$58bo2bo3bo$62bo$61bo3bo$58bo
b2o2b3o$64bo$52bo11bo$50bo3bo3bobo5bo$50bo2bo6b2obo$50bo3bobo3bo$50bo
3bobo5b2o$56b2o2b3o$58bo$55bo2bo2bo$49b2obobo3bo2$48b4o4bo$41b4o3bo4bo
$50b2o$40bo7bo4bo$42bo9bo$36bo4bob2o3bo$36bobo6bo$29b4o7bo4bo$36bo5bob
obo$28bo13bobo$30bo5bo5bo$29bob2o3bo$30b2o6bo$25bobo10bo3bo$25bobo2b3o
5bo$24bobo3bo4b3o$29bo$24bo15bo$25bo5bobo$26bo7bo2bo$23bo2bo4bo$20bo2b
o2bo3bo$18bo9bo$24bo$13bobo$13bobob2o7bo$13bo2bo3bob2o$13bo2$16b4o4bob
o$13bo2bo4b2obo$8bo4bo6bobo$8bo2bo10bo$6b2o3bo$10bo3bo$bobo$o2bob2o$2b
o6b2o$2o3bobo4bo$bob3o$7bo6bo$bo14bo$4bo3b4o2bo$2b3o$4bo2bo$7bobobo$7b
obo$3b2o$5bo$4bo!

It's of course quite likely even smaller ones exist, this was just the first result at the thinnest width search that found one.

EDIT: Slightly smaller self-pairing partial spotted in a slightly wider search:

Code: Select all

#C [[ TRACK -1/3 -1/3 ]]
x = 68, y = 68, rule = B2/S
54bobo$53bo2b2obo$55bo5bo$53b2o2bo3bo3bo$57bo2b3o2bobo$54bob2o8bo$51bo
2bo$51bo4bobo3b3o$60bo$49b2o4bo4bo2b2o$52bo2bo4bo$43b4o4bo8bo2bo$50bo
4bo$42bo7bo5bo$44bo4b8o$43bob2o10bobo$48bo7bobo$45bo12bo$49bo5bo3bo$
44bo11bobo$45bo3bo2bo$44bo4bo2bo$52b2o$43b3o2b2o4b2o2bo$40bo2bo$44bo
10bo$39bo$41bo7b2o4b2o$40bo4bo5bob2o$45bob5obobo$38bob2o11bo$36bo3b2o
4bo$40b2o$39bo$36bobo2$31bo2bo2$30bo3bo$26bo6bo$24bo3bob3o$27bo2b3o$
13bo$11bo3bo7b2o$11bo2bo4bobobobo$11bo3bobo2bo2bo4b2o$11bo3bo15bo$29bo
$16bo6bo5bo$9bo4bo3bob2obo3bobo$9bo2b3o12bobo$6b2o3bo2bo13b2o$10bo3bo
5b3o$bobo10bo7bo5b3o$o2bob2o7bo8bo4bo$2bo6b2obobo3bo4bobobobo$2o3bobo
5b2obo2bo7bo$bob3o9bo$7bo8b2obo3bo$bo13bo2bo$4bo3b4o$2b3o$4bo2bo$7bobo
bo$7bobo$3b2o$5bo$4bo!

amling · Post by **amling** » July 17th, 2023, 1:03 pm

[EDIT: this was moved from a different thread which is why this reads a bit weirdly next to the above post of mine]

I was looking at Seeds again. Most fast speeds failed fairly harshly, but a few which I tried seemed approachable:

(*) c/3d, which was already known, which I produced a few extra ships for (see "Seeds" thread).

(*) 3c/5, for which long partials are known, still a work in progress.

(*) (2, 1)c/5 which, limited to 60G, produced this longest partial on a recentering search:

Code: Select all

|                                          |                                          |                                          | ........................................ | ........................................ |
| ........................................ | ........................................ | ........................................ | ........................................ | ........................................ |
| ........................................ | ........................................ | ........................................ | ........................................ | ........................................ |
| ........................................ | ........................................ | .......................*................ | ......................*................. | ........................................ |
| ........................................ | ......................*.*............... | .......................*.*.............. | ...............*...*......*............. | ..............*.....*.**................ |
| ......................***............... | .........................*.............. | ...............*****...**.*............. | ..............*.....*.*................. | .............*.....*...*................ |
| ..............*.....*.*..*.............. | ...............**.**......*............. | .............*...*..*....*.............. | ..............*......*.*................ | ...............*.****................... |
| ................***......*.............. | .............**....*..*................. | ................*...*....***............ | ............*....**...*................. | ...........*.*..*..*.*.*................ |
| ..............*.......*.**.............. | ............**....*.......*............. | ...........*.......****..*.............. | ..........*......**..................... | .........*......*..*.................... |
| ...........*.*.*.......*................ | ..........*..........*...*.............. | .........*........*.*.*.*.*............. | ..........*............................. | ........*..*....*....*.................. |
| .........*..*......*..*................. | ..........**.*****...*..*............... | .......................*.*.............. | ........**.......**.*.*................. | ..........*........*.*.................. |
| ................*.***..*................ | .........**.**.*.....**................. | ........*........*..*....*.............. | ..........................*............. | ..............*...*...*................. |
| ..........*.*...*.**.................... | .........*...*.*......***............... | ...........*............................ | .........**...***...**.................. | ........*..*..........*................. |
| ..........***.......**..*............... | .........*......*.....*................. | ..........*...**.....*.................. | .........*.*..........*................. | .............*...*.**..*................ |
| .............***..*..*.................. | ........*..........*...***.............. | .........*..........**....*............. | ........*.*...**..*...*....*............ | .......*...*....**.....*....*........... |
| ........**.**.........*..*.............. | .....................*..*.*............. | .......*..........**........*........... | ........*........*...*.......*.......... | ..........*...**....*.*.....*.*......... |
| ...........*.**..........*..*........... | ........**.........*.*.*..**.*.......... | ................*...........*........... | .......*.*.......***..........*......... | ...............*....*........*.......... |
| ............*.....*.*...*...*........... | ...............*.*.*.....**............. | ........**..............*...***......... | ...............**.........*............. | .......*..*...*.....*....*.*............ |
| ..........***.*..*.........**..*........ | ................*.*.**........*......... | ...............*.........**............. | ........**....*...**....*..*............ | .............*........**................ |
| ..............*.*...*..***.*.*.......... | .................*...**................. | ..............*...**.........***........ | .............*..**..***..**............. | ...........*..**...........*............ |
| ...........***........*..*..**.......... | ..........*...**...........*..*......... | .............*..*....**................. | .........*.**....****...*............... | ..........*..*........**................ |
| ...........*..........*..*.............. | .............*.......................... | .........***...*.......**...***......... | .................*..*....*.............. | ........**.**...*....*..*.*............. |
| .........*.......*....*..****........... | ..........*.......*....**....*.......... | ............***..*..*.*..*.............. | .........*................*.....*....... | .................*..*....*.*.....*...... |
| ..............*...*..*......*........... | .............*...*.**..**............... | ...........**.*.*....*...*...***.*...... | ..................**........*.....*..... | .........**......*.........*.....*.*.... |
| .............*.....*..*..*...*...*...... | ............*.*..*...*........*.*.*..... | ...............**..*..**.*...*...*...... | ..........*......*.................*.... | .........*.*......................*.*... |
| .........*..*....*.*.........*...*...*.. | ..............*..........*....*......... | ...........**..*....**..*.*..*..*.**.... | ..........*.......*............*....*... | .........*.*.......*....*.*......***.... |
| .............*.....*......***....*...... | ............*.......*....*......*.*..... | ...........*...*...*.**......**....*.... | ..................*....*.*.*....**...... | .........**..*..........*.*........***.. |
| ........................*...*........... | ............***...*..*.*..*..*..***..... | ...........*...**..**.......*..*...*.... | ..........*.*.*...*.............*...*... | .........*...*..*..*.......*...*..**.... |
| ............*..*...***..*........*...... | ................**.....*..*.*........... | ....................**.......*.*..*..... | ..........**...**.....**.**........*.... | .............**..*..............***.*... |
| .........*......*.**......**............ | ........*..*****.*...*...*......*....... | ..........*.........*.*.*.**.*.*........ | .........*.*...........*.........*...... | ........*......***........*...*.*.*..... |
| .........**..*.............**..*........ | ...........*..**.*..*.........*......... | .......*..*........*.*...**.....*....... | ......*..*.*......*.....*....*.*........ | .....*..*..............*...*..*.*....... |
| ........*.*...*....*........*.*......... | ......*......*.*..*.......*....*........ | .....*...........*....*......*.......... | ....*......*....*.*.*......**........... | .....*......*..*..............*......... |
| .....*.**.*....*..*........*............ | ....*........**....***.*......*......... | .....*......*..*......*.**.*............ | ..............*..**.........*........... | ...**.....*.........**.......*.......... |
| ....*..*..*.*........***.....*.......... | ...................**...*...*.*......... | ....***........*..*...*..*.............. | ...*.......**.*.*...*................... | ..........*........*.*.................. |
| ......*...*.........*..*.......*........ | .....*.*....***.........*.....*......... | ....*......*.......**..........*........ | ......*...*.....**...*.................. | ....**......***...***.*................. |
| ..........*..*.*........................ | .....***.*..*.*.*......**............... | ....*.....*......*...................... | .....*.........**.*....*................ | ....*.*.......*....**.*................. |
| ....*..*....*...*.......*............... | ...........*.....*.......*.............. | ...*.....**...*.*...****................ | ....*..........*...*.................... | ...*.*.................**............... |
| .............*..*........*.............. | ...**.***...*.*.....**.................. | ...........*.....**..................... | ..*......*.....**..**...*............... | ...*........*.*...*..................... |
| ...*...*.......**..*.***................ | ......*......*....*.*...***............. | ...**..................*................ | ..........***........................... | ..*.*...*........*.****..*.............. |
| ......*.......*...*.......*............. | .......*.....*.....***.*................ | ........*..*...*.*.........*............ | ...**..*..*.....*.....***............... | .........*...**...*..................... |
| ..........*..*..*....................... | .....***...**.**..**...*...*............ | ........*.*..........*..*............... | ...........*..**.**.........*........... | ...**....*.........**...*............... |
| ...*..*....*......*....****............. | ..........*.**.......................... | ...*....*......*.*....***.**............ | ..........*.***.....**.................. | .........*......****.................... |
| ..............****...................... | ...***.*..........*....*..*............. | ......*....**.*..*.*....**.............. | ........*....*.......................... | .....***.*.*...***...................... |
| ....*...*............................... | ..............*..*..*...*............... | ........*.**....*......*..*............. | .....**......*.*.****................... | .......*.............**.*............... |
| ....................*****............... | ....**...*.***...*.*.....*.............. | ......*.*.*.........*...*............... | ............*..**.*..*.*.*.............. | ....*...*..*............................ |
| .....*....*.**..*.*.....*............... | .......*......**........................ | .........*.*....*.***................... | .....*.**...*.........**................ | ......*....*..*.**...*.................. |
| ......**...*.*..***..*..*............... | .....*...*..........*................... | ....*.....*..*....*..**................. | ..............*......................... | ......***........***.***................ |
| ..........**.*..*...*...*............... | .....*...*....*...**.*.*................ | ..........*..*.......................... | ...........**....**.*................... | ........*................*.............. |
| ......*...*.....*........*.............. | .....*.*....*......*..***............... | ........*.....*..*...*...*.............. | .......*.*.**.....*.....*.*............. | ...*..*........**......*................ |
| ......*...*.....*...***................. | ....*........*...*.....**............... | ...*..*.....*.....*......*.............. | ..*.*..*......*.*.......*............... | ...*..*..*..**.....*...*................ |
| ...*.**..**..***.......*................ | ....*................................... | ...*..........*.*.........*............. | ..........*....*.*.*.................... | ...*.*...*..*.*...*....*................ |
| ........**.**....***.................... | .....*.........*........**.*............ | ...*......***.......*.....*.*........... |                                          |                                          |
| ..**...*.........*.......***............ | ....*.....**.*.**...****.....*.......... | ........................................ |                                          |                                          |

Code: Select all

x = 36, y = 48, rule = B2/S
20b3o$12bo5bobo2bo$14b3o6bo$12bo7bob2o$9bobobo7bo$7bo2bo6bo2bo$14bob3o
2bo$8bobo3bob2o$8b3o7b2o2bo$11b3o2bo2bo$6b2ob2o9bo2bo$9bob2o10bo2bo$
10bo5bobo3bo3bo$8b3obo2bo9b2o2bo$12bobo3bo2b3obobo$9b3o8bo2bo2b2o$9bo
10bo2bo$7bo7bo4bo2b4o$12bo3bo2bo6bo$11bo5bo2bo2bo3bo3bo$7bo2bo4bobo9bo
3bo3bo$11bo5bo6b3o4bo$22bo3bo$10bo2bo3b3o2bo8bo$7bo6bob2o6b2o$7b2o2bo
13b2o2bo$6bobo3bo4bo8bobo$3bob2obo4bo2bo8bo$2bo2bo2bobo8b3o5bo$4bo3bo
9bo2bo7bo$8bo2bobo$2bo2bo4bo3bo7bo$11bo2bo8bo$bo3bo7b2o2bob3o$4bo7bo3b
o7bo$8bo2bo2bo$bo2bo4bo6bo4b4o$12b4o$2bo3bo$18b5o$3bo4bob2o2bobo5bo$4b
2o3bobo2b3o2bo2bo$8b2obo2bo3bo3bo$4bo3bo5bo8bo$4bo3bo5bo3b3o$bob2o2b2o
2b3o7bo$6b2ob2o4b3o$2o3bo9bo7b3o!

I'm gonna go look at 3c/5 more seriously now...

amling · Post by **amling** » August 11th, 2023, 12:42 pm

amling wrote: ↑
July 17th, 2023, 1:03 pm
I'm gonna go look at 3c/5 more seriously now...

LLSSS recentering run on my somewhat beefier computer with 120G of RAM was able to produce some rather long partials, but alas did not find any completions.

Longest asymmetric:

Code: Select all

#C [[ TRACK 0 -3/5 ]]
x = 122, y = 201, rule = B2/S
13$43bo3bo2$43bo3bo$39b3o7bo$33b3ob2o4bo2bobo$33bob2o10bo5b3ob3o4b3ob
3o$34b2o11b2o3bo2bo3bo4bo3bobo$32bo5b2ob2o3bo3bo$33bo13bo3bo8b4o6bo$
31b2o21bo3bo5bo$30bobo12bo4bo2bo4b2o3b2o$31bo16b2o16bo$31bo13bo11bob4o
3b3o2b2o$30bo3bo13b4o2bobo9bo$32bo12bo9b2o4bo5b2o4b3o$32b2o10bo2bo15bo
2bo$52bobo2bobo3bo2bo5bo5bo$29bo12bo9bobo2bobo6bobo2bobo3bo$30bobo9bo
4bo4b3o2bobo9b3o4bob2o$42b3o12b2o2bo3bo8bo2bo$41b2o21bo9bo2bo$33bo24bo
5bo$33bo18bobo5bo$32bo2bo4b4o7bo3bo3bobo4bo7bo$40bo2bo2bo9bo2bo2b5o8bo
$30bo4bo4bobo4bo8bo3b2o3bo4bo$35bo3bob2o15b2obo2b2o6bo2bo$35bo2bo5bo
10bo4bobo2b2o6b3o$43bobo8b2ob2obobo$41bo7bo6bo5bo$36bobo10b2o5b3obo$
32bo5b2o4bo5bobobo4bo11bo$35b2o7bo5b2o$34bobobobo3bo4bo3bo7b3o3bo$36bo
6b3o7bo$32bo2bo11bo10bo3bo3bob2o$33b2o10bo5bo10bo3bo$36bo4bob2o4b2o3b
5ob2obo2bo3bo$39bo3bo9bo10b3o$35b3o8bo4bo10bo3bo3bo$40bo4b5o5b3o5bobob
o$40bo4bo6bobo8bobobo$30b3o13b2o9bo4bo2bo4bo$30bo2bobobo14b2o6bo2bo7b
3o$35bobo2bo13bo12bo6bo$30bo2b4o5bobo21bo3bo$36bo13bo5b3o2bo4b2o2bo$
32b4ob2obo4bo3bo6bo2b2o5bo2bo$31bo10bo6bo3bobo3bo6bo2bo$30bo19bo2bobo
3b2ob2o5bo2bo2bo$28b2ob2o3bob2ob2obobobobo4bo3bo2b2o$34bo7b2o8bo2bo5bo
bo5bo5bo$30bo8bob2obo7bo9bo4b6o2bo$30bo6b2o3bobo$37bo13b3o3bo9bo3b2o4b
o$38bo3bo4bo4bo3b2o3bo6bo3bo3bo$27bo11b2o6bo4b2o4bo2bo7bo5bo$31bo7bo7b
o2b3o2bo2bo2bo2bo4b2o2bo$39bo8bob2o8bo3bo$32bo5b3o3bobo3bo3b3obo3bo$
31b2o3bobobo21bo7bo$25b2ob3o3bo2b2obo9b2o4bobo3bo6bo$23bobo4bo6bo2b3o
9bo9bo7b2o$22bo2bo4bo6bo14bo14bo3bo$28bobo3b2o6bo5b3o7b3o6bo3bo$22bo8b
2o9bo5bo19bobo$23bo5bo5bobo9bobo17b2o$25bo9bobo7bo2bo7bo2bo6bo$26bo2bo
5b2o2b2o4bob3o5bo9bo3bo$26b3o5bobo2bob2ob2obo16bobo$26bo7bobo3bo4b2o5b
o2bo9bo2b3o$29bo4bo12bob2o6bo5b3o$32bo9bo4bobo2b2o11b2obo$39bo4bo5bo
13bobobo$33bo4bo5bo6bobo12bobobo$29bo4b3o6bo4bo2bo16bo$35bo10bo7bobo
14bo$31bo4bo12b2o19bo$31bo3bob4obo3bobo6b3o8bo2b2o$35b2o2bob2o9b2o5b2o
bo2bo2b4o$31bo22bo3bo5bo3bo$32bo4b2o11bo4bo7bobo$33bo5bo7b2o8b2o8bo3b
2o2bo$35bo3bo2b2o4b2obo10bobo6bo$34bo4b2o3b2o10bo4bo4bo2bo5bo$34bob3o
8b2o3bo11bo6bo5bo$45bo10bo9bo3b2o4bo$49bo2bob2o2b2o2bo3bobobo4bo$33bo
8b2o3bo5b2o20bo$35bo6bo10bo23bo$33b2o6bo2bobo3bo2bo5bob7o5bob2obo$41bo
3bo4bo5bo19bobo$41bo3b2o9bo5bo14bo2bo$35b3o9b2o8bob2o5bo6b2o$35bob2o2b
3o5bo6bo6bo7bo3bo6bo$35bobo3bo6bo4bo9b2o10bo5bo$35bo12bob3o26bo2bo$38b
o2bo19bob2o11b2o$33bob3o8bo5b3o4bo15bo4b2o$45bo12b2o2bo2bo3bo5bo2bo$
32bo3bobo10bo8b3o6bobo3b2obo2bob2o$33bo11bo3b3obo5bo7b2o2bo7bo3bo$40bo
5bo4bo8bo5bo4bob2o8bo$37b2o8bo3bobo7bo4bo3bobo2bo5b3o$38bo2b2obo2bobo
2bo11bob2obo2bo3bo$47b2o3bo2bo6bo3bo13bo$44b3o7b2o2b2obo11bo$43bo3b2o
4bob2o5bo3bob2o4bob2o$39bo2bo2b3o5bo4bo6bo3bo$40b2o9bo6bobo9b2o6bo$46b
2o2bo3bo6bo2bo7bo6bobo$42b2o2bo8b3ob2obo7bo9bo$39bo4bobo14bobo9bo$40bo
bo2bo19bo7bo$43b3o5bobo5bo4b2o6bo$42bo2bo13bo6b2o10bob3obo$48bo7bo5b2o
4b3obo4bo7bo$44bobo8b2o5b2o3bo4bobobo4bo3bo$46bobo2bo3b2o8b2o5b2obo9bo
$41bo7b4o8bo12bobo3bobo$44bob2o23bobobo6bo$42b7o3bo14bo7bo5bo5bo$45bo
3bo4bo2bo5b2o5bo2bo5bo4bo$43bo3bobobobobo5b2o4bo3bo13bo3bo$42bo3b2o21b
o3bo4bo6bo$48bobobo5bo9b2o4bo5bo3bobobo$42bo13bo2b2o3bo2bo3bo3bo9bo$
43bo8bo5bo3bo5bo6bo4bo5bo$47bo9b2obobo4bo8bobo4bo2bo$41bob2o3bo7bobo3b
2o3b2o7bo2bo2bo$40bo2bobo4bobo3bobo2bo6bobo5b2o2bo4bo$52bo5bo2bobobo5b
o2b3ob3o$41b2o6b2o2b2obobo2bo2bobobo14bo3bo$40bo2b2o2bobo17bobo5bob2o
3bo5bo$38bo11bobo3b2o2b2o3bobo10bo3bo$42b2ob2o5b2o2bo13b3o9bob3o!

Longest even:

Code: Select all

#C [[ TRACK 0 -3/5 ]]
x = 200, y = 369, rule = B2/S
31$103bo3bo36bo3bo2$103bo3bo8b3ob3o6b3ob3o8bo3bo$101bo7bo2bo3bo5bob4ob
o5bo3bo2bo7bo$102bo4b2o9bo3bobo2bobo3bo9b2o4bo$105b2obo3bo2bo20bo2bo3b
ob2o$107b2o2bo4bo2bo4bo2bo4bo2bo4bo2b2o$103bo6bo5bo3b2o2bo2bo2b2o3bo5b
o6bo$110bo2bo8bob4obo8bo2bo$105bo2bobo30bobo2bo$106b2ob3o3b2o5bo6bo5b
2o3b3ob2o$102bo14bo16bo14bo$101bo13bobo3bo8bo3bobo13bo$107bo13bo8bo13b
o$99bo5bo12bob2o3b2o3b2obo12bo5bo$100b2ob2o3bo10bo12bo10bo3b2ob2o$104b
3obo3bo6bo3b6o3bo6bo3bob3o$99b2o3bo3bo3b3o22b3o3bo3bo3b2o$101bo5bo3bo
8bob3o2b3obo8bo3bo5bo$97bo13bo11bob2obo11bo13bo$101b2obo6bob2ob2o5bob
2obo5b2ob2obo6bob2o$101bob2o18b6o18b2obo$98b3o2bo14bo14bo14bo2b3o$96bo
5bo9bo4bo16bo4bo9bo5bo$93bobobo3bo10bo5b3o10b3o5bo10bo3bobobo$92bo5b2o
3bo9bobo4bobo6bobo4bobo9bo3b2o5bo$92bo3bo7bo8bo5b4o6b4o5bo8bo7bo3bo$
92bo3bo3bo3bo16bobo4bobo16bo3bo3bo3bo$93bo4bo9bob4o2b2o3bo8bo3b2o2b4ob
o9bo4bo$93bob2o11b3o7b2o12b2o7b3o11b2obo$97b3o16bo18bo16b3o$94b2o14b7o
18b7o14b2o$96bo2bo2bo3bo6bo5bo12bo5bo6bo3bo2bo2bo$96bo2bo6bob2o2bo4bob
2obo6bob2obo4bo2b2obo6bo2bo$99bo7bo5bo2b2o5bo4bo5b2o2bo5bo7bo$119bo12b
o$94bo5bob3obo5bo2bo20bo2bo5bob3obo5bo$95bo12bo2bo2bo22bo2bo2bo12bo$
98b2o2bobo9b4o16b4o9bobo2b2o$105bo3bo2bo5bobob2o4b2obobo5bo2bo3bo$97bo
2b3o3bo3b3o4b2ob4o4b4ob2o4b3o3bo3b3o2bo$101bo4bo5b2o9bo4bo9b2o5bo4bo$
102b2obo10bo6bo4bo6bo10bob2o$100bobobo2bo5bo24bo5bo2bobobo$102bo5bo34b
o5bo$105bobo14bo2b2o2bo14bobo$107bo7b2o4bo3b2o3bo4b2o7bo$100bob3obo3bo
3bo3bobo10bobo3bo3bo3bob3obo$98bo4bo3bo4bo4bo3bo8bo3bo4bo4bo3bo4bo$92b
2ob2obo5b2o2bobo6bo5b2o2b2o5bo6bobo2b2o5bob2ob2o$90bobo3bo6bo8bobo2b2o
4b2o2b2o4b2o2bobo8bo6bo3bobo$89bo2b2o2bo5b2o6b2ob2o2bo2bo10bo2bo2b2ob
2o6b2o5bo2b2o2bo$101bo5bobo5bob2o3bo2b2o2bo3b2obo5bobo5bo$89bobo2bo12b
obo6bo3bobo6bobo3bo6bobo12bo2bobo$94bo6bo3bo2bobo30bobo2bo3bo6bo$106bo
38bo$96bo3bo3b3obob2o12bo2bo12b2obob3o3bo3bo$117bo5bo4bo5bo$90b2o10bo
11bobobo4bo4bo4bobobo11bo10b2o$89bo10bo4bo6bo10bo4bo10bo6bo4bo10bo$89b
o2bo7bo3b2o40b2o3bo7bo2bo$89bo8b2o3bo4b2obo2bo8bo4bo8bo2bob2o4bo3b2o8b
o$92bo7bobo12bo3bo2bo6bo2bo3bo12bobo7bo$100bobo3bo2bo2b2obo4b3o6b3o4bo
b2o2bo2bo3bobo$87bo3bo10bobo12b3obobo4bobob3o12bobo10bo3bo$101bo2b2o4b
o10bo8bo10bo4b2o2bo$90bo12bo8bo26bo8bo12bo$88b2o2bo8b2o3b2o5bo3b3o12b
3o3bo5b2o3b2o8bo2b2o$88bo3bo4b2o3bob3o3b2o7bobo8bobo7b2o3b3obo3b2o4bo
3bo$91b2o7bo7bo2bo8bo10bo8bo2bo7bo7b2o$88bo10b2o2bo44bo2b2o10bo$91bobo
5b2ob2o2bo2bob2o26b2obo2bo2b2ob2o5bobo$94bo4bobo6bobo3bo3bo14bo3bo3bob
o6bobo4bo$89b2ob3o4b2ob2o5bo3bo24bo3bo5b2ob2o4b3ob2o$88bo7bo4bo6bobo6b
o2bo10bo2bo6bobo6bo4bo7bo$86b2obo7bo3b3obo3bo3bo5bobo8bobo5bo3bo3bob3o
3bo7bob2o$88bo11b2o6b2o6bobo2bo8bo2bobo6b2o6b2o11bo$85bobo21b2o6bo3bo
8bo3bo6b2o21bobo$99bo11bo3b2ob2o12b2ob2o3bo11bo$103bo7bo5b2obo2bo4bo2b
ob2o5bo7bo$98bo2bobo44bobo2bo$103b2o3bobo12bo4bo12bobo3b2o$96bo3bo4b2o
11bo2bo8bo2bo11b2o4bo3bo$86bo3bo4bo3b2o5bo5bob2obob3o8b3obob2obo5bo5b
2o3bo4bo3bo$106bo3bobob2obo16bob2obobo3bo$86bo3bo7bo9bobob2o2bo18bo2b
2obobo9bo7bo3bo$84bo3bobo3bo62bo3bobo3bo$85bo5b6o16bo2bo18bo2bo16b6o5b
o$91bo19bo4bo6b2o2b2o6bo4bo19bo$82bo3bo10bo12bo5bo3bob2o4b2obo3bo5bo
12bo10bo3bo$83bobo6bo2bobo10bo11bo3b4o3bo11bo10bobo2bo6bobo$83bo2b2o8b
o18bo20bo18bo8b2o2bo$83bo3b3o2b2o3b3o7bo11b2o4b2o4b2o11bo7b3o3b2o2b3o
3bo$82bo13bo11bo2bo3b4o14b4o3bo2bo11bo13bo$87bo20bo3b2o10bo2bo10b2o3bo
20bo$111bo2bo22bo2bo$101bo6b2o6bo18bo6b2o6bo$84bo8bo6bo7bo8bobo2bo6bo
2bobo8bo7bo6bo8bo$83bo4bo11bo6bo9bo16bo9bo6bo11bo4bo$85b2o8bo2bo12b2ob
o22bob2o12bo2bo8b2o$87bo3bo2bo3bo7bo4bo2b3o18b3o2bo4bo7bo3bo2bo3bo$92b
3o5b3o6bobo4b2o16b2o4bobo6b3o5b3o$95bo5bobo3b2o34b2o3bobo5bo$94bobo16b
2o3bo14bo3b2o16bobo$95bo5bobo4bo3bo2b2o18b2o2bo3bo4bobo5bo$101b3o10b2o
2bo14bo2b2o10b3o$101bo7bobo9bo8bo9bobo7bo$99b2obo4bobo5bo20bo5bobo4bob
2o$97bo3bo3bobo13bo8bo13bobo3bo3bo$105bo17bob2obo17bo$103b2o20b2o20b2o
$94bo8bobo11bob3o2bo2bo2b3obo11bobo8bo$99bo4bob2o8bo18bo8b2obo4bo$94bo
3bo6bo10bo5b3o2b3o5bo10bo6bo3bo$94b2obo7bo10bo2bo12bo2bo10bo7bob2o$
101bo2bo10bo3bo2bo2b2o2bo2bo3bo10bo2bo$96bo3bobo16bo12bo16bobo3bo$95bo
3bo2b2o3bobo5bo5bo8bo5bo5bobo3b2o2bo3bo$103bo2bo12bo12bo12bo2bo$98bo4b
o9bo11b2o11bo9bo4bo$95bo2b2obo4bo5b2o24b2o5bo4bob2o2bo$95bo5bo5bo10bob
o2bo4bo2bobo10bo5bo5bo$95bo2bo2b3o4bo3b2o4bo5bo2bo5bo4b2o3bo4b3o2bo2bo
$92bo5bo2bobo4bo34bo4bobo2bo5bo$100bo3bo12bo3bo2bo2bo2bo3bo12bo3bo$95b
o4bo8b3o4bo4bo2bo2bo2bo4bo4b3o8bo4bo$95b2o5bo3bo5bobo6bo2bo2bo2bo6bobo
5bo3bo5b2o$94bob3o25bo2bo25b3obo$102bo9bob2o9b2o9b2obo9bo$97b2obo2bobo
3bob2o3bo8b2o8bo3b2obo3bobo2bob2o$98b2o2bo5bo3bo4b4o3bo2bo3b4o4bo3bo5b
o2b2o$98bo5b3o5bo7b3o6b3o7bo5b3o5bo$103bo4b2obo10bo6bo10bob2o4bo$102bo
14bo6bo2bo6bo14bo$108bo5bo10b2o10bo5bo$100b2o4bobo2b2obob3o6b2o6b3obob
2o2bobo4b2o$104b2ob2o3bo10b2o2b2o10bo3b2ob2o$104bo2bobo2bo9bo6bo9bo2bo
bo2bo$102b3o4bobo11bo4bo11bobo4b3o$110bo3bo7b2o4b2o7bo3bo$100b2o4bo7bo
7bo6bo7bo7bo4b2o$104b3o4bo2bo2bo16bo2bo2bo4b3o$102bo3bo7bobo2bo2bobo2b
obo2bo2bobo7bo3bo$106bo38bo$98bob2o12b2o5bo8bo5b2o12b2obo$105bo14bob2o
4b2obo14bo$101bobo15bo12bo15bobo$93bo3bo3bobobobo2bo3bo4bo12bo4bo3bo2b
obobobo3bo3bo$103bobo4b2o6bob2ob2o2b2ob2obo6b2o4bobo$93bo3bo5bo6bo3bob
o5b2o4b2o5bobo3bo6bo5bo3bo$91bo10bobo17b2o4b2o17bobo10bo$92bo7bobo4bo
2bo5bo7bo2bo7bo5bo2bo4bobo7bo$95b5obo6b3o4bo6b2o4b2o6bo4b3o6bob5o$96bo
13bo3bo8b6o8bo3bo13bo$93bo12bo4bo11bo4bo11bo4bo12bo$91b2obo7bo9b2o5bo
3bo4bo3bo5b2o9bo7bob2o$92b2o4bo3bo3bo14bo8bo14bo3bo3bo4b2o$92b2o9bobob
obo9b3o8b3o9bobobobo9b2o$91bobo9bobobo2bo3bo3bo4bo4bo4bo3bo3bo2bobobo
9bobo$92bo2bo2bo6bo4bo4bo8bo2bo8bo4bo4bo6bo2bo2bo$95bo2bo2bobo6bo3bo3b
o3bo6bo3bo3bo3bo6bobo2bo2bo$93b2o18bob2o7bo2bo7b2obo18b2o$91bobo4bo2bo
2bob2o3bo28bo3b2obo2bo2bo4bobo$92b2o5bo2bob2ob2o6bo20bo6b2ob2obo2bo5b
2o$89bo10bo2bo6b2o28b2o6bo2bo10bo$87bobo3bobobo2b5o9b4o16b4o9b5o2bobob
o3bobo$86bob3o5bo3b2o2b2o2b2o5bo2bo14bo2bo5b2o2b2o2b2o3bo5b3obo$96bo4b
o5bo12bo10bo12bo5bo4bo$87bo3bo19b2o4b2o14b2o4b2o19bo3bo$84bo2bo3bo4bo
14bo6bo14bo6bo14bo4bo3bo2bo$87bo20bo5bo22bo5bo20bo$85bo8bo3b2o4b2obob
2o30b2obob2o4b2o3bo8bo$86bo6bobo2bob3o11bo22bo11b3obo2bobo6bo$84b2o2bo
2b3ob3o4bo12bo2b2obo8bob2o2bo12bo4b3ob3o2bo2b2o$84bo5bo23b2obo2bo10bo
2bob2o23bo5bo$83bo6bo14bo2bobo7bob3o6b3obo7bobo2bo14bo6bo$86b4o15bo3bo
10bo10bo10bo3bo15b4o$84bob2o8b2o13b3o4b2o12b2o4b3o13b2o8b2obo$87bobo
17bobobob2o2bobobo8bobobo2b2obobobo17bobo$85b4o6b4o3b3ob2obo7bo16bo7bo
b2ob3o3b4o6b4o$86bo2b2o9bo2bo2bo38bo2bo2bo9b2o2bo$86bobob2o20bobo8b2o
2b2o8bobo20b2obobo$88bo14bo14b2obobo4bobob2o14bo14bo$92bob2o4bo3b2o5bo
7bobobo4bobobo7bo5b2o3bo4b2obo$90bo4bo4bo6b2o6bo2b2o12b2o2bo6b2o6bo4bo
4bo$92bo2b2o9bo8b4o4b2o2b2o4b4o8bo9b2o2bo$92bo7bo5bobobo7bo14bo7bobobo
5bo7bo$92bo3bo9bo3bobob4o2b2o3b2o3b2o2b4obobo3bo9bo3bo$88bo2b2o3b2obo
7b2ob2obo4bobo10bobo4bob2ob2o7bob2o3b2o2bo$92bo11b2o8bob2obo5b2o5bob2o
bo8b2o11bo$89bo3b2o5bo4b3o9bo2bo10bo2bo9b3o4bo5b2o3bo$87bo4bo7bo2bobo
8bo2bo2b2o2bo2bo2b2o2bo2bo8bobo2bo7bo4bo$88bo3b3o5b3o9b4obo16bob4o9b3o
5b3o3bo$89bo10bo22bo4bo22bo10bo$85bo5b2o2bob2o4bobob3o7bo6bo2bo6bo7b3o
bobo4b2obo2b2o5bo$86bobo6bobo4bo46bo4bobo6bobo$88bo3bob2o14bo2bo11b2o
11bo2bo14b2obo3bo$90b2o11bo11bo3bo12bo3bo11bo11b2o$91b3o4bo11bo9bo2bo
4bo2bo9bo11bo4b3o$93bo7bo14bo5bo6bo5bo14bo7bo$93bobo6bo13b2o6bo2bo6b2o
13bo6bobo$93bo2bo18bo20bo18bo2bo$116bo18bo$93bo7bob2obo38bob2obo7bo$
89b2o5bobo5b2o19b2o19b2o5bobo5b2o$88bob2o3bo7b2o4bo32bo4b2o7bo3b2obo$
89b2obob2o2bobo3bo20b2o20bo3bobo2b2obob2o$91bobo15bo32bo15bobo$91bo6bo
5bo6bo28bo6bo5bo6bo$104b4ob2o30b2ob4o$93bo4bobo6bobo4bo22bo4bobo6bobo
4bo$92bo4bo5bo44bo5bo4bo$98b2o10bo13bo2bo13bo10b2o$102bo11bo22bo11bo$
90bo7bobo11b3o10b2o10b3o11bobo7bo$94bo2bo5bo2bo2b4o2bo20bo2b4o2bo2bo5b
o2bo$88bobo6bo3bo9bo5b2o14b2o5bo9bo3bo6bobo$94bo10bo5b2o6bo12bo6b2o5bo
10bo$89bo2bo12bo4bobo10bo4bo10bobo4bo12bo2bo$93bo4bo3b2obo3b2ob2o3b2o
2bo8bo2b2o3b2ob2o3bob2o3bo4bo$90b2obo18bo8bobo4bobo8bo18bob2o$92b2o5bo
bobo9b3o5bob2o2b2obo5b3o9bobobo5b2o$92b2o5b2obo12bobo4bo6bo4bobo12bob
2o5b2o$99b2obo2b3o8bo5bo6bo5bo8b3o2bob2o$93bo5bo8bo6bo8bo2bo8bo6bo8bo
5bo$91bo7bo25b2o25bo7bo$105bo12bobo10bobo12bo$95bo12bo34bo12bo$91bobo
3bobo6b2o9bo5b2o2b2o5bo9b2o6bobo3bobo$91b2o3b2o17bob2obo2bo4bo2bob2obo
17b2o3b2o$92bob2o2bobo2bo10bo4b4obo2bob4o4bo10bo2bobo2b2obo$90b3o5bo3b
3o13bo2bobo4bobo2bo13b3o3bo5b3o$89bobobo4bo9bo5bo3bo2bo8bo2bo3bo5bo9bo
4bobobo$89bobo4b2ob4o2bo4bo4bo3bo12bo3bo4bo4bo2b4ob2o4bobo$92bo2bob2o
7bo12bo12bo12bo7b2obo2bo$88bo3bo4bo8bo4bo4bo5bo6bo5bo4bo4bo8bo4bo3bo$
87bobo4bo2bo4bo6bobo2bobobo5bo2bo5bobobo2bobo6bo4bo2bo4bobo$87bo10bo2b
o9bo4bo18bo4bo9bo2bo10bo$87bo2bo3b2o2bobo3b3o4bobobo20bobobo4b3o3bobo
2b2o3bo2bo$98bo5bo2bo4bobo4b2o10b2o4bobo4bo2bo5bo$88bo6bobo5bo9bo2bo4b
o8bo4bo2bo9bo5bobo6bo$101b2o9b2obo3bo4bo2bo4bo3bob2o9b2o$85bo4bo8bo13b
o24bo13bo8bo4bo$84bo4bobo2bo9bo13bo14bo13bo9bo2bobo4bo$87b3o5bo2bo3bob
o4bo7bo16bo7bo4bobo3bo2bo5b3o$82bo5bo2b2o8bobo2bo4b2ob2o20b2ob2o4bo2bo
bo8b2o2bo5bo$81bo5b2obo2bo8bo3bo38bo3bo8bo2bob2o5bo$85bo4bo3bo3bo3b2ob
o40bob2o3bo3bo3bo4bo$81bo3bo6b3o6b2obo42bob2o6b3o6bo3bo$82bo4b2o3b3o2b
o2bobo13bobo14bobo13bobo2bo2b3o3b2o4bo$84bo5bo3bo2bo4bo5bo2bobo5bo12bo
5bobo2bo5bo4bo2bo3bo5bo$85bo3bobo4bobo3bo8bobo5bo12bo5bobo8bo3bobo4bob
o3bo$87bobo6bo21bo14bo21bo6bobo$92bo2b2o18bo2bo2b3o4b3o2bo2bo18b2o2bo$
88b3obo2bo2bobo5bobo14bo4bo14bobo5bobo2bo2bob3o$87bo4bo5b2o4b4o3b2o6bo
3bo4bo3bo6b2o3b4o4b2o5bo4bo$87b3o7bo19bo2bobobo2bobobo2bo19bo7b3o$85b
2o7b3o3b2o6bo3b2o7bo8bo7b2o3bo6b2o3b3o7b2o$86bo3bobo3bob3o2b2o3bo10bob
2o6b2obo10bo3b2o2b3obo3bobo3bo$87bo3b2o8bobo10bo4b2obo6bob2o4bo10bobo
8b2o3bo$85bobo7bo14bo3bob2o3bobo4bobo3b2obo3bo14bo7bobo$85b3o4bo6bo4b
3o8bo5bo8bo5bo8b3o4bo6bo4b3o$86bobo9bo4bo2b3o2bo3bo20bo3bo2b3o2bo4bo9b
obo$83bo13b2o3bo3bobob3o26b3obobo3bo3b2o13bo$88bo2bobo3bo6bo2bo4bo26bo
4bo2bo6bo3bobo2bo$80b4o9bo9bo3bobo32bobo3bo9bo9b4o$82bo8bo12bo3bo2bo
28bo2bo3bo12bo8bo$81bo10b2o3bo3b5ob2o8b4o10b4o8b2ob5o3bo3b2o10bo$85bo
2bo2bo2b2o4bob2o12bobo14bobo12b2obo4b2o2bo2bo2bo$89bo9bo16b2o5bo4bo5b
2o16bo9bo$89b3o3bob2obo3bo9bobo5bo6bo5bobo9bo3bob2obo3b3o$89bo4bo5bobo
5b4o4bo5b3o2b3o5bo4b4o5bobo5bo4bo$94bo8b2o2bo6bo2bo4bo6bo4bo2bo6bo2b2o
8bo$89bo4bo2bo2bo17b4obo4bob4o17bo2bo2bo4bo$84bobo5bo12bo2bo3b2o2bo3bo
bo6bobo3bo2b2o3bo2bo12bo5bobo$88bo3bo2b2o7bo2bo9b2o14b2o9bo2bo7b2o2bo
3bo$83bo4bobo6bobo3bo2bo2b2o6b2obo10bob2o6b2o2bo2bo3bobo6bobo4bo$85bob
ob2o15bobo3b3ob4o12b4ob3o3bobo15b2obobo$100bo5bobo8bobo12bobo8bobo5bo$
90b2o4b2obo3bo2bo2bo3bo6bo10bo6bo3bo2bo2bo3bob2o4b2o$90bobobobo6bo5bo
5bo4bo10bo4bo5bo5bo6bobobobo$95b2o6bobo4bo4bobo3b2o6b2o3bobo4bo4bobo6b
2o$90bobo4bo3b2o2bo12bobo10bobo12bo2b2o3bo4bobo$102bo13bob2o12b2obo13b
o$86b2o13b2obo8bo24bo8bob2o13b2o$108bo4b2o2bob2o10b2obo2b2o4bo$83bobo
7bobobo5bo7bo4bo3bo10bo3bo4bo7bo5bobobo7bobo$81bo4b3o4bo2bo8bo8bo2bo
16bo2bo8bo8bo2bo4b3o4bo!

Longest odd:

Code: Select all

#C [[ TRACK 0 -3/5 ]]
x = 171, y = 400, rule = B2/S
43$73bo3bo15bo3bo2$73bo3bo15bo3bo$49b5o14bo2bo7bo11bo7bo2bo14b5o$51bo
20b2o4bo13bo4b2o20bo$46bo4bo4bo2bobob3o2bo3bob2o19b2obo3bo2b3obobo2bo
4bo4bo$38bo3bo4bo3b2o3bo2bobo7bo2b2o23b2o2bo7bobo2bo3b2o3bo4bo3bo$45b
2obo3bobo3bo2bo8bo6bo3bo7bo3bo6bo8bo2bo3bobo3bob2o$38bo3bo6bob2o4bo2bo
5bobobo6bo15bo6bobobo5bo2bo4b2obo6bo3bo$36bo3bobo11bo3b3o4bo15bo7bo15b
o4b3o3bo11bobo3bo$37bo6bo5bo3bo2bo6bo3bo10b3ob5ob3o10bo3bo6bo2bo3bo5bo
6bo$48bo3bo26bobo7bobo26bo3bo$34bo3bo4b2o3bo4bo2bobo5bob3o3bo25bo3b3ob
o5bobo2bo4bo3b2o4bo3bo$35bobo4bo4b3o5bo4bo18bo3bo3bo3bo18bo4bo5b3o4bo
4bobo$39bobo7bo4bo2bo2bo6bo12bo4bo4bo12bo6bo2bo2bo4bo7bobo$44b4o9bo3bo
4bo3b2obo10bobo10bob2o3bo4bo3bo9b4o$46bobobo2bo3bo3bo2bo7bo9bo5bo9bo7b
o2bo3bo3bo2bobobo$43bobobo4b2o5bo6b2o35b2o6bo5b2o4bobobo$48bo2bobo22bo
b3o2bo3bo2b3obo22bobo2bo$55bo6bo4bo7bo19bo7bo4bo6bo$47bo11bo21bo7bo21b
o11bo$58bo8bo3b3o6bo9bo6b3o3bo8bo$57bo8bo37bo8bo$47bobo7bobo15bo19bo
15bobo7bobo$48b3obo8bo3b3o4bo3bo17bo3bo4b3o3bo8bob3o$44b2o3b3o4b2o5bob
o7bo23bo7bobo5b2o4b3o3b2o$42bobob2o5bobo2bo5bo4bo6bo17bo6bo4bo5bo2bobo
5b2obobo$41bo2bo8bobo10b2o6b2o6b3ob3o6b2o6b2o10bobo8bo2bo$48bo2bo2bob
2o4bo19bo5bo19bo4b2obo2bo2bo$43b2obo7bo7bo21b3o21bo7bo7bob2o$42bo8bo5b
2obo13bobo3b2o7b2o3bobo13bob2o5bo8bo$40b3obo2bo4b2o9bobo6bo5bo3bo5bo3b
o5bo6bobo9b2o4bo2bob3o$42b3o7bobob3obo13bo21bo13bob3obobo7b3o$37bo7b3o
7b3o3bo4bo5bo5bo13bo5bo5bo4bo3b3o7b3o7bo$38b2o5bobob3o6bo6bo3b2o6b2o3b
ob3obo3b2o6b2o3bo6bo6b3obobo5b2o$36b3o2bo3bo3b2o7bo2bo22bobo22bo2bo7b
2o3bo3bo2b3o$38b2o2bo9bo3bobobo9b2o5b3o2bo5bo2b3o5b2o9bobobo3bo9bo2b2o
$37bobo2bo4b3o9b2o3bobo2bo2bo4bobo11bobo4bo2bo2bobo3b2o9b3o4bo2bobo$
38bob2o16bo5bobobo4bo23bo4bobobo5bo16b2obo$40bo4b2o5bo4bo6b3obo2b2obo
2bo2b2o2bobo2b2o2bo2bob2o2bob3o6bo4bo5b2o4bo$40bo10bo5bo11bo3bobob2o2b
o2bobo2bo2b2obobo3bo11bo5bo10bo$39bo3bo2bob2o3bo4bo18bo15bo18bo4bo3b2o
bo2bo3bo$47bo4bo18b2obo2bo3bobo3bobo3bo2bob2o18bo4bo$38b2o2bo2b3o4bo
12b2o2bo5bo5b2o5b2o5bo5bo2b2o12bo4b3o2bo2b2o$40bo10b2o10bo11bo3b3o7b3o
3bo11bo10b2o10bo$51bobo8bo4bo4bo3b2o15b2o3bo4bo4bo8bobo$51bo15b2o3bo3b
o3bo9bo3bo3bo3b2o15bo$48b2o8bob3obo2bo3b2o2b3obo11bob3o2b2o3bo2bob3obo
8b2o$57bo12b3obo21bob3o12bo$48b3o2bo3bo8b2ob3o3bo19bo3b3ob2o8bo3bo2b3o
$49b2o6bo2b3o5bo5b2o2bo13bo2b2o5bo5b3o2bo6b2o$58bobo7b2o5bo3bo11bo3bo
5b2o7bobo$53bo7b2o8bo27bo8b2o7bo$53bo10bobo10bob2o9b2obo10bobo10bo$62b
o3bob2o6b3o13b3o6b2obo3bo$50bo2b2o7bo6bobo7bo11bo7bobo6bo7b2o2bo$48bob
2o3bo2bob2o4bob3o3bo21bo3b3obo4b2obo2bo3b2obo$56bo6bob2o37b2obo6bo$55b
o8b2o5bobo23bobo5b2o8bo$55b2o9b2o3b2o25b2o3b2o9b2o$47bo4bo4bo3b2o2bobo
2bo29bo2bobo2b2o3bo4bo4bo$47bob6o5bob2ob2obo33bob2ob2obo5b6obo$46bo2b
2o13bo3bo4bo23bo4bo3bo13b2o2bo$50bo3bob2obobo6b2o31b2o6bobob2obo3bo$
50bo4b2o3b2o8bobo25bobo8b2o3b2o4bo$44b2o7b3obo6bo3bo13b3ob3o13bo3bo6bo
b3o7b2o$40b3o3bo6bobo2bo3bo6bo12bo5bo12bo6bo3bo2bobo6bo3b3o$40bo4bo10b
o26bo3bo26bo10bo4bo$41bo3b3o3bo4bobo2b3o2bo8b4o2bo7bo2b4o8bo2b3o2bobo
4bo3b3o3bo$39bo5bo4bo4bo10b3o5bobo5b2obob2o5bobo5b3o10bo4bo4bo5bo$44bo
bo7bo13b2o4bobo6bo3bo6bobo4b2o13bo7bobo$43bo4b4o3bo3bob4o2bobo4bo2bo3b
o7bo3bo2bo4bobo2b4obo3bo3b4o4bo$43bo6b2obo3bo14b2o3b2o13b2o3b2o14bo3bo
b2o6bo$44bobo4bobo4bob3o9bo2bo4bobo5bobo4bo2bo9b3obo4bobo4bobo$43bo4bo
3b2ob2o3bo2bo8bo2b2obobobo5bobobob2o2bo8bo2bo3b2ob2o3bo4bo$43bo29b3o3b
o3bo3bo3bo3b3o29bo$50bobo2bo8bo11bo2bo3b2ob2o3bo2bo11bo8bo2bobo$45bo9b
o2b2o25bo25b2o2bo9bo$44bob4o3bo2bo3b2o9bo13bo13bo9b2o3bo2bo3b4obo$43bo
b3obo19bo11b2o5b2o11bo19bob3obo$45bo2b2o9bo2bo3bo5b2ob2o5bo5bo5b2ob2o
5bo3bo2bo9b2o2bo$43bo16bobo5bo3bo3b2o4bo5bo4b2o3bo3bo5bobo16bo$40bo4bo
11bo5b3o2bo6bo19bo6bo2b3o5bo11bo4bo$61b2o4b2o4bo3bo2bo9bo2bo3bo4b2o4b
2o$40bo5bo6bo3bo4bo4bo7bobo15bobo7bo4bo4bo3bo6bo5bo$38bo17bo10b2obobo
25bobob2o10bo17bo$39bo4bo9b4o13b2o4bobobobo3bobobobo4b2o13b4o9bo4bo$
42bo7bo7b2o4bo5bo5bo17bo5bo5bo4b2o7bo7bo$48b2o6bo11bo2bo7bobo7bobo7bo
2bo11bo6b2o$42bo2bobo8bo8b2o16bo3bo16b2o8bo8bobo2bo$56bo4bo4bo2bo13bob
obo13bo2bo4bo4bo$43b2o6b3o2b4o6bo6bo2bo17bo2bo6bo6b4o2b3o6b2o$40b2o2bo
8b2obo5bo7b2o27b2o7bo5bob2o8bo2b2o$42b3o8bo15bo6bo17bo6bo15bo8b3o$54bo
bo4bo5bobo31bobo5bo4bobo$65bo3bobobo23bobobo3bo$56b4o10bo4bob4o9b4obo
4bo10b4o$54bobo10bo10bo13bo10bo10bobo$57bobo6bo12bo11bo12bo6bobo$60bob
o45bobo$54bo6b2o8bo4bo3bo9bo3bo4bo8b2o6bo$49b2ob3o3bo3b2o5bo31bo5b2o3b
o3b3ob2o$47bobo9bo8bo5bob3o13b3obo5bo8bo9bobo$46bo2b2o4bo5b2o11bobob4o
7b4obobo11b2o5bo4b2o2bo$53bobo3b2obo5bo8bo15bo8bo5bob2o3bobo$46bobo2b
3obo5bobo5bo31bo5bobo5bob3o2bobo$53bo2b2o3bo8bo29bo8bo3b2o2bo$51b3obo
18b2obo6bobo6bob2o18bob3o$55b3o11b2o5b2obo11bob2o5b2o11b3o$56bobo12bo
9bo2bobo2bo9bo12bobo$47b3o4bobobo9bo2bo3b2o5bo5bo5b2o3bo2bo9bobobo4b3o
$51b2o2bo3b2o8bob3o7bob2ob2obo7b3obo8b2o3bo2b2o$54b6o9bobo8bob2o3b2obo
8bobo9b6o$53b3o12bo9bo3b2o3b2o3bo9bo12b3o$45bo5bo2bo2bo2bo7bo11b2ob2ob
2ob2o11bo7bo2bo2bo2bo5bo$46b2o2bo6bobo6b2o4bobo3b2o11b2o3bobo4b2o6bobo
6bo2b2o$43bo8bo6bo8bo3bobob4o2bo5bo2b4obobo3bo8bo6bo8bo$47b2o8b3o15bo
2bo13bo2bo15b3o8b2o$40bo7bo10b2o7bo2bo6bo4bo3bo4bo6bo2bo7b2o10bo7bo$
49bo2bo5bo10bo4bo2bo4bo5bo4bo2bo4bo10bo5bo2bo$40bo2b2obo4bo30bo5bo30bo
4bob2o2bo$38bo3bobo8b2o18bo4bo13bo4bo18b2o8bobo3bo$39bo3bo4b2o6bobo15b
o3b2o11b2o3bo15bobo6b2o4bo3bo$40b3o8bo2bobo15bo2bo5bo7bo5bo2bo15bobo2b
o8b3o$36bo5bo16bobo10bo5bo13bo5bo10bobo16bo5bo$37bob2obo9b3o4bobo3bo4b
2o5bo15bo5b2o4bo3bobo4b3o9bob2obo$40bo13bo2b2o8bobo2b2o2bo17bo2b2o2bob
o8b2o2bo13bo$53b2o2bo4bo2b2o5bo25bo5b2o2bo4bo2b2o$40bo2bo15bo5b2o2bo
31bo2b2o5bo15bo2bo$39bo2bo18b2o6bo3b3obo15bob3o3bo6b2o18bo2bo$54bobo8b
4o5bo3bo13bo3bo5b4o8bobo$45bo9b2o15b4o19b4o15b2o9bo$38bob2o13bobo3b2ob
2o9bo19bo9b2ob2o3bobo13b2obo$40b2o3bo7bo5bobo3bo5bo2bo4bo11bo4bo2bo5bo
3bobo5bo7bo3b2o$44bo2bo4bo3bo2bob2ob2o4bo3bo21bo3bo4b2ob2obo2bo3bo4bo
2bo$41bo3bo9bo2bo5b2o2bo9bo13bo9bo2b2o5bo2bo9bo3bo$42bo9bobo9bo2bo6bob
o5bob3obo5bobo6bo2bo9bobo9bo$42b2o10b2o8bo3bo2bo3b2o4bo3bo3bo4b2o3bo2b
o3bo8b2o10b2o$42bo2bo3bobobo5bob3obobo3bo4bob3o3b3o3b3obo4bo3bobob3obo
5bobobo3bo2bo$41bo6b2obob3o11b2obo4bo2bo13bo2bo4bob2o11b3obob2o6bo$45b
o3b3o7b2o8b7ob6o5b6ob7o8b2o7b3o3bo$50bo5bo14bo11b5o11bo14bo5bo$46bo3bo
2bo15b5o2bo17bo2b5o15bo2bo3bo$48b2obo5bo3b2obobo37bobob2o3bo5bob2o$51b
obobo4bob2ob2o16bo3bo16b2ob2obo4bobobo$42bo2bo3b3o4bo3bobo45bobo3bo4b
3o3bo2bo$48bo8bo2bobo3bo13b4o3b4o13bo3bobo2bo8bo$42bo3bo5bo4bo4bo2bo
39bo2bo4bo4bo5bo3bo$40bo2bo2bobo4bo10bo12bo5bo3bo5bo12bo10bo4bobo2bo2b
o$42bo6bo4b2o4bo2bo14bo3bo5bo3bo14bo2bo4b2o4bo6bo$45bo3b4o2bo8b2o10b2o
bo11bob2o10b2o8bo2b4o3bo$44bo2bo6b2ob2ob5obo2bo8bo2bo7bo2bo8bo2bob5ob
2ob2o6bo2bo$42bo3bo6bo12bo11bo2bo7bo2bo11bo12bo6bo3bo$39bo5bo8bobo25b
2o3b2o25bobo8bo5bo$40b2o3bobob3o4bobo4bo6bo29bo6bo4bobo4b3obobo3b2o$
48bobo6bo5b3o3bobo9bobo3bobo9bobo3b3o5bo6bobo$48bobo3bo2bo5bobo4bo10b
2o5b2o10bo4bobo5bo2bo3bobo$52b2obobo5bobo6bo25bo6bobo5bobob2o$55bo2bo
22bo7bo22bo2bo$55bo4bo7bobo10bo7bo10bobo7bo4bo$42bo9bo5bo3b4obo3bo9bo
2bobo2bo9bo3bob4o3bo5bo9bo$39bo14bo16bo5bobo3bo3bo3bobo5bo16bo14bo$40b
2o6b2o4b3o13b2o4bo3bo9bo3bo4b2o13b3o4b2o6b2o$47bo3b2o2bo6b4o2bobobo3bo
3bo2bo3bo2bo3bo3bobobo2b4o6bo2b2o3bo$50bo4bo5bo8bobo6b2o9b2o6bobo8bo5b
o4bo$58b2o3b2o2bo4b2o8b2o3b2o8b2o4bo2b2o3b2o$57bobo2bo9bobo3b4o7b4o3bo
bo9bo2bobo$55b3o8bo4bobo3bo2bo2bo3bo2bo2bo3bobo4bo8b3o$42bo21bo7bo3bob
o13bobo3bo7bo21bo$39bo15b3o6bo5b3o2bo3bo5bo5bo3bo2b3o5bo6b3o15bo$40b2o
15bo5bobobo9bo4b2o3b2o4bo9bobobo5bo15b2o$57b2o9bobob2o3bobob3o3b3obobo
3b2obobo9b2o$60bobo5bo2bo8bobobobobobo8bo2bo5bobo$60bobobo11bo3bo9bo3b
o11bobobo$61bo5bo5bo3b2obo9bob2o3bo5bo5bo$54bobo7bo2bo5b2o5bo9bo5b2o5b
o2bo7bobo$42bo14bo4b2o4bo2bo27bo2bo4b2o4bo14bo$39bo14bo3bo10bo2b4o7bo
3bo7b4o2bo10bo3bo14bo$40b2o14bo7b2o8bo8bobobo8bo8b2o7bo14b2o$53bo4bo4b
o2bobo13bo2bo2bo13bobo2bo4bo4bo$48b3obobo12bo9bo3bo7bo3bo9bo12bobob3o$
48bo4bo8bo3b2o3b4obo3b2o3bo3b2o3bob4o3b2o3bo8bo4bo$49b2o16b3o6bo3bo9bo
3bo6b3o16b2o$47bob2o16bo5bo3b3obobo3bobob3o3bo5bo16b2obo$42bo5bo6bo14b
2o8b2o7b2o8b2o14bo6bo5bo$39bo6b3obo2bo2bo4bo5bo2bo5bo2bob2o5b2obo2bo5b
o2bo5bo4bo2bo2bob3o6bo$40b2o8bobo9b2ob3obo6bo8bo8bo6bob3ob2o9bobo8b2o$
58bo3bo3b2o5bo2bo3bo9bo3bo2bo5b2o3bo3bo$38bo5bo7bo6bo2bo4bo4b2o2bo3bo
2b2ob2o2bo3bo2b2o4bo4bo2bo6bo7bo5bo$36bobo5bo8bo8bo4b4obo4bo15bo4bob4o
4bo8bo8bo5bobo$37b2o2b3o2b2o9b3o2bo5b3o4b2obo13bob2o4b3o5bo2b3o9b2o2b
3o2b2o$41bo7bo7bo11bobo27bobo11bo7bo7bo$40bo11bo4bo5b2o3b2obo27bob2o3b
2o5bo4bo11bo$40bobo2b2o2b2o5bo8bo2bo5bo21bo5bo2bo8bo5b2o2b2o2bobo$47b
2o6bo10bobo5b3o17b3o5bobo10bo6b2o$45b3o4b2o14bo5bobo17bobo5bo14b2o4b3o
$47bobobo4b2o10bo4bo23bo4bo10b2o4bobobo$49b3o7bo8bo2bo2b2obo5bo3bo5bob
2o2bo2bo8bo7b3o$45b3o23bob3obo15bob3obo23b3o$48bo2bo8bo2b2o12bobo3bo3b
o3bobo12b2o2bo8bo2bo$55bo4bo3bobobo9b2obo7bob2o9bobobo3bo4bo$43b2o3bo
2bo9bo2bobobo9b2o2bobobobo2b2o9bobobo2bo9bo2bo3b2o$42bo2bo4bo3bo6bo4b
3o6bo7bo3bo7bo6b3o4bo6bo3bo4bo2bo$51b4o6bo3bo6bobo5bo3b3o3bo5bobo6bo3b
o6b4o$54bob2o4b3o2bo3bo5bo2bo4bo4bo2bo5bo3bo2b3o4b2obo$44bo11bo9bo4bo
4b3o5b3o5b3o4bo4bo9bo11bo$46bo2bob2obobo3bo3bo5b3o5bo6bo6bo5b3o5bo3bo
3bobob2obo2bo$45bobo3b4o2bobo2b3o7b6o15b6o7b3o2bobo2b4o3bobo$51bobo5bo
4bobo5bo2bo2bo13bo2bo2bo5bobo4bo5bobo$45b2o4bobo2bo5bo3bo2bo2bo2bo5bo
7bo5bo2bo2bo2bo3bo5bo2bobo4b2o$53bo4bo3bo2b2o6bob2obo2bo3bo3bo2bob2obo
6b2o2bo3bo4bo$45bo10bo9bobo10bo2bo5bo2bo10bobo9bo10bo$46bo7b2o2b2o3bo
2bobobo3b3o17b3o3bobobo2bo3b2o2b2o7bo$50b2o8bobo2bobo3bob2o2b2o2bo7bo
2b2o2b2obo3bobo2bobo8b2o$49bo8bo2bo5bobob3o3bo2bo9bo2bo3b3obobo5bo2bo
8bo$48bobo10b2o8bo27bo8b2o10bobo$47bobo9b5o8bobo21bobo8b5o9bobo$45b2ob
o3bo11b3o3b3obo4bo2b2o3b2o2bo4bob3o3b3o11bo3bob2o$47bo5b2o9bo3bobobo3b
o5bo5bo5bo3bobobo3bo9b2o5bo$44bobo21bo2bo13bo13bo2bo21bobo$50b2o5bobo
3bo4bobo2b2o3bo3bo5bo3bo3b2o2bobo4bo3bobo5b2o$47bo14bo7bo29bo7bo14bo$
52bo17bob2o23b2obo17bo$54bo2bo2b2obo18bob3obo18bob2o2bo2bo$48bo8bo5bo
6bo13bobo13bo6bo5bo8bo$47bobo5bobo5bo4b3o4bob3o2bo5bo2b3obo4b3o4bo5bob
o5bobo$47bo2bo2bo2bo12bo4bo4bo11bo4bo4bo12bo2bo2bo2bo$47bo2bo14bo8bo2b
o15bo2bo8bo14bo2bo$56bo2bo6bo4b2o5bo3bo5bo3bo5b2o4bo6bo2bo$60bobo8bo4b
3o3bo5bo3b3o4bo8bobo$48b2ob3o22bobo5bobo5bobo22b3ob2o$46b3obo4bo2bo10b
2o2bob2obo13bob2obo2b2o10bo2bo4bob3o$45bobo3bo6bo53bo6bo3bobo$44b5o3b
4obo15bobo9bo9bobo15bob4o3b5o$44bob2o33b2o5b2o33b2obo$42b4o3bo4bo4bo
19bobo7bobo19bo4bo4bo3b4o$43b3o10b2obo6bob2o5bo4bo9bo4bo5b2obo6bob2o
10b3o$58bob2o4b2o6bo3bo13bo3bo6b2o4b2obo$42bo2b2o3b3o5b2o16bo2b2o9b2o
2bo16b2o5b3o3b2o2bo$45bo4bobobo2bo3bo6b2o2bo4bo15bo4bo2b2o6bo3bo2bobob
o4bo$47bo10bo3bo9bo4bo3bo7bo3bo4bo9bo3bo10bo$43b3obo4bo3bo2bo3b3o2b2ob
o4b4o5bo5b4o4bob2o2b3o3bo2bo3bo4bob3o$42bo2bo3b3obo3bo3bobobo4bob4o19b
4obo4bobobo3bo3bob3o3bo2bo$58bo6bob2obo7bo4bo3bo4bo7bob2obo6bo$46bo12b
o8bo10bo2bo5bo2bo10bo8bo12bo$42bo6bo4bo11bobob2o12bobo12b2obobo11bo4bo
6bo$46bo8bo10b3o10b2o9b2o10b3o10bo8bo$44bo3bo4bo7b3o11b3o3b2o5b2o3b3o
11b3o7bo4bo3bo$52bo14bo5bo3bo2bo2bo3bo2bo2bo3bo5bo14bo$48bo2bo2bob2o6b
o2bo12bo3bobo3bo12bo2bo6b2obo2bo2bo$55bo8bo2bo9bo2bobo5bobo2bo9bo2bo8b
o$49b2o3bobo7bo2bo11bob2o5b2obo11bo2bo7bobo3b2o$46b2o4b3o2bo4b3o2bo5bo
bo4bo2b2ob2o2bo4bobo5bo2b3o4bo2b3o4b2o$44bobo6bobob2o6b3o3bo2bo5bo9bo
5bo2bo3b3o6b2obobo6bobo$43bo2b2obo4b2o3bo4bobob3o5bo3bo2b2ob2o2bo3bo5b
3obobo4bo3b2o4bob2o2bo$49bo3bo3bobo6bo4bo2b2o5bobo3bobo5b2o2bo4bo6bobo
3bo3bo$43bo10bo4bo21b2o5b2o21bo4bo10bo$44b2o2bo3bobob2o20b4o7b4o20b2ob
obo3bo2b2o$49b2o9bo17bo2bo7bo2bo17bo9b2o2$51bo2bo3bo3b5o3bo11bobobobo
11bo3b5o3bo3bo2bo$49b2o4bob4obo19bo2bo2bo19bob4obo4b2o$49bo11b4o5bo2b
3o19b3o2bo5b4o11bo$45b2o18bo6bo2bo7bo3bo7bo2bo6bo18b2o$42b2o4bo6bob3ob
2obo10bo9bo9bo10bob2ob3obo6bo4b2o$40bobo3b3o3b2o10bo2bo4bobo3bo13bo3bo
bo4bo2bo10b2o3b3o3bobo$39bo2bo2bo4b2obo13bo5bob2o8bo8b2obo5bo13bob2o4b
o2bo2bo$43bobo5b2ob2o10bob3o4bo7bobobo7bo4b3obo10b2ob2o5bobo$39bo3bobo
7bo6bo2bobo7b2o5bobob3obobo5b2o7bobo2bo6bo7bobo3bo$40bob2o6bob2o10bo
10bo6bo5bo6bo10bo10b2obo6b2obo$40bo2bo15bo5bo3bo3b3o6bo2bo2bo6b3o3bo3b
o5bo15bo2bo$45bo3bo19bo2b2o5bo5bo5bo5b2o2bo19bo3bo$41bo7bobo5b3o10bo9b
ob2obob2obo9bo10b3o5bobo7bo$41bob2o6bobo12bo37bo12bobo6b2obo$41bo3bo6b
ob2o3bo6b2o7bo19bo7b2o6bo3b2obo6bo3bo$41bobo10bo9bo5bob2o4b2o5bo5b2o4b
2obo5bo9bo10bobo$40bo8bo5bo9b2o6bobo9bo9bobo6b2o9bo5bo8bo$40bo16bo14bo
5b2o5bo5b2o5bo14bo16bo$38b2o13bob2o3bo49bo3b2obo13b2o$40bo5b2obo2bo2bo
7bo7bob4o5bo5bo5b4obo7bo7bo2bo2bob2o5bo$40b2o6bo15b2o5b3o2bo5bo5bo5bo
2b3o5b2o15bo6b2o$49b2o11bo3bo11bob3o5b3obo11bo3bo11b2o$41bo3b3obo4bo7b
o3bo4b2o6bo2bo5bo2bo6b2o4bo3bo7bo4bob3o3bo$39bobo2bo6bo8bobo4bo3b2o10b
o3bo10b2o3bo4bobo8bo6bo2bobo$40b4o5bo10bo4bo16bo5bo16bo4bo10bo5b4o$42b
o3b5o7b2o5b3o3bo3b4o2bo7bo2b4o3bo3b3o5b2o7b5o3bo$50bo8bo14bo4b2o9b2o4b
o14bo8bo$48b3ob2ob2o6bobo6bo8bo7bo8bo6bobo6b2ob2ob3o$47bo7bo5b2o7bo3bo
6bo7bo6bo3bo7b2o5bo7bo$42bob2ob3o4bo5bo4bo10bo17bo10bo4bo5bo4b3ob2obo$
44bo3bo3b3o6bo6b2o31b2o6bo6b3o3bo3bo$42bo6bo11b2o6bo2bo4bob2o9b2obo4bo
2bo6b2o11bo6bo$40bo6bo5b2ob2o2b2o2bo2bo3bobo6bo9bo6bobo3bo2bo2b2o2b2ob
2o5bo6bo$41bo10bob3o13bo6b2obo9bob2o6bo13b3obo10bo$44bobo3bo8b2o2b2o6b
o6bo13bo6bo6b2o2b2o8bo3bobo$41bo3b2o4bobo6b2o6bobo4bo2bo13bo2bo4bobo6b
2o6bobo4b2o3bo$41bo5bobo3bo14bob3o5b3o9b3o5b3obo14bo3bobo5bo$35bobobo
2b3o8bo3b2o2b2o3bo5bo2b2o17b2o2bo5bo3b2o2b2o3bo8b3o2bobobo!

Unfortunately I'm sort of out of ideas. I'd need an even beefier box or the ability (and willingness) to run LLSSS by thrashing a disk instead of memory or something.

amling · Post by **amling** » August 12th, 2023, 11:49 am

Here is something perhaps more uplifting, a p5 oscillator:

Code: Select all

x = 48, y = 49, rule = B2/S
5$18b3o6b3o$16bobo2bo4bo2bobo$15bob2o10b2obo$17bo3bo4bo3bo$17bo3b6o3bo
$12bo22bo$11bob2o4b4o2b4o4b2obo$12bo22bo$12bo8bo4bo8bo$8bo8bo12bo8bo$
7bo9bo12bo9bo$8b3o4b2obo10bob2o4b3o$6b3o8bo12bo8b3o$6bo5bo22bo5bo$6bo
5bo22bo5bo$7bob2obobo18bobob2obo$10bobo22bobo$10bo26bo$10bo26bo$10bobo
22bobo$7bob2obobo18bobob2obo$6bo5bo22bo5bo$6bo5bo22bo5bo$6b3o8bo12bo8b
3o$8b3o4b2obo10bob2o4b3o$7bo9bo12bo9bo$8bo8bo12bo8bo$12bo8bo4bo8bo$12b
o22bo$11bob2o4b4o2b4o4b2obo$12bo22bo$17bo3b6o3bo$17bo3bo4bo3bo$15bob2o
10b2obo$16bobo2bo4bo2bobo$18b3o6b3o!

EDIT: The middle can even be extended as a wick:

Code: Select all

x = 72, y = 72, rule = B2/S
30b3o6b3o$28bobo2bo4bo2bobo$27bob2o10b2obo$29bo3bo4bo3bo$29bo3b6o3bo$
24bo22bo$23bob2o4b4o2b4o4b2obo$24bo22bo$24bo8bo4bo8bo$29bo12bo$20bo8bo
12bo8bo$19bob2o4b2obo10bob2o4b2obo$20bo8bo12bo8bo$20bo3bo22bo3bo$15bo
8bo22bo8bo$14bob2o4b2obo20bob2o4b2obo$15bo8bo22bo8bo$15bo40bo$20bo30bo
$11bo8bo30bo8bo$10bob2o4b2obo28bob2o4b2obo$11bo8bo30bo8bo$11bo3bo40bo
3bo$6bo8bo40bo8bo$5bob2o4b2obo38bob2o4b2obo$6bo8bo40bo8bo$6bo58bo$2bo
8bo48bo8bo$bo9bo48bo9bo$2b3o4b2obo46bob2o4b3o$3o8bo48bo8b3o$o5bo58bo5b
o$o5bo58bo5bo$bob2obobo54bobob2obo$4bobo58bobo$4bo62bo$4bo62bo$4bobo
58bobo$bob2obobo54bobob2obo$o5bo58bo5bo$o5bo58bo5bo$3o8bo48bo8b3o$2b3o
4b2obo46bob2o4b3o$bo9bo48bo9bo$2bo8bo48bo8bo$6bo58bo$6bo8bo40bo8bo$5bo
b2o4b2obo38bob2o4b2obo$6bo8bo40bo8bo$11bo3bo40bo3bo$11bo8bo30bo8bo$10b
ob2o4b2obo28bob2o4b2obo$11bo8bo30bo8bo$20bo30bo$15bo40bo$15bo8bo22bo8b
o$14bob2o4b2obo20bob2o4b2obo$15bo8bo22bo8bo$20bo3bo22bo3bo$20bo8bo12bo
8bo$19bob2o4b2obo10bob2o4b2obo$20bo8bo12bo8bo$29bo12bo$24bo8bo4bo8bo$
24bo22bo$23bob2o4b4o2b4o4b2obo$24bo22bo$29bo3b6o3bo$29bo3bo4bo3bo$27bo
b2o10b2obo$28bobo2bo4bo2bobo$30b3o6b3o!

wwei47 · Post by **wwei47** » August 13th, 2023, 3:19 pm

amling wrote: ↑
August 12th, 2023, 11:49 am
EDIT: The middle can even be extended as a wick:
[/code]

You can also do this.

Code: Select all

x = 90, y = 90, rule = B2/S
39b3o6b3o$37bobo2bo4bo2bobo$36bob2o10b2obo$38bo3bo4bo3bo$38bo3b6o3bo$
33bo22bo$32bob2o4b4o2b4o4b2obo$33bo22bo$33bo8bo4bo8bo$29bo8bo12bo8bo$
28bo9bo12bo9bo$29b3o4b2obo10bob2o4b3o$27b3o8bo12bo8b3o$27bo5bo22bo5bo
$27bo5bo22bo5bo$28bob2obobo18bobob2obo$31bobo22bobo$31bo26bo$31bo26bo
$29bobo26bobo$27bobob2obo20bob2obobo$29bo5bo18bo5bo$29bo5bo18bo5bo$24b
o8b3o18b3o8bo$23bob2o4b3o22b3o4b2obo$24bo9bo20bo9bo$24bo8bo22bo8bo$12b
3o5bo8bo30bo8bo5b3o$10bobo2bo13bo30bo13bo2bobo$9bob2o6b4o4b2obo28bob2o
4b4o6b2obo$11bo3bo13bo30bo13bo3bo$11bo3b6o3bo40bo3b6o3bo$6bo13bo3bo40b
o3bo13bo$5bob2o4b4o6b2obo36bob2o6b4o4b2obo$6bo13bo2bobo38bobo2bo13bo$
6bo8bo5b3o42b3o5bo8bo$2bo8bo66bo8bo$bo9bo66bo9bo$2b3o4b2obo64bob2o4b3o
$3o8bo66bo8b3o$o5bo76bo5bo$o5bo76bo5bo$bob2obobo72bobob2obo$4bobo76bo
bo$4bo80bo$4bo80bo$4bobo76bobo$bob2obobo72bobob2obo$o5bo76bo5bo$o5bo76b
o5bo$3o8bo66bo8b3o$2b3o4b2obo64bob2o4b3o$bo9bo66bo9bo$2bo8bo66bo8bo$6b
o8bo5b3o42b3o5bo8bo$6bo13bo2bobo38bobo2bo13bo$5bob2o4b4o6b2obo36bob2o
6b4o4b2obo$6bo13bo3bo40bo3bo13bo$11bo3b6o3bo40bo3b6o3bo$11bo3bo13bo30b
o13bo3bo$9bob2o6b4o4b2obo28bob2o4b4o6b2obo$10bobo2bo13bo30bo13bo2bobo
$12b3o5bo8bo30bo8bo5b3o$24bo8bo22bo8bo$24bo9bo20bo9bo$23bob2o4b3o22b3o
4b2obo$24bo8b3o18b3o8bo$29bo5bo18bo5bo$29bo5bo18bo5bo$27bobob2obo20bo
b2obobo$29bobo26bobo$31bo26bo$31bo26bo$31bobo22bobo$28bob2obobo18bobo
b2obo$27bo5bo22bo5bo$27bo5bo22bo5bo$27b3o8bo12bo8b3o$29b3o4b2obo10bob
2o4b3o$28bo9bo12bo9bo$29bo8bo12bo8bo$33bo8bo4bo8bo$33bo22bo$32bob2o4b
4o2b4o4b2obo$33bo22bo$38bo3b6o3bo$38bo3bo4bo3bo$36bob2o10b2obo$37bobo
2bo4bo2bobo$39b3o6b3o!

Coolberry · Post by **Coolberry** » August 22nd, 2023, 7:43 am

Anyone know this puffer that i found yesterday?

Code: Select all

x = 7, y = 6, rule = B2/S
3bo2$o3b2o$bo4bo$2bo2bo$3b2o!

EDIT i found another puffer

Code: Select all

x = 7, y = 10, rule = B2/S
3bo$bo2bo$obo2bo$bobobo3$4bobo$6bo$obobo$2bo!

qqd · Post by **qqd** » August 23rd, 2023, 4:25 am

PHPBB12345 wrote: ↑

February 8th, 2023, 1:00 am

...
Adjustable laser:

Code: Select all

x = 124, y = 181, rule = B2/SSuper
57.F$56.F$60.F$46.F9.F$49.2F5.F$59.F$15.F28.F14.F$45.F.2F$.F27.F$15.M
$F14.M14.F$.F27.F2$F29.F$.F27.F2$F29.F16.F4.F$.F27.F17.F4.F$47.F4.F$F
29.F$.F27.F22.F$47.F6.2F$F29.4F2.F4.3F2.2F5.F5.2F.F$.F27.F18.F14.F$8.
F$8.F42.F.F3.2F10.F$28.F21.F3.2F5.F6.F$31.3F2.F4.3F.F26.F$47.F2.F7.F
9.F$46.F4.F9.2F5.F$46.F4.F19.F$18.F37.F14.F$21.2F34.F.2F$50.F$16.F33.
F$17.F.2F26.F$47.F$51.F$47.F2.F3$47.F4.F6.F4.F$47.F4.F6.F4.F$50.F8.F
4.F$50.F$46.F17.F$50.F8.F6.2F$47.F.F3.3F2.2F5.F5.2F.F$60.F14.F$20.F$
20.F42.F.F3.2F10.F$23.F38.F3.2F5.F6.F$23.F20.F2.2F4.3F.F26.F$19.F39.F
2.F7.F9.F$23.F25.2F7.F4.F9.2F5.F$22.F35.F4.F19.F$30.F37.F14.F$33.2F
34.F.2F$62.F$28.F33.F$29.F.2F26.F$59.F$63.F$59.F2.F3$59.F4.F6.F4.F$
59.F4.F6.F4.F$62.F8.F4.F$62.F$58.F17.F$62.F8.F6.2F$59.F.F3.3F2.2F5.F
5.2F.F$72.F14.F$32.F$32.F42.F.F3.2F10.F$35.F38.F3.2F5.F6.F$35.F20.F2.
2F4.3F.F26.F$31.F39.F2.F7.F9.F$35.F25.2F7.F4.F9.2F5.F$34.F35.F4.F19.F
$42.F37.F14.F$45.2F34.F.2F$74.F$40.F33.F$41.F.2F26.F$71.F$75.F$71.F2.
F3$71.F4.F6.F4.F$71.F4.F6.F4.F$74.F8.F4.F$74.F$70.F17.F$74.F8.F6.2F$
71.F.F3.3F2.2F5.F5.2F.F$84.F14.F$44.F$44.F42.F.F3.2F10.F$47.F38.F3.2F
5.F6.F$47.F20.F2.2F4.3F.F26.F$43.F39.F2.F7.F9.F$47.F25.2F7.F4.F9.2F5.
F$46.F35.F4.F19.F$54.F37.F14.F$57.2F34.F.2F$86.F$52.F33.F$53.F.2F26.F
$83.F$87.F$83.F2.F3$83.F4.F6.F4.F$83.F4.F6.F4.F$86.F8.F4.F$86.F$82.F
17.F$86.F8.F6.2F$83.F.F3.3F2.2F5.F5.2F.F$96.F14.F$56.F$56.F42.F.F3.2F
10.F$59.F38.F3.2F5.F6.F$59.F20.F2.2F4.3F.F26.F$55.F39.F2.F7.F9.F$59.F
25.2F7.F4.F9.2F5.F$58.F35.F4.F19.F$66.F37.F14.F$69.2F34.F.2F$98.F$64.
F33.F$65.F.2F26.F$95.F$99.F$95.F2.F3$95.F4.F6.F4.F$95.F4.F6.F4.F$98.F
8.F4.F$98.F$94.F17.F$98.F8.F6.2F$95.F.F3.3F2.2F5.F5.2F.F$108.F14.F$
68.F$68.F42.F.F3.2F$71.F38.F3.2F5.F$71.F20.F2.2F4.3F.F$67.F39.F2.F$
71.F25.2F7.F4.F$70.F35.F4.F$78.F$81.2F$110.F$76.F33.F$77.F.2F26.F$
107.F$111.F$107.F2.F3$107.F4.F$107.F4.F$110.F$110.F$106.F$110.F$107.F
.F2$80.F$80.F$83.F$83.F20.F2.2F$79.F$83.F25.2F$82.F!

...

How did you make that binary counter? And what is the unit?

Post by **Sokwe** » August 24th, 2023, 3:52 am

amling wrote: ↑
August 12th, 2023, 11:49 am
Here is something perhaps more uplifting, a p5 oscillator:

This gives a nontrivial p20 LCM oscillator (shown with two different possible positions for the p4):

Code: Select all

x = 43, y = 40, rule = B2/S
12bo$11bo$11b3o4bobo6bobo$11bo9bo4bo$12bo2bo16bo$19b4o2b4o$20bo6bo$16b
obobo6bobobo$11bo2bo3b2o8b2o3bo2bo2$14bo4bo8bo4bo$o10bobo20bobo$bo5bo
8bobo10bobo8bo$10bo4bo16bo4bo$bo$o4bo4b2o3bo2bo10bo2bo3b2o4bo$8bo2bobo
20bobo2bo$5bo2b3o26b3o2bo$6bobo30bobo$8bo30bo3$8bo30bo$6bobo30bobo$5bo
2b3o26b3o2bo$8bo2bobo20bobo2bo$5bo4b2o3bo2bo10bo2bo3b2o4bo2$10bo4bo16b
o4bo$7bo8bobo10bobo8bo$11bobo20bobo$14bo4bo8bo4bo2$11bo2bo3b2o8b2o3bo
2bo$16bobobo6bobobo$20bo6bo$19b4o2b4o$15bo16bo$21bo4bo$18bobo6bobo!

amling wrote: ↑
August 11th, 2023, 12:42 pm

amling wrote: ↑
July 17th, 2023, 1:03 pm
I'm gonna go look at 3c/5 more seriously now...
LLSSS recentering run on my somewhat beefier computer with 120G of RAM was able to produce some rather long partials, but alas did not find any completions.

Incredible partial results! Do we still not have an orthogonal spaceship in a Life-like automata without B0 with speed strictly between c/2 and c and not equal to 2c/3? It might be worth searching some other rules with LLSSS for such ships.

Coolberry wrote: ↑
August 22nd, 2023, 7:43 am
Anyone know this puffer that i found yesterday?

If you haven't already, you should check Jason Summers' seeds pattern collection. In this case I didn't see your two puffers, but there are different puffers in the collection that have the same output.

Edit (26 Aug 2023): here is an obnoxiously large nontrivial p15 LCM oscillator found with JLS:

Code: Select all

x = 110, y = 86, rule = B2/S
14bo10bo2$17bo4bo$14bo10bo$13bobo8bobo$12bo4bo4bo4bo$10bo2b4obo2bob4o
2bo$9bo5bo8bo5bo$12bo2bobo4bobo2bo$7bo5bo2bo6bo2bo5bo$6bo26bo$15bo8bo$
5bo2bo5bo10bo5bo2bo$4bobo2bo20bo2bobo$o2bo2bo5bo14bo5bo2bo2bo$4bob3o2b
o16bo2b3obo$6bo2bo20bo2bo$2bo2bo2bo22bo2bo2bo$6bo26bo2$49bo38bo$6bo26b
o8bo4bo42bo4bo$2bo2bo2bo22bo2bo2bo6bo2bo6bo28bo6bo2bo$6bo2bo20bo2bo10b
o7bo32bo7bo$4bob3o2bo16bo2b3obo9b2o3bobobo28bobobo3b2o$o2bo2bo5bo14bo
5bo2bo2bo6b2o3bobo6bo16bo6bobo3b2o$4bobo2bo20bo2bobo11bo9bo4bo6bo5bo4b
o9bo$5bo2bo5bo10bo5bo2bo6bo2bo3bo4bo3bo4bo3bo4bo3bo4bo3bo4bo3bo2bo$15b
o8bo19b2obo5bo5bo6bo4bo6bo5bo5bob2o$6bo26bo17bo16bo17bo$7bo5bo2bo6bo2b
o5bo$12bo2bobo4bobo2bo12bobo3bo44bo3bobo$9bo5bo8bo5bo15bo44bo$10bo2b4o
bo2bob4o2bo6bo2bob2o5bo40bo5b2obo2bo$12bo4bo4bo4bo9bo4bo52bo4bo$13bobo
8bobo10b3o58b3o$14bo10bo7bo9b2o48b2o9bo$17bo4bo12bo4bo27bo28bo4bo$33bo
bo11bo5bo7bo4bo4bo4bo7bo5bo11bobo$14bo10bo8b5o3bo4bo2bo4bo7bo2bo4bo2bo
7bo4bo2bo4bo3b5o$29bobo5bobo5bo4bo4bo2bo4bo5bo4bo4bo2bo4bo4bo5bobo5bob
o$32bo4bo14bo5bo20bo5bo14bo4bo$30bo8bo20bo16bo20bo8bo$29b3obobo66bobob
3o$37bo62bo$28bobo2b2o2bo62bo2b2o2bobo$32bobobo64bobobo$34bo4bo58bo4bo
$32bo72bo2$37bo2bo56bo2bo$38bo60bo$38bo60bo$39bo58bo$39bo58bo$37bo2bo
56bo2bo2$32bo72bo$34bo4bo58bo4bo$32bobobo64bobobo$28bobo2b2o2bo62bo2b
2o2bobo$37bo62bo$29b3obobo66bobob3o$30bo8bo20bo16bo20bo8bo$32bo4bo14bo
5bo20bo5bo14bo4bo$29bobo5bobo5bo4bo4bo2bo4bo5bo4bo4bo2bo4bo4bo5bobo5bo
bo$34b5o3bo4bo2bo4bo7bo2bo4bo2bo7bo4bo2bo4bo3b5o$33bobo11bo5bo7bo4bo4b
o4bo7bo5bo11bobo$35bo4bo27bo28bo4bo$33bo9b2o48b2o9bo$37b3o58b3o$37bo4b
o52bo4bo$36bo2bob2o5bo40bo5b2obo2bo$46bo44bo$40bobo3bo44bo3bobo2$51bo
16bo17bo$44b2obo5bo5bo6bo4bo6bo5bo5bob2o$41bo2bo3bo4bo3bo4bo3bo4bo3bo
4bo3bo4bo3bo2bo$47bo9bo4bo6bo5bo4bo9bo$46b2o3bobo6bo16bo6bobo3b2o$45b
2o3bobobo28bobobo3b2o$44bo7bo32bo7bo$44bo2bo6bo28bo6bo2bo$42bo4bo42bo
4bo$49bo38bo!

This also gives a nontrivial p12 LCM oscillator, but Lazy Boi already posted a much more interesting p12 here.

Edit 2 (26 Aug 2023): p8 oscillator found with JLS and inspired by the linked p12:

Code: Select all

x = 36, y = 15, rule = B2/S
9bo16bo$8bo18bo$8b3o14b3o$8bo2bo12bo2bo$5bo10bo2bo10bo$o11bo4b2o4bo11b
o$bo3bo24bo3bo$12bo10bo$bo3bo9bob2obo9bo3bo$o11bo10bo11bo$5bo24bo$8bo
2bo12bo2bo$8b3o14b3o$8bo18bo$9bo16bo!

Edit 3 (26 Aug 2023): much smaller p8 oscillators found with JLS:

Code: Select all

x = 17, y = 31, rule = B2/S
2bo$bo$4bo2bobo$3bo3bobo5bo$14bo$14b3o$7bo6bo$3bo5bo5bo$4bo$bo$2bo4bo
10$bo10bo$o12b2o$3bo2bobo4b2o$2bo3bobo6bo3$6bo$2bo5bo6bo$3bo9b2o$o12b
2o$bo4bo5bo!

Edit 4 (28 Aug 2023): one of the new p8 oscillators can interact with the p5 to give a nontrivial p40 LCM oscillator:

Code: Select all

x = 51, y = 40, rule = B2/S
25bo10bo2$28bo4bo$3bo3bo17bo10bo$b2o5b2o14bobo8bobo$b2o5b2o13bo4bo4bo
4bo$o9bo10bo2b4obo2bob4o2bo$20bo5bo8bo5bo$3bo3bo15bo2bobo4bobo2bo$18bo
5bo2bo6bo2bo5bo$2bo4b4o6bo26bo$26bo8bo$3bo5bo6bo2bo5bo10bo5bo2bo$6bo8b
obo2bo20bo2bobo$11bo2bo2bo5bo14bo5bo2bo2bo$15bob3o2bo16bo2b3obo$3bo3bo
9bo2bo20bo2bo$4bobo6bo2bo2bo22bo2bo2bo$17bo26bo3$17bo26bo$13bo2bo2bo
22bo2bo2bo$17bo2bo20bo2bo$15bob3o2bo16bo2b3obo$11bo2bo2bo5bo14bo5bo2bo
2bo$15bobo2bo20bo2bobo$16bo2bo5bo10bo5bo2bo$26bo8bo$17bo26bo$18bo5bo2b
o6bo2bo5bo$23bo2bobo4bobo2bo$20bo5bo8bo5bo$21bo2b4obo2bob4o2bo$23bo4bo
4bo4bo$24bobo8bobo$25bo10bo$28bo4bo2$25bo10bo!

I'm sure it's possible to construct a p3 sparker to make a nontrivial p24, but the current p3s don't seem to work.

amling · Post by **amling** » August 26th, 2023, 5:38 am

LaundryPizza03 wrote: ↑
August 5th, 2019, 1:02 pm
I strongly suspect that reduced-period c/3o is impossible.

An LLSSS recentering search run with unlimited width and carefully configured to force a top-most left-most cell on somewhere fails almost immediately so barring bugs there are indeed no strict c/3 ships. "Longest" partial is not even very long:

Code: Select all

| ................................ | ................................ | ................................ |
| ................................ | ................................ | ................................ |
| .........................*..*... | ..................*..*.......*.. | ...........*..*.......*..****... |
| ....*..*.......*..****.......*.. | ........*..****.......*..**.*... | ....****.......*..**.*.....*.*.. |
| ........*..**.*.....*..*.*...... | ....**.*.....*..*.*............. | .........*.*..........*......... |
| ..*.*..........*.......*........ | .......**.......*..***....*..... |                                  |

amling · Post by **amling** » August 29th, 2023, 3:16 pm

Sokwe wrote: ↑
August 24th, 2023, 3:52 am
I'm sure it's possible to construct a p3 sparker to make a nontrivial p24, but the current p3s don't seem to work.

Done, although also quite large:

Code: Select all

x = 114, y = 157, rule = B2/S
52bo$53b2o$48bo4b2o$42bo3bo3bo4bo$41bo2$41bo3bo$42bo5bobo4bo$48bo4b2o$
46bobo4b2o$41bo6bo3bo$39b2o3bo2$37bobobo$37bob3ob2o3b4o5bo$36bo3bobo5b
o2bo3bo$41bo13bo$49bobo$40bob3o5b2o3bobo$32bo3bo9bo2bo6bo$32bobo3b2o8b
2o5bobo$31bo4bo5b2o2bobo2b2o2bo2bobo$39bo7bo$39bo2b2o2bobo2b2o3b4o$32b
o2bo3bo2b2o2bobo5b2o$33bo2b2o17b2ob3o$33b2o6bobo2bo2bo4bo3bo$34bo2bo2b
o2b2o2b3o9bobo$37bo2bo4bobo2b2obo$37bo4bo10b4o$33bo2bo6bobo7b3o$28bobo
3bo4b2o2b2o2b3o$32b2o7bo2bo9bobo$29b2o8bo7bo3b2o$32bo3bo8bobo$30b2o2bo
3bo12b2o$30bo2bo2bo3bo4bo3bo$29bo2bo4bo2bo4bob2o3b2o$26bo8bob3o3bob3ob
o4b2o2bo$28b4o3bobo4bo3bo5bo4bo$26bo2bo3b2o2bo3bo5bobo6b2o$27bobo5bo5b
o8bo2b3o$32bobo3b2o3bo3b2o6b4o$24bobo4bo5bo2bo5b2obobo4bo$27bo3b3o8b3o
8bo3bobo$25bo3b2o5b2o3bo10bo$24b2o4b3ob2o3b2obo6b2obobo$26bo4bo8b2ob2o
$23bobo2bo2b2ob2o4bo2bo4bo3bo$44b2o$26bo9bo3bo$26bobobo2bobo3b6obo3bo
2bo$36bo14bo$25bo5bobo2bob3o10b4o$27b2obob2o2bo17bo$27bo3bo7bobo3b2o5b
o2bo$27b2ob2o4bobo$36b3o5bo4bo$33b2o3bo$29b2o8bo7b2o4bo2bo$28bo4b2o2bo
16bo$31bo5b2o15b4o$25bo5bo25bo$33bo14b2o5bo2bo$26b2o6bo$29bo8b2o7bo4bo
$36bo2bo$19bo7b2obobo6bo10b2o4bo2bo$17b2o3bo8b2o2b2ob2o17bo$23bo2bo3bo
26b4o$18bo4bo2b4o3bo26bo$16bob2ob2o5bo2bo19b2o5bo2bo$16bo3bo5b2o3b3o3b
2o$15bo2bobo29bo4bo$20bo11bo6bo$21bobo12bo16b2o4bo2bo$23bo4bob2obo26bo
5bo$14bo2bo4bo5bo8b2o21bob2o3b2o$15bo5bo7bo41bo$15b4o2bo3bo28b2o6bo3bo
b2obo$22bo2b2o5b2o29bob2obo3bo$16bo2bo3bo2b2obo6b2o15bo4bo4bo11bo$17bo
2bo4bo40b2o8b2o$17b2o13b2o4bo17b2o10bo11bo$19b2o3bo46bo3bob2obo$16b3o
3b2o2b2o6bo37bob2obo3bo$18bo5b2o8bo37bo11bo$15bobo3bo14bo20b2o16b2o8b
2o$20bo2bo2bo3bo46bo11bo$18bo2b2o7bo25bo4bo18bo3bob2obo$18bobo2bo8bo
48bob2obo3bo$26bo32b2o20bo11bo$15bobo8bo2bo54b2o8b2o$22bo63bo11bo$16b
2o71bo3bob2obo$23b2o3bo31b2o28bob2obo3bo$15b2o9bo63bo$26bo30bo4bo30b2o
3b2obo$15bobo77bo5bo$24b2o4bo27b2o39bo2bo$12bobo$23bo4b2o$13b2o44b2o$
27bo72bo2bo$12b2o13bo30bo43bo$25bo7bo28bo5bo30b4o$12bobo16bo30bo3bo32b
o$31bo26bo7bo4bo26bo2bo$9bobo$29b2o4bo23b2o8b2o$10b2o52bo34bo2bo$28bo
4b2o32bo32bo$9b2o49b2o4bobo31b4o$32bo32bo4b2o29bo5bo$9bobo20bo5bo20bo
6bo34bo6b2o$30bo5bo26bo8bo27b4o5bobo$6bobo27bo26bo3bo32bo6bobobo$61bo
5bo31bo2bo9bo$7b2o25b2o4bo28bo36b2o$105bo$6b2o25bo4b2o60bo2bobo2bo$
101bo5bobo3bo$6bobo28bo63b3o4b3obo$37bo5bo65b2obo$3bobo29bo5bo60b2o$
41bo62bo4b2o$4b2o102bo$39b2o4bo$3b2o$38bo4b2o$3bobo$42bo$obo39bo5bo$
40bo5bo$b2o43bo$2b2o$44b2o4bo$bobo$43bo4b2o$4bobo3bo$4bobobo38bo$8bobo
36bo9bo$bobo8bobo30bo13bo4bo2bo$51bo7bo2bo6bo4bo$2b2o7b3o37bo3bo6bo6bo
2bo$3b2o3b2obo37bo5bo16bo4bo$8bo3b3o42bo7b2o$2bobo7bo62b2o$7b2o4bobo
54bo$5bobob2o62bo$7bobobo54b2o4bobo$5bo3bo61bo4b2o$11bo53bo6bo$69bo8bo
$69bo3bo$67bo5bo$75bo!

p3 is so low that wide searches run easily, but they are all very resistant to termination. This was cobbled together from splittable-looking partials and one single actual branch end which I had to use four times. I'm sure it can be reduced, even beyond hiking the silly arms in, but my appetite for p3 seeds searches is exhausted for the day.

EDIT: The branch end can also reduce the LCM p15 above, e.g.:

Code: Select all

x = 74, y = 67, rule = B2/S
14bo10bo2$17bo4bo$14bo10bo$13bobo8bobo$12bo4bo4bo4bo$10bo2b4obo2bob4o
2bo$9bo5bo8bo5bo$12bo2bobo4bobo2bo$7bo5bo2bo6bo2bo5bo$6bo26bo$15bo8bo$
5bo2bo5bo10bo5bo2bo$4bobo2bo20bo2bobo$o2bo2bo5bo14bo5bo2bo2bo30bo$4bob
3o2bo16bo2b3obo26bo5bo$6bo2bo20bo2bo30bo3bo$2bo2bo2bo22bo2bo2bo26bo8bo
$6bo26bo26bo6bo$66bo4b2o$49bo11b2o4bobo$6bo26bo8bo4bo20bo$2bo2bo2bo22b
o2bo2bo6bo2bo6bo10bo$6bo2bo20bo2bo10bo7bo17b2o$4bob3o2bo16bo2b3obo9b2o
3bobobo5b2o$o2bo2bo5bo14bo5bo2bo2bo6b2o3bobo13bo4bo$4bobo2bo20bo2bobo
11bo9bo6bo2bo$5bo2bo5bo10bo5bo2bo6bo2bo3bo4bo3bo6bo4bo$15bo8bo19b2obo
5bo5bo2bo$6bo26bo17bo$7bo5bo2bo6bo2bo5bo$12bo2bobo4bobo2bo12bobo3bo$9b
o5bo8bo5bo15bo$10bo2b4obo2bob4o2bo6bo2bob2o5bo$12bo4bo4bo4bo9bo4bo$13b
obo8bobo10b3o$14bo10bo7bo9b2o8bo2bo$17bo4bo12bo4bo10bo6bo4bo$33bobo11b
o3bo6bo2bo$14bo10bo8b5o3bo4bo13bo4bo$29bobo5bobo5bo8b2o$32bo4bo26b2o$
30bo8bo19bo$29b3obobo26bo$37bo17b2o4bobo$28bobo2b2o2bo22bo4b2o$32bobob
o17bo6bo$34bo4bo18bo8bo$32bo25bo3bo$56bo5bo$37bo2bo23bo$38bo$38b4o$39b
o5bo$39bo6b2o$38b4o5bobo$38bo6bobobo$37bo2bo9bo$44b2o$43bo$38bo2bobo2b
o$39bo5bobo3bo$39b3o4b3obo$47b2obo$40b2o$42bo4b2o$46bo!

Haycat2009 · Post by **Haycat2009** » September 5th, 2023, 11:28 pm

amling wrote: ↑

August 12th, 2023, 11:49 am

Here is something perhaps more uplifting, a p5 oscillator:

Code: Select all

x = 48, y = 49, rule = B2/S
5$18b3o6b3o$16bobo2bo4bo2bobo$15bob2o10b2obo$17bo3bo4bo3bo$17bo3b6o3bo
$12bo22bo$11bob2o4b4o2b4o4b2obo$12bo22bo$12bo8bo4bo8bo$8bo8bo12bo8bo$
7bo9bo12bo9bo$8b3o4b2obo10bob2o4b3o$6b3o8bo12bo8b3o$6bo5bo22bo5bo$6bo
5bo22bo5bo$7bob2obobo18bobob2obo$10bobo22bobo$10bo26bo$10bo26bo$10bobo
22bobo$7bob2obobo18bobob2obo$6bo5bo22bo5bo$6bo5bo22bo5bo$6b3o8bo12bo8b
3o$8b3o4b2obo10bob2o4b3o$7bo9bo12bo9bo$8bo8bo12bo8bo$12bo8bo4bo8bo$12b
o22bo$11bob2o4b4o2b4o4b2obo$12bo22bo$17bo3b6o3bo$17bo3bo4bo3bo$15bob2o
10b2obo$16bobo2bo4bo2bobo$18b3o6b3o!

EDIT: The middle can even be extended as a wick:

Code: Select all

x = 72, y = 72, rule = B2/S
30b3o6b3o$28bobo2bo4bo2bobo$27bob2o10b2obo$29bo3bo4bo3bo$29bo3b6o3bo$
24bo22bo$23bob2o4b4o2b4o4b2obo$24bo22bo$24bo8bo4bo8bo$29bo12bo$20bo8bo
12bo8bo$19bob2o4b2obo10bob2o4b2obo$20bo8bo12bo8bo$20bo3bo22bo3bo$15bo
8bo22bo8bo$14bob2o4b2obo20bob2o4b2obo$15bo8bo22bo8bo$15bo40bo$20bo30bo
$11bo8bo30bo8bo$10bob2o4b2obo28bob2o4b2obo$11bo8bo30bo8bo$11bo3bo40bo
3bo$6bo8bo40bo8bo$5bob2o4b2obo38bob2o4b2obo$6bo8bo40bo8bo$6bo58bo$2bo
8bo48bo8bo$bo9bo48bo9bo$2b3o4b2obo46bob2o4b3o$3o8bo48bo8b3o$o5bo58bo5b
o$o5bo58bo5bo$bob2obobo54bobob2obo$4bobo58bobo$4bo62bo$4bo62bo$4bobo
58bobo$bob2obobo54bobob2obo$o5bo58bo5bo$o5bo58bo5bo$3o8bo48bo8b3o$2b3o
4b2obo46bob2o4b3o$bo9bo48bo9bo$2bo8bo48bo8bo$6bo58bo$6bo8bo40bo8bo$5bo
b2o4b2obo38bob2o4b2obo$6bo8bo40bo8bo$11bo3bo40bo3bo$11bo8bo30bo8bo$10b
ob2o4b2obo28bob2o4b2obo$11bo8bo30bo8bo$20bo30bo$15bo40bo$15bo8bo22bo8b
o$14bob2o4b2obo20bob2o4b2obo$15bo8bo22bo8bo$20bo3bo22bo3bo$20bo8bo12bo
8bo$19bob2o4b2obo10bob2o4b2obo$20bo8bo12bo8bo$29bo12bo$24bo8bo4bo8bo$
24bo22bo$23bob2o4b4o2b4o4b2obo$24bo22bo$29bo3b6o3bo$29bo3bo4bo3bo$27bo
b2o10b2obo$28bobo2bo4bo2bobo$30b3o6b3o!

How is a phoenix odd period oscillator possible???

squareroot12621 · Post by **squareroot12621** » September 6th, 2023, 6:55 am

Haycat2009 wrote: ↑
September 5th, 2023, 11:28 pm
How is a phoenix odd period oscillator possible???

Odd-period phoenices are impossible in Life, but not in Seeds.

Haycat2009 · Post by **Haycat2009** » September 7th, 2023, 12:53 am

squareroot12621 wrote: ↑
September 6th, 2023, 6:55 am

Haycat2009 wrote: ↑
September 5th, 2023, 11:28 pm
How is a phoenix odd period oscillator possible???
Odd-period phoenices are impossible in Life, but not in Seeds.

What transition is this caused by?

Naszvadi · Post by **Naszvadi** » September 7th, 2023, 3:18 am

Playing with the P5 oscillator - can eat p5n photon streams:

Code: Select all

x = 367, y = 171, rule = B2/S
12b3o6b3o$10bobo2bo4bo2bobo$9bob2o10b2obo$11bo3bo4bo3bo$11bo3b6o3bo$6b
o22bo$5bob2o4b4o2b4o4b2obo$6bo22bo$6bo8bo4bo8bo$2bo8bo12bo8bo$bo9bo12b
o9bo$2b3o4b2obo10bob2o4b3o$3o8bo12bo8b3o$o5bo22bo5bo$o5bo22bo5bo$bob2o
bobo18bobob2obo$4bobo22bobo$4bo26bo$4bo26bo$4bobo22bobo182bo$bob2obobo
18bobob2obo180bo$o5bo22bo5bo175bo3bo$o5bo22bo5bo158bo14bobobo$3o8bo12b
o8b3o152bo6bo9bo2bo3bo$2b3o4b2obo10bob2o4b3o155b2o4bo16bo$bo9bo12bo9bo
154bo5b3o8bo2bo$2bo8bo12bo8bo152bo2bo7b3o9b2o$6bo8bo4bo8bo149bo10b2o2b
o2bo9bobo2bobo$6bo22bo148bob3o5bo8bob3ob2o2bobo5bo$5bob2o4b4o2b4o4b2ob
o147bo5bo19bo10bo$6bo22bo146bo12bo3bo7bo3bo5bobo$11bo3b6o3bo157b2o3bob
2o2b2o13b2obo$11bo3bo4bo3bo142bobo26bo6bo5bo$9bob2o10b2obo135bo7bo2bo
3bo4b2obo10bo9bo2bo$10bobo2bo4bo2bobo148b3obobo14bo14bo$12b3o6b3o135bo
6b3ob2o3bo2bo9bo23bo$168b3o2b3o5bo7bo2bo19bo$26bo4bo24bo59bo9bo9bo9bo
9bo9bo3b3o4bo33bo$25bo4bo24bo59bo9bo9bo9bo9bo9bo7bo6bobo$25bo4bo24bo
59bo9bo9bo9bo9bo9bo7bo6bobo$26bo4bo24bo59bo9bo9bo9bo9bo9bo3b3o4bo33bo$
168b3o2b3o5bo7bo2bo19bo$12b3o6b3o135bo6b3ob2o3bo2bo9bo23bo$10bobo2bo4b
o2bobo148b3obobo14bo14bo$9bob2o10b2obo135bo7bo2bo3bo4b2obo10bo9bo2bo$
11bo3bo4bo3bo142bobo26bo6bo5bo$11bo3b6o3bo157b2o3bob2o2b2o13b2obo$6bo
22bo146bo12bo3bo7bo3bo5bobo$5bob2o4b4o2b4o4b2obo147bo5bo19bo10bo$6bo
22bo148bob3o5bo8bob3ob2o2bobo5bo$6bo8bo4bo8bo149bo10b2o2bo2bo9bobo2bob
o$2bo8bo12bo8bo152bo2bo7b3o9b2o$bo9bo12bo9bo154bo5b3o8bo2bo$2b3o4b2obo
10bob2o4b3o155b2o4bo16bo$3o8bo12bo8b3o152bo6bo9bo2bo3bo$o5bo22bo5bo
158bo14bobobo$o5bo22bo5bo175bo3bo$bob2obobo18bobob2obo180bo$4bobo22bob
o182bo$4bo26bo$4bo26bo$4bobo22bobo$bob2obobo18bobob2obo$o5bo22bo5bo$o
5bo22bo5bo$3o8bo12bo8b3o$2b3o4b2obo10bob2o4b3o$bo9bo12bo9bo$2bo8bo12bo
8bo$6bo8bo4bo8bo$6bo22bo$5bob2o4b4o2b4o4b2obo$6bo22bo$11bo3b6o3bo$11bo
3bo4bo3bo$9bob2o10b2obo$10bobo2bo4bo2bobo$12b3o6b3o305bo$323bobo4bo$
326bo3bo$33bo4bo14bo149bo9bo9bo9bo9bo9bo9bo9bo9bo9bobo27bob2obo$31bo4b
o14bo149bo9bo9bo9bo9bo9bo9bo9bo9bo9bo5bo14bobo7b3obo$31bo4bo14bo149bo
9bo9bo9bo9bo9bo9bo9bo9bo9bo7bo11bo5bo2b2o10bo$33bo4bo14bo149bo9bo9bo9b
o9bo9bo9bo9bo9bo9bo16bo4b2o9bo6bo$295b2o19bo5b2o9bo$298b2ob2obo2bo4b3o
2bo3b2obo4bobo$12b3o6b3o272bo4bobo2b2o3bo8bo8bo$10bobo2bo4bo2bobo265bo
8b4o2bo2bo7bo2bo$9bob2o10b2obo262bobo12bo8bobo5bo$11bo3bo4bo3bo265b3o
2b3obo21bo8b2o$11bo3b6o3bo263b3o2b2o5bo12bo6bo11bo$6bo22bo243bo5bo3bo
6bo9bo13bo4bo9bo$5bob2o4b4o2b4o4b2obo247bo5bo5bobobobobo$6bo22bo262bob
obo$6bo8bo4bo8bo243bo20bo40b2o$2bo8bo12bo8bo245bo57bo$bo9bo12bo9bo245b
o53bo$2b3o4b2obo10bob2o4b3o247bo59bo$3o8bo12bo8b3o240bo5bo$o5bo22bo5bo
240bob2obo2bo55bo7b4o$o5bo22bo5bo236b4obo3bo2bo56bo6bo2bobo$bob2obobo
18bobob2obo235bobo3b2o5bo59bo5b3o2bo$4bobo22bobo236bob2o2b2obo3bo62bo
4bo2bobo$4bo26bo238b2o4bo69bo3bo$4bo26bo235bobobo6bo2bo66bo2bo$4bobo
22bobo237bo8bo2bo68bo4bo$bob2obobo18bobob2obo228bo2b2o10bo3bo72bo$o5bo
22bo5bo226bob2o11bo4bo71bobo$o5bo22bo5bo228bo5bo10bo72bo2b2obobo$3o8bo
12bo8b3o232bobo6bo2bo80bo2bo$2b3o4b2obo10bob2o4b3o176bo58bobo80bobo9bo
$bo9bo12bo9bo175bobo56bobo91bo$2bo8bo12bo8bo135bo6bo16bo2bo13b2obo54bo
bo6bo2bo75bo$6bo8bo4bo8bo140b2o9bo16bo11bo3bo49bo5bo10bo74bo3b2o$6bo
22bo124bo8bo2bo13b2o13b2obo10bo5bo46bob2o11bo4bo73bo$5bob2o4b4o2b4o4b
2obo124bo3b4o6bo6bobo14b2ob2o11bo3bo3bo45bo2b2o10bo3bo80bo$6bo22bo128b
o4bo4bobo2bo2bobo6bobo7bo13b2o2b2o2bo51bo8bo2bo70bobo9bo$11bo3b6o3bo
132bo2bo6b2o21bobo2bo6bobo2bo3bo2bobo50bobobo6bo2bo79bo2bo$11bo3bo4bo
3bo130bo4b2obo14bobob2o17bo4bo5b3o55b2o4bo77bo2b2obobo$9bob2o10b2obo
127bo21b2obo12bo6bo4bobobo59bob2o2b2obo3bo72bobo$10bobo2bo4bo2bobo136b
2o10bo4bo3b3o9b2o2bo3bo4bo5bo55bobo3b2o5bo71bo$12b3o6b3o130bo5bo7bo5b
2o6bo16bo2bo5bo2bo60b4obo3bo2bo65bo4bo$155bo6b3obobobo4bo5bo8bo2bo4bo
3bo7bo4bo60bob2obo2bo63bo2bo$157bob3o4b2o13bo30bo2bo60bo5bo63bo3bo$27b
o4bo24bo59bo9bo9bo9bo9bob2obo3b2ob3o7bobo12bo10bo7bo67bo62bo4bo2bobo$
26bo4bo24bo59bo9bo9bo9bo9bo13bobo6bo3bo11bobo3bo78bo62bo5b3o2bo$26bo4b
o24bo59bo9bo9bo9bo9bo13bobo6bo3bo11bobo3bo77bo61bo6bo2bobo$27bo4bo24bo
59bo9bo9bo9bo9bob2obo3b2ob3o7bobo12bo10bo7bo126bo7b4o$157bob3o4b2o13bo
30bo2bo$155bo6b3obobobo4bo5bo8bo2bo4bo3bo7bo4bo125bo$12b3o6b3o130bo5bo
7bo5b2o6bo16bo2bo5bo2bo122bo$10bobo2bo4bo2bobo136b2o10bo4bo3b3o9b2o2bo
3bo4bo5bo122bo$9bob2o10b2obo127bo21b2obo12bo6bo4bobobo126b2o$11bo3bo4b
o3bo130bo4b2obo14bobob2o17bo4bo5b3o$11bo3b6o3bo132bo2bo6b2o21bobo2bo6b
obo2bo3bo2bobo$6bo22bo128bo4bo4bobo2bo2bobo6bobo7bo13b2o2b2o2bo111bo$
5bob2o4b4o2b4o4b2obo124bo3b4o6bo6bobo14b2ob2o11bo3bo3bo114bo$6bo22bo
124bo8bo2bo13b2o13b2obo10bo5bo114b2o$6bo8bo4bo8bo140b2o9bo16bo11bo3bo$
2bo8bo12bo8bo135bo6bo16bo2bo13b2obo147bo$bo9bo12bo9bo175bobo111bo37bo$
2b3o4b2obo10bob2o4b3o176bo120bo31bo$3o8bo12bo8b3o322bo5bo$o5bo22bo5bo
298bo10bobo10bob2obo2bo$o5bo22bo5bo300bo14b7obo3bo2bo$bob2obobo18bobob
2obo298bo2bo8bobo6bo3b2o5bo$4bobo22bobo294bo3bo2bobo14bo5b2obo3bo$4bo
26bo293bo5bo2bo16bobo4bo$4bo26bo293bo5b2o14bobo3bo6bo2bo$4bobo22bobo
302bo15bo9bo2bo$bob2obobo18bobob2obo288bo2bo14bo3b2o4bo8bo3bo$o5bo22bo
5bo293bo5bo23bo4bo$o5bo22bo5bo294b2o5bo3bo10bo10bo$3o8bo12bo8b3o287bo
4bo2b3o4bo7b3o3bo6bo2bo$2b3o4b2obo10bob2o4b3o297bobo6bo5bo4bobo$bo9bo
12bo9bo296bobo6bo5bo4bobo$2bo8bo12bo8bo289bo4bo2b3o4bo7b3o3bo6bo2bo$6b
o8bo4bo8bo300b2o5bo3bo10bo10bo$6bo22bo299bo5bo23bo4bo$5bob2o4b4o2b4o4b
2obo292bo2bo14bo3b2o4bo8bo3bo$6bo22bo304bo15bo9bo2bo$11bo3b6o3bo300bo
5b2o14bobo3bo6bo2bo$11bo3bo4bo3bo300bo5bo2bo16bobo4bo$9bob2o10b2obo
299bo3bo2bobo14bo5b2obo3bo$10bobo2bo4bo2bobo307bo2bo8bobo6bo3b2o5bo$
12b3o6b3o312bo14b7obo3bo2bo$334bo10bobo10bob2obo2bo$358bo5bo$328bo2bo
31bo$362bo$361bo!

amling · Post by **amling** » October 28th, 2023, 2:05 pm

P5 oscillator can also be supported by p5 photon streams:

Code: Select all

x = 58, y = 114, rule = B2/S
24bo8bo$24bobo4bobo$24b2o6b2o$24bo8bo2$22b2o3bo2bo3b2o$20bo5bo4bo5bo$
20bo4bo6bo4bo$18b3o4bo6bo4b3o$17b2o20b2o$17bob2ob3o8b3ob2obo$15b3ob2ob
o12bob2ob3o$21b2o12b2o$14bo4b3o14b3o4bo$13b2o4bo18bo4b2o$11bo7bo18bo7b
o$11bo4b2o22b2o4bo$9b3o4bo24bo4b3o$8b2o38b2o$8bob2ob3o26b3ob2obo$6b3ob
2obo30bob2ob3o$12b2o30b2o$5bo4b3o32b3o4bo$5bo4bo36bo4bo$4o6bo36bo6b4o$
2bo4b2o40b2o4bo$bo4bo44bo4bo$5bo46bo4$7b2o40b2o2$6bo2bo38bo2bo3$7b2o
40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo
2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6b
o2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o
40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo
2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6b
o2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo3$7b2o40b2o2$6bo2bo38bo2bo!

Haycat2009 · Post by **Haycat2009** » January 22nd, 2024, 11:14 pm

Periodic patterns endemic to seeds are impossible, isotopic or outer-totalistic!

Juicy proof:

Take a 3x3 square. This is the S8 transition. As no cells survive, the Center cell would have to born by 0 neighbours before the 8x8 square. This creates a contradiction, thus the 8x8 square is a garden of eden, and the S8 transition will never be triggered.

In other words: B2/S is the same as B2/S8 from T=1. Ha!

confocaloid · Post by **confocaloid** » January 23rd, 2024, 1:55 am

Haycat2009 wrote: ↑
January 22nd, 2024, 11:14 pm
Periodic patterns endemic to seeds are impossible, isotopic or outer-totalistic!
[...]
In other words: B2/S is the same as B2/S8 from T=1. Ha!

Technically, there are no periodic patterns endemic to the evolution rule B2/S (but that was already known, and has a simple proof - see quoted posts below).

However, I disagree with the claim "B2/S is the same as B2/S8 from T=1". If the entire universe is filled with alive cells at T = 0, then it will remain filled with alive cells under B2/S8. Large finite rectangles consisting of alive cells continue to evolve differently in B2/S8 even after T = 1:

Code: Select all

x = 71, y = 46, rule = B2/S8
71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$
71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$
71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o$71o!

Actually, I think that the whole approach "endemic patterns are impossible" is unsatisfying. The idea of a CA evolution rule is to determine behaviour of patterns. If a certain 3x3 condition can never form during evolution, then it would make more sense to ignore existence of that 3x3 condition, when deciding whether or not a pattern is endemic. (In other words, a pattern is considered endemic when every condition that could form during evolution actually forms at some point.)

Without the periodicity requirement, the following collision is as endemic as one could get in Seeds. This collision evolves identically in eight rules (optional Hensel conditions S7c, S7e, S8), and neither of those three conditions can possibly form during evolution in B2/S unless present in the first generation (see the quoted posts):

Code: Select all

x = 21, y = 7, rule = B2/S
o$2bo$2bo$o19bo$18bo$18bo$20bo!

Now, is there a stationary oscillating pattern with the same property of being endemic to Seeds, ignoring 3x3 conditions that cannot occur at all during evolution? For example, the p5 oscillator by amling works identically in multiple rules, from B2/S through to B24cqyz5ciky6-k78/S3ik4ceijwy5-kn678. Is it possible to add other oscillators to the pattern to reduce the set of optional Hensel conditions to { S7c, S7e, S8 }?

Rhombic wrote: ↑
April 4th, 2017, 8:42 am
Any proof for how no evolved pattern (say, more than 5 generations from a random soup) in Seeds can have a live cell with 7 or 8 neighbours? i.e. B2/S78, B2/S8 and B2/S7 are equivalent to B2/S

_zM wrote: ↑
April 4th, 2017, 9:56 am
A live cell in Seeds has to be born from two live cells around it. These cells have to be dead in the next generation, because there is no survival condition in Seeds. Thus, any live cell has less than seven live neighbors.

dvgrn wrote: ↑
December 10th, 2018, 10:09 pm
[...]
Also maybe worth mentioning: Genaro Juárez Martínez and others have written a number of papers about a rule they call the "Diffusion Rule", B2/S7. As far as I can tell, this rule is really just B2/S in disguise. The S7 part of the "Diffusion Rule" can only be triggered by live cells with seven live neighbors in the initial condition, and spaceships and other long-lasting patterns described in the papers don't seem to include any S7 behavior, as far as I've seen.

There's a good reason for this: you can make an infinite stable agar of seven-neighbor ON cells, but a finite area containing such cells will inevitably shrink from the edges at the speed of light, surviving (at best) a number of ticks equal to the radius of the area. After any primordial 7-neighbor ON cells have disappeared, there's no way for them to reappear, so B2/S7 emulates B2/S from then on.

confocaloid · Post by **confocaloid** » January 23rd, 2024, 1:01 pm

muzik wrote: ↑
December 12th, 2021, 5:50 pm
This rule has plenty of agars which can easily be found simply by running a pattern on a desired bounded grid. I don't know if anyone has attempted to enumerate these yet. [...]

p5 width 8n, probably known

Code: Select all

x = 16, y = 2, rule = B2/S:T16,0
2obo2bob2obo2bo$2bob2obo2bob2obo!

p13 in 12x8 torus

Code: Select all

x = 12, y = 8, rule = B2/S:T12,8
8bobo2$o5b2o3bo2$8bobo$3bo2$3bo!

p23 in 14x7 torus

Code: Select all

x = 14, y = 7, rule = B2/S:T14,7
4bo4bo$5bo2bo2$3o8b3o2$5bo2bo$4bo4bo!

p23 in 12x9 torus

Code: Select all

x = 6, y = 4, rule = B2/S:T12,9
2o3$4b2o!

p59 in 12x8 torus

Code: Select all

x = 4, y = 3, rule = B2/S:T12,8
2o$o2bo$2b2o!

p71 in 14x7 torus

Code: Select all

x = 5, y = 7, rule = B2/S:T14,7
o3bo$o3bo$o3bo2$o3bo$o3bo$o3bo!

p73 in 12x12 torus

Code: Select all

x = 12, y = 12, rule = B2/S:T12,12
o10bo$5b2o9$o10bo$5b2o!

p101 in 12x8 torus

Code: Select all

x = 9, y = 5, rule = B2/S:T12,8
2bo$2bo5bo$2bo3bo$o5bo$6bo!

muzik wrote: ↑
December 12th, 2021, 5:50 pm
And this incredible cross surface p2390:
Code: Select all
x = 9, y = 9, rule = B2/S:C9,9
3bo3bo$o2b2ob2o$o$2o2$3bo$2o2bo$bo$bo4bo!

p937596 in 11x11 torus

Code: Select all

x = 11, y = 11, rule = B2/S:T11,11
8bo$o9bo9$10bo!

p907258 in 11x11 torus

Code: Select all

x = 11, y = 11, rule = B2/S:T11,11
o4$5bo6$9b2o!

p187416 in 12x9 torus

Code: Select all

x = 4, y = 3, rule = B2/S:T12,9
bobo$3bo$obo!

p19548 in 12x9 torus

Code: Select all

x = 12, y = 9, rule = B2/S:T12,9
8bo$2bo5$8bo$obobo$11bo!

p10548 in 10x10 torus

Code: Select all

x = 10, y = 10, rule = B2/S:T10,10
o3bo4bo4$bo7bo5$3bo!

p3114 in 9x9 torus

Code: Select all

x = 9, y = 9, rule = B2/S:T9,9
b3o$3bobo2bo2$o3b2o$o3b2o2bo$o5bo2$5bo$o!

p1908 in 9x9 torus

Code: Select all

x = 9, y = 9, rule = B2/S:T9,9
3ob5o$bo2bob2o$3bo2$7b2o$bo4bo$bo4bo$b2obobo$3b3o!

p1108 in 9x9 torus

Code: Select all

x = 9, y = 9, rule = B2/S:T9,9
bo$4bo$bo2bobobo$3o4bo$8bo$bo$bob2o$bo5bo$b2o4bo!

amling · Post by **amling** » March 10th, 2024, 12:43 pm

I ran some 2c/6 searches but no luck. These were LLSSS recentering searches so definition of "width" is complicated, but for what memory I have available this is as far as I could get:

GSE:

Code: Select all

x = 34, y = 103, rule = B2/S
26bo$6bobo15bo$4bo3bo13bo$2bobo2bo6bo6bo5bo$3b3o2b2o3bo6bo8b2o$9bo3b3o
3bo8bo2bo$13bo8b2ob3o$4bo3bo5bo8bo$8bo9bo4bo$9bobo4bobob3o2bo2bo$6b2o
4bobo9bo$6bo2bo$6bo9bo7bo$7bo7bo7b3o$9bo13bob2o$8bo14bo2bobo$12bo$5bo
18bobo$6b2o16bo2bo$3bobo8bo5bo7b2o$14bobo3bo3bo$21b2o7b2o$2b6o5bo3bo6b
o3bo3bo$6bo$4bo4bo2b2o9bo3bobo2bo$4bo17bo4bob3o$b2obo2b2o3bo9bo$o4bo5b
o9b3ob2ob6o$5bo17b3o4b2o$28b2o2bo$6bo2bo14b2o4bo$7bobo2bo7bo4bo$12bo5b
obo2bo2bo$16bo10bo$8bo5b2o6bo$5bo2bob3o3b2o3bo6bo$7b3o7b2o2bobo$5bobo
5b2o4bo$8bo3b2o12bobo$6b2o3bo7b3o4bo$8bo3bo7bo2bo$13b2o4bo7b2o$11bo3bo
2b2o7b3o$bobo7bo3bo3bo$o3b2obo3bo7bo3bo2bo$5b2o4bo5bo5bo7b2o$7b2o8bobo
4bo6bobo$15bobo3bo9bo$23bo6bo$4bobo20bo2bo$25b2o$9bo15b2o$4b2o5bo9bo2b
o$5bo3bo3bo6bo$8b2ob2o4b3o6bo$3bobo3bo17bo$4bo7bo4bo10bobo$2b2o3bobo
10bo6bo$4bo21b2o$4bobo16bo3bo$5bo2bo3bo3bo6b2o2bo$4bo7b2o6b2o6b2o$4b3o
3bo2bo2bo2bo3bo$7bo5bo5bo6bo3bo$6bo2bo2bo6b3o3bob2o$4bob2ob2o4bo2bo5bo
b3o2bo$3bo9bo12bo3bo$7bo7bobo4b2o3b3o$3bobobo6bo7bo4bo$4b2obo5bo5bob3o
3bobo3bo$3bo9b4obo5bo2bobo$3bobo5bobo2bob3o3bo2bobo$2bob2o4b2obo3b2o4b
o6bo$2bobob3o4bobo12bobo$2obo7bo6bob2obobo2bo4bo$10bo2bobo2bo6bo3b2o$b
o6bo4b2o3bo4bobo2bo$16bo2bo6b3o$10bo7bo4bo$3bo5bo11bob2o$7bobo2b2o$6b
2o8b2o2bo4bo$8bo4bo3b2o5bo$15bo2$7bo7b3o3b3o$5bo8b2o4b2o3bobo$4bo5b2o
8b2obobo$3bo16bo4bo2b2o$8bo17b2o$2bo7bob2o3b3o$2bo3bo4bo2b3o2bo2b2o$bo
3bobo15bobo2b3o$2b3o3b4o2b3obo5bo2bo4bo$4bo8bo2bobob2ob5o$9bobo9bo2bo
3bo2bo$4bo4bo18bo$b2o12bo3bo4bo4bo$7bo2bo3bo3bo5b2o$bo12bo4bo4b2ob2o2b
o$4b3o11b2o4b3obo2bo$3o4b2ob4obo7bo6bo$2bo!

Odd:

Code: Select all

x = 35, y = 75, rule = B2/S
o4b2obo17bob2o4bo$bobo2b2o2bo13bo2b2o2bobo$6b3o2bo11bo2b3o$5bob2o17b2o
bo$9b4o9b4o$10bobo9bobo$7bob2o2b2o5b2o2b2obo$16bobo$11bo11bo$8bo6bo3bo
6bo$7bob2o13b2obo$8bo17bo$10b2o5bo5b2o$9bo5bobobo5bo$7bo7bobobo7bo$10b
o13bo2$6bo3bo3bo5bo3bo3bo$5bo8bobobobo8bo$5bo7bo7bo7bo$3bo4bo17bo4bo$
7bo2bo4bo3bo4bo2bo$7bo19bo$4b2obobo4b2o3b2o4bobob2o$7bobobo3bo3bo3bobo
bo$16b3o$8b2o2b3o5b3o2b2o$8bo2bo11bo2bo$3b2o3b3o4bo3bo4b3o3b2o$12b2o3b
o3b2o$bo3bo5bo11bo5bo3bo$5b3o5bo7bo5b3o$o4bo2bo17bo2bo4bo$bo2b2o23b2o
2bo$bobo4b2o15b2o4bobo$7bobo15bobo$8bob2o11b2obo$9bo2bob2o3b2obo2bo$
11bo11bo$15bo3bo$14bo2bo2bo$10bo13bo$11bo11bo$8bo5bo5bo5bo$6bo8bo3bo8b
o$14bo5bo$7bo2b2o11b2o2bo$8b2o2bob3ob3obo2b2o$8bo7bobo7bo$7bo5bo7bo5bo
$6bo2b2o5bobo5b2o2bo$5bo4bo2bo7bo2bo4bo$4bo5b3o9b3o5bo$3bo3b4o13b4o3bo
$12bo9bo$bo5bo2bo2bo2bobo2bo2bo2bo5bo$4b2o2b2o3bo2bobo2bo3b2o2b2o$2b4o
4b2o3bo3bo3b2o4b4o$4bobobo5bo5bo5bobobo$4bo5bo13bo5bo$4bo9bo5bo9bo$9bo
15bo$4bo11b3o11bo$3b2o3b2o3bo7bo3b2o3b2o$3bob3o2bob2o7b2obo2b3obo$3bo
5bo4bo5bo4bo5bo$b2o10bobo3bobo10b2o$4bo4bo3b2obobob2o3bo4bo$4bo10bo3bo
10bo$2b3o6b2ob2obob2ob2o6b3o$3bo2bo6b2o5b2o6bo2bo$7bo5bo7bo5bo$14b2obo
b2o$ob2o2b2o3bo11bo3b2o2b2obo$3bo3bo4bo2bo3bo2bo4bo3bo!

Even:

Code: Select all

x = 38, y = 69, rule = B2/S
bo4b2obo18bob2o4bo$2bobo2b2o2bo14bo2b2o2bobo$7b3o2bo12bo2b3o$5bo2b5o3b
o4bo3b5o2bo$5bo7bo3bo2bo3bo7bo$5bo26bo$4bob4o8b2o8b4obo$10b3o12b3o$11b
o14bo2$10bo16bo$9b3obo3bo2bo3bob3o$4bo2bo3bo6b2o6bo3bo2bo$9bo5b2o4b2o
5bo$7b2o20b2o$8bo8bo2bo8bo$9bob2o12b2obo2$5b2o4bo14bo4b2o$4bobo7bobo4b
obo7bobo$6b3o8bo2bo8b3o$9b2o2bo10bo2b2o$9bo5bo2b2o2bo5bo$5bobo2bo16bo
2bobo$4bo3b3o16b3o3bo2$10bo16bo$9bobo3bo6bo3bobo$9bobo2b2o6b2o2bobo$5b
o3bo4bo8bo4bo3bo$12b2o2bo4bo2b2o$14bobo4bobo$9bobo14bobo$9bo2bo12bo2bo
$5bobo2bobo12bobo2bobo$3bo3bo22bo3bo$7bo22bo$bobobo26bobobo$2bo2b2o24b
2o2bo$o3bo4bobo14bobo4bo3bo$6bo7bo8bo7bo$3b3o3bo5bo6bo5bo3b3o2$13bo10b
o$7bobo3bo3bo2bo3bo3bobo$14bo8bo$5bob2o3bo4bo2bo4bo3b2obo$6bo9bo4bo9bo
$13b3o6b3o$10bob2o10b2obo$6bobo3bo5b2o5bo3bobo$5bobo4bobo2bo2bo2bobo4b
obo$13b3o6b3o$4bo2b2obo2b2o8b2o2bob2o2bo$7bo6bo3b2o3bo6bo$3bo3bo5bo3bo
2bo3bo5bo3bo$7bo3b3o3bo2bo3b3o3bo$3bo2bo10bo2bo10bo2bo$6b2o3bo4bo4bo4b
o3b2o$16bo4bo$5bo4bo7b2o7bo4bo$4bobob2o2b2obo2b2o2bob2o2b2obobo$4bobo
24bobo$4bo2bo4b2o4b2o4b2o4bo2bo2$8b2o8b2o8b2o$8b2o3bo10bo3b2o$3b2obo3b
o2bo2bo4bo2bo2bo3bob2o$7bobo4bo8bo4bobo!

GSO:

Code: Select all

x = 35, y = 57, rule = B2/S
13bo$11bo4b4o2bo$10bo11bo$16bo5bo$10bo4bo$7bo11bo8bo$5bo3bo6bo2b3o6bob
o$23bobo3bo$5bo8b2obob3obobo3b3o$7bob2o6bo2bo2bob3o$4b3o2bo10bo4bo2bo$
3bo2bo2bobobo6bo3bo$13bo6bo2bo4bo$3bobo8bo4bo2b2o3b2o$6bo3b2o8bo3bo3bo
$4bo9bo9bo2bobo$22bo2bo3bo$13bo7bo3bo6bo$4bo4bo11bo10bobo$b2o3b2o6bo4b
o2bo3bo2bob3o$o2bo13bo6bob2o$6b3obo7b3ob2obo$8b3o10bo2bo$2bo13bo7bo4bo
$13bo2bo4bo6bo$5bo4bo2bobo$9b2obo2bobo5b2o$15bo2b2o3bo$10bo4b2o6bo$11b
o13bo$25bobo$8b2o2b3o4b2o2bo2bo$7bo2bo3bo11bo$13bo2b3o$11bobo5bo$12bo
5bo4bo$23bo2b2o$5bo3bo10bo2bobo$6b2o19b2obo$5bo6bo3b2o2b2o2b2o2bobo$5b
2obo4bo3bo6bo4bob2o$6b2o8bo5bo7bo$16bo3b2obo5b2o$3b2o3bo4bo6bo5b2o$6b
2obobo2bo8b2o5b2o$5bo7b2o7bo2bo$6bo6bo5bobo9bo$8bo8b2o2bobobo$4bob5o6b
o3bo2bo4bo$6bo2b2o3bo$6bo3b2obo4bo5b2obo$4bo8bobo2bo4bobo3bobo$4bo3bob
o5b3o3bo5b2o$2b2o6bob2o7bo3bo2b2o3bo$5bo3b2o4bo6bobo5bo$3o11bo4bo3bo6b
o3bo$7b2o3bobobobo4bo4b2o!

Asymmetric:

Code: Select all

x = 19, y = 39, rule = B2/S
6bo$6bobo$8bobo$b3o5bobo$o3bo5bobo$6b6o$3bo$4bobo8bo$15bo$12bo3b2o$5bo
6bo2bo$10b2ob3o$7bo5bo$7bo3bo2bo$2bob2o6bo2bo$bo2bo7bo$9bo$2bo2bo11bo$
9bobobobo$3bo2bo4bo3bo2$6bo4bo3bo$9bo$6b2obo$4bobobob3obo$5b2o4b4o$9bo
4bo$7bo3bo4bo$3bo3bobobo6bo$3bo9bo2bo$2bo10b4o$16bobo$6bobobo3b2o$2bo
2b3o3bo2bo$9bo2bo4bo$13b2obo$5bo7b4o$4b2o2bobo$7b2o9bo!

Along the way there were a few period divisions to strict c/3 but they were all either (a) at the beginning and it is known pure c/3 ships cannot exist or (b) very weird and almost certainly incompletable in strict c/3 e.g. this from the GSE search (note how weird the two Y rows of c/3 are):

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|                       |                       |                       | ..................... | ..................... | ..................... |
| ..................... | ..................... | ..................... | ..................... | ..................... | ..................... |
| ..................... | ..................... | ..................... | .............*....... | ............*........ | .............*....... |
| ..................... | .............*....... | ............*.*...... | ...........*......... | ..........*.*........ | .............*....... |
| ............*.*...... | ...........*...*..... | ..........*..*....... | .........*........... | ........*.*.......... | .......*.......*.*... |
| ............*...*.... | ...........*..*...... | ..........*.**....... | ........*.....*...... | .......*.*.....***... | ......*...*...*...*.. |
| ......*......*..*.*.. | .......*......*...... | ........*****........ | .......*........**... | ......*.*.....*...*.. | ............**....... |
| .......*...**..***... | ........*.*..**...*.. | .......*...*....**... | ......*........*..*.. | .......******........ | ......*......***..... |
| .....***...*......... | ..........*....*.*... | .......**.......*.*.. | .........**.***...... | ...............*..... | .......*......*...... |
| .......*............. | ........*..**........ | .......*.*...**.*.... | ..........*.......... | ............*.*...... | .............*.*..... |
| ......*.....*...*.... | .......*...*.*....... | ......*.*.*.......... | .....*............... | ....*................ | ...*.........*....... |
| ............*........ | .....*............... | ....*....***.**...... | .....*.*............. | ...*....*............ | ....*..*............. |
| ....*.......*........ | .....*.**.*..*....... | .........*.**........ | ...***..*............ | .......*............. | ..***.*..**.......... |
| ......*.***.......... | .....*.*....*........ | ....*......*.*....... | *.................... | ...*..*..*.*......... | ..*.**..*.*.......... |
| .*.........*......... | .......**............ | ..................... | .....*....*.*........ | ...*..*.............. | ..*.**..*.*.......... |
| ..................... | ..................... | ......*..*........... | ...***..*.*.......... | .......*............. | ..**.*....**......... |
| .......*............. | ......*.*............ | ...**....*........... | *....*..*............ | ..*...*...**......... | .......*.*..*........ |
| .*.....*....*........ | ...**.*.*............ | ...........*......... | *.*.....**..*........ | ...***....*..*....... | .*.....*.*..*.*...... |
| .*.**................ | .....***..*.*........ | *..*.....*...*....... | ....*...*.*.*........ | ..*..*.*......*...... | .............*....... |
| ......*...**......... | .......*....*........ | .....*..*............ | **..*....**..**...... | ...*................. | .*..*.*.***..***..... |
| ***..**....*......... | ............*........ | *..........*.*....... | .....***....*........ | ..*......**...*...... | ...*.......***....... |
| ..**.*.*............. | ..................... | ......*.............. | .*...*.*....*........ | ...........*.*....... | ....**.***..*.*...... |
| *.*.................. | .....*.*............. | ..*...*.............. | ....*...*............ | ****.***............. | .........**.*........ |
| ...*..*.............. | ***.................. | ...**.***............ | ..*.................. | .*.*.*..**........... | ..................... |
| ....****............. | *..*....*............ | ....*................ | .*....*.*............ | *..*.*.*............. | .*.......*........... |
| *.......*..*......... | .*..*................ | *.**................. | .*..*................ | .....*.*............. | ..................... |
| *.................... | ..................... | ..................... | .***................. | .......*............. | .................*... |
| *.................... | .......*............. | .................*... | ********............. | ........**********... | **.**.**............. |
| ********............. | ........**********... | **.**.**............. | .........**.**.**.*.. |                       |                       |
| .........**.**.**.*.. |                       |                       |                       |                       |                       |

confocaloid · Post by **confocaloid** » March 15th, 2024, 9:49 am

Code: Select all

x = 72, y = 72, rule = B2/S:T72,72
3$5bobo9bobo9bobo9bobo9bobo9bobo$7bo11bo11bo11bo11bo11bo$4bobo9bobo9bo
bo9bobo9bobo9bobo7$5bobo9bobo9bobo9bobo9bobo9bobo$7bo11bo11bo11bo11bo
11bo$4bobo9bobo9bobo9bobo9bobo9bobo7$5bobo9bobo9bobo9bobo9bobo9bobo$7b
o11bo11bo11bo11bo11bo$4bobo9bobo9bobo9bobo9bobo9bobo7$5bobo9bobo9bobo
9bobo9bobo9bobo$7bo11bo11bo11bo11bo11bo$4bobo9bobo9bobo9bobo9bobo9bobo
7$5bobo9bobo9bobo9bobo9bobo9bobo$7bo11bo11bo11bo11bo11bo$4bobo9bobo9bo
bo9bobo9bobo9bobo7$5bobo9bobo9bobo9bobo9bobo9bobo$7bo11bo11bo11bo11bo
11bo$4bobo9bobo9bobo9bobo9bobo9bobo7$5bobo9bobo9bobo9bobo9bobo9bobo$7b
o11bo11bo11bo11bo11bo$4bobo9bobo9bobo9bobo9bobo9bobo7$5bobo9bobo9bobo
9bobo9bobo9bobo$7bo11bo11bo11bo11bo11bo$4bobo9bobo9bobo9bobo9bobo9bobo!

I believe this p187416 agar is endemic to Seeds within the isotropic D78 rulespace.
In other words, it is a periodic reaction that at some point queries every isotropic 3x3 condition in the ruleset, except for S7c, S7e, S8.
Combined with the known fact that no periodic reaction in Seeds can query either of S7c, S7e, S8, that means the above agar is in a sense "as close to being isotropically endemic to Seeds as one could get".

Are there finite periodic patterns (in the usual topology "infinite plane without wraparound") with the same property? In other words, is there a finite oscillator or a spaceship that is endemic to Seeds within the isotropic D78 rulespace?

Sokwe wrote: ↑
August 24th, 2023, 3:52 am
Edit (26 Aug 2023): here is an obnoxiously large nontrivial p15 LCM oscillator found with JLS: [...]
Edit 4 (28 Aug 2023): one of the new p8 oscillators can interact with the p5 to give a nontrivial p40 LCM oscillator: [...]

amling wrote: ↑
August 29th, 2023, 3:16 pm

Sokwe wrote: ↑
August 24th, 2023, 3:52 am
I'm sure it's possible to construct a p3 sparker to make a nontrivial p24, but the current p3s don't seem to work.
Done, although also quite large: [...]

Looking for (nearly-)endemic oscillators/spaceships might be a case when larger means better. I combined several known oscillators into the following (trivial) p120 oscillator that evolves in the same way in only 2^10 = 1024 two-state range-1 isotropic CA.
Are there finite oscillators querying B7c, B8, S5e, S6c, S6e, S6k, S6n?

Code: Select all

#C A trivial p120 oscillator that queries the majority of isotropic 3x3 conditions
#C in the ruleset B2/S. The only remaining optional conditions are:
#C B7c B8 S5e S6c S6e S6k S6n S7c S7e S8
#C Out of those, S7c, S7e, S8 cannot be queried by any periodic reaction in Seeds.
#C Are there finite oscillators querying the other seven conditions?
#C
x = 231, y = 147, rule = B2/S
62bo12bo$55bo4bo16bo4bo$57bo2bo16bo2bo$57bo6bo8bo6bo$52bo5bo20bo5bo$
62b2o10b2o$53b2o5bo16bo5b2o$56bo24bo$50bo9b2o14b2o9bo$48bo5bo8bo3bo6bo
8bo5bo$50bo5b2o5bobo4bobobo5b2o5bo$50bo11bo2bobo4bo2bo11bo$46bo11bo11b
o8bo11bo$48bob4o30b4obo$38bo4b4o5b3o28b3o5b4o4bo$38bobo4bo8bo28bo8bo4b
obo$37bo3b2o11bo28bo11b2o3bo$41bobo8b4o26b4o8bobo$43bo5bo5bo26bo5bo5bo
$36bo3bo2bo2bobo4bo2bo24bo2bo4bobo2bo2bo3bo$37bob2o7bo40bo7b2obo$37bo
2b3o52b3o2bo$54bo2bo22bo2bo$42bobo11bo24bo11bobo$42bobo11bo24bo11bobo$
39b2o4bo9bo26bo9bo4b2o$55bo26bo$38bo15bo2bo22bo2bo15bo2$41bo2bo48bo2bo
$43bo11bo2bo20bo2bo11bo$43bo13bo22bo13bo$42bo14bo22bo14bo$42bo12bo26bo
12bo99bo$41bo2bo10bo26bo10bo2bo94bo4b2o$54bo2bo22bo2bo105b2o$196b2obo$
188b3o4b3obo$42bo2bo7bo2bo24bo2bo7bo2bo92bo5bobo3bo$43bo11bo26bo11bo
92bo2bobo2bo$43bo11bo26bo11bo97bo$44bo9bo28bo9bo99b2o$44bo9bo28bo9bo
105bo$42bo2bo7bo2bo24bo2bo7bo2bo81bo8bo2bo4bobobo$173bo4b2o4bobo2bobo
4bobo$171b2o6bobo4b4o5b2o$54bo2bo22bo2bo93bobo5b2o2b2o3bo$41bo2bo10bo
26bo10bo2bo72bobobo5b2o3bo6bo$42bo12bo26bo12bo71b2o2bo9bo$42bo14bo22bo
14bo$43bo13bo22bo13bo73bo$43bo11bo2bo20bo2bo11bo71bob2o2bo$41bo2bo48bo
2bo69bo4bo$165bo2b2obo$38bo15bo2bo22bo2bo15bo69bo$55bo26bo$39b2o4bo9bo
26bo9bo4b2o65bo4b2o$42bobo11bo24bo11bobo66b2o4bo$42bobo11bo24bo11bobo$
54bo2bo22bo2bo79bo$37bo2b3o52b3o2bo60bob2o2bo$37bob2o7bo40bo7b2obo60bo
4bo$36bo3bo2bo2bobo4bo2bo24bo2bo4bobo2bo2bo3bo58bo2b2obo$43bo5bo5bo26b
o5bo5bo69bo$41bobo8b4o26b4o8bobo$37bo3b2o11bo28bo11b2o3bo58bo4b2o$38bo
bo4bo8bo28bo8bo4bobo57b2o4bo$38bo4b4o5b3o28b3o5b4o4bo$48bob4o30b4obo
68bo68bo$46bo11bo11bo8bo11bo64bob2o2bo56bo5bo$50bo11bo2bobo4bo2bo11bo
68bo4bo59bo3bo$50bo5b2o5bobo4bobobo5b2o5bo67bo2b2obo59bo8bo$30b3o6b3o
6bo5bo8bo3bo6bo8bo5bo69bo57bo6bo$28bobo2bo4bo2bobo6bo9b2o14b2o9bo135bo
4b2o$27bob2o10b2obo11bo24bo72bo4b2o28bo28b2o4bobo$29bo3bo4bo3bo10b2o5b
o16bo5b2o67b2o4bo22bo5bo37bo$29bo3b6o3bo19b2o10b2o107bo3bo34bo$24bo22b
o4bo5bo20bo5bo67bo29bo8bo24b2o8b2o$23bob2o4b4o2b4o4b2obo8bo6bo8bo6bo
70bob2o2bo21bo6bo$24bo22bo9bo2bo16bo2bo70bo4bo28bo4b2o24bo7bo4bo$24bo
8bo4bo8bo7bo4bo16bo4bo67bo2b2obo23b2o4bobo31bo3bo$29bo12bo19bo12bo78bo
32bo32bo5bo$20bo8bo12bo8bo132bo31bo$19bob2o4b2obo10bob2o4b2obo98bo2b2o
33b2o$20bo8bo12bo8bo97bobobo17bo7b2o36b2o$20bo3bo22bo3bo49bo43bo17bo5b
o16bo4bo$15bo8bo22bo8bo38bo3bo43b2o5b2o13bo3bo6bo6bo2bo$14bob2o4b2obo
20bob2o4b2obo39bobobo16bo22bobo5bo15bo7bo2bo6bo4bo27b2o$15bo8bo22bo8bo
38bobob2o11bo3bo20bo5bobo9bo5bo11bo4bo2bo$15bo40bo31bo3bobo2bo15b2obob
o16b2o5b2o13bo3bo9bo43bo4bo$20bo30bo41bo3bobo3bo2bo7bob2o15bobo5bo15bo
5bo$11bo8bo30bo8bo13bo9bo4b2obob2o2b2o3b2o7bo2b2o12bo5bobo9bo5bo64b2o$
10bob2o4b2obo28bob2o4b2obo13b2o5b2o14bobo2b2obo5bo2bo4bo6b2o5b2o13bo3b
o$11bo8bo30bo8bo14b2o5b2o18b3o6bo3bo2bo6bobo5bo15bo5bo$11bo3bo40bo3bo
16bo3bo13bobo9bobobobo5b2obo4bobo9bo5bo$6bo8bo40bo8bo22b2ob2o2bobo4bo
4bobo7bo8b2o13bo3bo71b2o$5bob2o4b2obo38bob2o4b2obo14b2o5bo3bo9bo12bo4b
o4bo15bo5bo62bo$6bo8bo40bo8bo22bo2bob2o5b2o3bo4bobobo2bo2bo10bo5bo74bo
6bo$6bo58bo11b2obo2bo4b2o4b2ob2o2bo3bo5bo4bo5bo10bo3bo68bo5bo$2bo8bo
48bo8bo26bo4b2o2bob2o2b2obob2o15bo5bo74b2o$bo9bo48bo9bo10b2o10bobob2ob
o11b2o3bo7bo3bo77b2o$2b3o4b2obo46bob2o4b3o32bobo3bob3o10bo5bo71bo8bo5b
o$3o8bo48bo8b3o13bo2bo3bo8bo3b2o11bo2bobobo5bo71bo6bo$o5bo58bo5bo6bobo
7bo3bo2bob2ob2o2b2o6bo3bobo2b2o2bo71bo5bo8bo$o5bo58bo5bo5bo3bo7bo2bo2b
ob2o4bo9bo4bobo4bo79b2o$bob2obobo54bobob2obo13bo2b2obo9bo5bo7b2o3bobo
3bo3bo68b2o$4bobo58bobo17bo2b2o2bo8b2o2bo4b2o5bo2b3ob2obo64bo8bo5bo$4b
o62bo17bob2o5bob3o6bobo4bo3bo3bo4bobobo3bo5b4o5bo45bo6bo$4bo62bo26bo
14bo2bo3bo10bo2b3o2bo3bo2bo3bo4bo5bo30bo5bo8bo$4bobo58bobo19b2o10bob3o
7b4o2bobo11bo2b2o10bo4bo3bo40b2o$bob2obobo54bobob2obo18bo3bobo3bo4bo3b
obo8bo4bob3ob2o8bobo6bo5bo5bo27b2o$o5bo58bo5bo26bo13b2obo4bobo2bo16bo
40bo8bo5bo$o5bo58bo5bo22bo5b2o3bo3bo4bobo3bobo9bobo3bo20b2o24bo6bo$3o
8bo48bo8b3o27b2o3bobo3bo3bo3bo6bob2o3bobo2bo6bobo3bo3bo2bo21bo5bo8bo$
2b3o4b2obo46bob2o4b3o23b2o3bo7bobo2bo4bobobobo5bo12b2o3bobo5bo2bo6bo
22b2o$bo9bo48bo9bo24bo13bo3bo3b2ob3o4bob2o4b2o5bo2b2o3bo29b2o$2bo8bo
48bo8bo35bobob2o2bo5b2o4bo2bobo2bo7bobo6bo11b2o9bo9bo5bo$6bo58bo41bo3b
ob3o3bo13bo5bo4bo7bo2bo10bo8bo7bo$6bo8bo40bo8bo39bo7bo8bo2bo2bobo3bo6b
o2b2o4b2o17bo5bo9bo$5bob2o4b2obo38bob2o4b2obo48bo2bo9b3o7bo2bo2bobo8bo
3bo17b2o$6bo8bo40bo8bo46bobo2bo3bo2b2o12bo4b2obo7b2o3bo2bo2b2o3b2o$11b
o3bo40bo3bo58b2obo4bo8bo16b2obo3bo12bo5bo$11bo8bo30bo8bo56bo2bo37bobo
8bo3bo$10bob2o4b2obo28bob2o4b2obo60bo20b2o4b2o4bo3bo2bobo4bo5bo$11bo8b
o30bo8bo81bo2bo5bo2bo4bo3bo3bo$20bo30bo93bo3bo2b2o7bobo$15bo40bo89b3o
7bobo3bobo$15bo8bo22bo8bo84bo3bo9bo2bo$14bob2o4b2obo20bob2o4b2obo84bob
2obo5bo3bob2o2b2o$15bo8bo22bo8bo85bo8bobo2b2obobo4bobo3bo$20bo3bo22bo
3bo93b2o6bobo3bo8bobo$20bo8bo12bo8bo95bo4b2o7bo4bo3bobo49bo$19bob2o4b
2obo10bob2o4b2obo98bo22bobo3bo35bo3bo$20bo8bo12bo8bo124bobo39bobobo$
29bo12bo131bo3bobo35bobob2o$24bo8bo4bo8bo134bobo3bo29b2o4bobo$24bo22bo
136bobo26bobo7bo$23bob2o4b4o2b4o4b2obo133bo3bobo30bo3b3o$24bo22bo142bo
bo3bo17b2o3b2obo$29bo3b6o3bo149bobo27b3o$29bo3bo4bo3bo147bo3bobo16b2o$
27bob2o10b2obo153bobo3bo18bobo$28bobo2bo4bo2bobo156bobo10b2o4bobo$30b
3o6b3o156bo3bobo4bobo4bob2o$206bob2o8bo2bo$208bo2bo4bo$206bo!

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