Miscellaneous Discoveries in Other Cellular Automata

[confocaloid]

[...]
Another variant with a c/4. In this one, the crosses are nearly indestructible.

Code: Select all

x = 39, y = 56, rule = B2-an3i8/S1c2ek3i4ent5er6i

A long-lived collision between two copies of a symmetric reaction:

Code: Select all

x = 60, y = 26, rule = B2-an3i8/S1c2ek3i4ent5er6i
2bo$b3o$2bo$2bo$5o$2bo$o3bo$2bo11$57bo$56b3o$57bo$57bo$55b5o$57bo$55bo
3bo$57bo!

A skipped soup that would otherwise go to the C1 census (apgluxe logs with more links appended):

Code: Select all

#C Failed to detect periodic behaviour!
#C Skipped soup #12715
#C URL: https://catagolue.hatsya.com/hashsoup/C1/k_sJrspHSi6V2A12715/b2-an3i8s1c2ek3i4ent5er6i
x = 16, y = 16, rule = B2-an3i8/S1c2ek3i4ent5er6i
bobbboobbooobboo$
bboboobboboobooo$
bobbbbboobooobob$
oobobobobbobbbbo$
boboooobboobbboo$
oobboboobobobbbb$
bbobobbbbbbbobbo$
bboobbobobbboobo$
bbboobboobbobbob$
boooobbooooooooo$
obbooooboobobboo$
bbooboboobobobob$
oobooboobbbbbooo$
booobobobobbbobo$
booooobobbbboobb$
boobbboobbooooob!

################

Using seed k_sJrspHSi6V2A
Running 19683 soups per haul:
b2-an3i8s1c2ek3i4ent5er6i/C1: 4382 soups completed (438.200 soups/second current, 438.200 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 10711 soups completed (632.837 soups/second current, 535.523 overall).
Failed to detect periodic behaviour!
Skipped soup #12715
URL: https://catagolue.hatsya.com/hashsoup/C1/k_sJrspHSi6V2A12715/b2-an3i8s1c2ek3i4ent5er6i
b2-an3i8s1c2ek3i4ent5er6i/C1: 12716 soups completed (24.169 soups/second current, 123.504 overall).
Failed to detect periodic behaviour!
Skipped soup #19359
URL: https://catagolue.hatsya.com/hashsoup/C1/k_sJrspHSi6V2A19359/b2-an3i8s1c2ek3i4ent5er6i
b2-an3i8s1c2ek3i4ent5er6i/C1: 19360 soups completed (64.024 soups/second current, 93.647 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 19683 soups completed (1141.343 soups/second current, 95.079 overall).
----------------------------------------------------------------------
19683 soups completed.
69929179 tiles processed.
Attempting to contact Catagolue...


Using seed k_kymZpCmAhmEb
Running 19683 soups per haul:
Failed to detect periodic behaviour!
Skipped soup #1504
URL: https://catagolue.hatsya.com/hashsoup/C1/k_kymZpCmAhmEb1504/b2-an3i8s1c2ek3i4ent5er6i
b2-an3i8s1c2ek3i4ent5er6i/C1: 1505 soups completed (18.032 soups/second current, 18.032 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 5917 soups completed (439.136 soups/second current, 63.276 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 11472 soups completed (385.443 soups/second current, 106.298 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 18564 soups completed (706.797 soups/second current, 157.378 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 19683 soups completed (703.331 soups/second current, 164.644 overall).
----------------------------------------------------------------------
19683 soups completed.
74149333 tiles processed.
Attempting to contact Catagolue...


Using seed k_AFfsHVhBLqJ4
Running 19683 soups per haul:
Failed to detect periodic behaviour!
Skipped soup #2578
URL: https://catagolue.hatsya.com/hashsoup/C1/k_AFfsHVhBLqJ42578/b2-an3i8s1c2ek3i4ent5er6i
b2-an3i8s1c2ek3i4ent5er6i/C1: 2579 soups completed (28.990 soups/second current, 28.990 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 7991 soups completed (535.206 soups/second current, 80.657 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 14647 soups completed (665.600 soups/second current, 134.285 overall).
b2-an3i8s1c2ek3i4ent5er6i/C1: 19683 soups completed (747.847 soups/second current, 169.961 overall).
----------------------------------------------------------------------
19683 soups completed.
74280873 tiles processed.
Attempting to contact Catagolue...

edit 1:

Code: Select all

x = 10, y = 10, rule = B2-a3i/S01c3i4ent5r6i

A p54 orthogonal 2c/27 spaceship (xq54_017avag0oz4):

Code: Select all

x = 9, y = 8, rule = B2-a3i/S01c3i4ent5r6i
b2obo$2b4o$2bobo$3b3o2bo$4bobobo3$o!

[Drelectron8]

This INT rule is very explosive but can forge beautiful patterns. They like to make little branches off the big full pattern.

Take a look at this soup.

Code: Select all

x = 32, y = 32, rule = B2ci34ci/S3ai5678
32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o
$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o$32o!

I've decided to call this "Jagged Swords" due to the nature of random 90 degree angles formed in soups. There are a lot of lines.

Has this rule been documented yet?

EDIT: Found an adjustable spaceship

Code: Select all

x = 13, y = 15, rule = B2ci34ci/S3ai5678
bobo$2b3o$4o$obobo$b2o4$9bobo$10b3o$7bob3o$8b3obo$6b4o$6bobobo$7b2o!

[rutabaga]

Code: Select all

x = 12, y = 124, rule = 23-c4q5cjn6aen7e8/2in3-c4city5678/3
9.2A$8.A.2A$7.A3.A$7.2A.A$8.2A6$2A$2A6$10.2A$10.2A6$2A$2A6$10.2A$10.2A
6$2A$2A6$10.2A$10.2A6$2A$2A6$10.2A$10.2A6$2A$2A6$10.2A$10.2A6$2A$2A6$
10.2A$10.2A6$2A$2A6$10.2A$10.2A6$2A$2A6$10.2A$10.2A6$2A$2A!

failed replicator turns out to be a 15c/194o fuse burner thingy

[tommyaweosme]

for my 600th post i will share my progress on loop rules!

Code: Select all

x = 21, y = 8, rule = tommyloops
13.8A$4ADA7.A2.CB2.A$A.CB.A7.A6.A$A4.A7.A6.A$AB2.CA7.A6.A$AC2.BA7.A6.
A$6A7.A6.A$13.8A!
@RULE tommyloops

@TABLE
n_states:6
neighborhood:vonNeumann
symmetries:rotate4reflect


010022 #move head when wall
011022 #move head when turn
041022 #move head when construct
041212 #move head when construct 2
001022 #move head when trust me bro
001212 #move head when split
210033 #move tail when wall
211033 #move tail when turn
241033 #move tail when construct
241313 #move tail when construct 2
201033 #move tail when split
201313 #move tail when split 2
312000 #kill tail when wall
311200 #kill tail when turn
351200 #kill tail when construct
351010 #kill tail when construct 2
321200 #kill tail when split
321010 #kill tail when split 2
401215 #construct to constructing
000504 #constructing to construct
501310 #kill constructing
000141 #make wall
@COLORS
0 0 0 0
1 0 0 255
2 255 255 0
3 255 0 0
4 255 0 255
5 0 255 255

@NAMES
0 empty
1 wall
2 head
3 tail
4 construct

its not that hard to make, really. you just have to put in a ton of conditions for stuff and you have an arm that extends! i have one issue... turns loom over me like how am i meant to do them?

edit:
i found a rule where the crosses are indestructible no matter what you do

Code: Select all

x=0,y=0,rule=b2-an3i8/s1c2ek3i4ante5eaijrc678
.o.$
ooo$
.o.$

try. draw stuff around the cross and see if the cross dies.

how i did this is adding survival conditions that prevents anything that contains a 3i or 4e from dying. this means i added all of s678, because they all include 3i.

edit 2: this stuff has a c/2!

Code: Select all

x=0,y=0,rule=b2-an3i8/s1c2ek3i4ante5eaijrc678
.o..$
ooo.$
.o..$
....$
.oo.$
o..o$

edit 3: 10 cell 4x6 infinite growth

Code: Select all

x = 4, y = 6, rule = B2-an3i8/S1c2ek3i4aent5-knqy678
2bo$bo$2bo$4o$2bo$obo!

also i just realizes the crosses die in a few cases (but not that common)

[pipsqueek]

A rule with strong diamonds evolving from obo sparks. It's fairly active (sometimes explosive) and has a cool c/12

Code: Select all

x = 5, y = 5, rule = B2-ak3-ajnr4a8/S02ce3i4aint5aenr6-kn78
2bo2$o2$4bo!

A similar rule with some spaceships and a 180 degree reflector. I suspect other circuitry could be constructed in this rule or its variants

Code: Select all

x = 24, y = 50, rule = B2cek/S12ace3i4aint5aeinr6-kn78
5bo$5bo$4b3o$2b6o$4b3o$5bo$5bo7bo$13bo$12bo4$20bo$20bo$19b3o$18b6o$19b
3o$20bo$20bo8$2b2o$5bo$2bo2bo$o3b2o$o17$13bobo$12bo2bo4b2o$22bo!

EDIT: some ships based on the Morley puffer
3c/47

Code: Select all

x = 3, y = 4, rule = B2n3-k68/S245
b2o$3o$3o$b2o!

3c/58

Code: Select all

x = 3, y = 4, rule = B2i3-k68/S245
2o$3o$3o$2o!

6c/107

Code: Select all

x = 4, y = 4, rule = B2n36/S0245
obo$2obo$2obo$obo!

[LaundryPizza03]

A similar rule with some spaceships and a 180 degree reflector. I suspect other circuitry could be constructed in this rule or its variants

Code: Select all

x = 24, y = 50, rule = B2cek/S12ace3i4aint5aeinr6-kn78
5bo$5bo$4b3o$2b6o$4b3o$5bo$5bo7bo$13bo$12bo4$20bo$20bo$19b3o$18b6o$19b
3o$20bo$20bo8$2b2o$5bo$2bo2bo$o3b2o$o17$13bobo$12bo2bo4b2o$22bo!

This rule can form small diamond-shaped clusters that expand very slowly, but this should happen extremely rarely:

Code: Select all

x = 262, y = 326, rule = B2cek/S12ace3i4aint5aeinr6-kn78:T1597,987
92b2o$100b2o$96bo$52b3o41bo$54bo9b2o32bo$51b2o5b3o25bo11bobo$61bobo22b
o10b4o$59bobo36bo$49bo6b2o3b2o39bobo$49bo46bo$56b3o37bo3$55b2o2$50bo$
57bo$52bo4bo42bo$99b2o$61bo$61bo$53bo2bo16bo$57bo11b2o2bo$53bo$63bo$
62b3o4b2o15bo$61b5o20bo2bo$45bo15b5o19b3o2bo$61b5o17b7o8bo$45bo16b3o
20b3o8b5o$63bo22bo11bo40bobo$83b2o53bo$69bo13bo55bo$59bo8b3o11bo2b2o
51bob2o$59bo2b2o5bo10bo3bo14b2o6b2o$79b2o6bobo50bob2o$81bo4b2o48bobo4b
o$62b2o2b2o13bo2bo2b4o45bobo2b4o$74b3o2bo6bo16bo29bo3bo4bo$74bob3o2b2o
bo18bo29bo9b3o$73b2o6bo62bobo$73bo2b2o10bo22bo32b3o$73bo2bo4b2obobo24b
o11bo21bo$83b2o4bo27bo4bobo14bob2obo$84bo2bo28b3o5bo12b2obo$39bo44bob
3o25b6o2bo7bo6bo4b2o10bo$39bobo27bo12b9o3bo21b3o11bo2b2obo3bo12b2o$69b
o14bob3ob3obo22bo19bob3o$50b2o16b3o16bo5bo23b2o16b8o9b2o$66b6o11bo2bo
50bob3o$68b3o13bo18b2o26bo8bo$67bobo16bo2bo3b3o11b2o20bo7bo4bo$65b5o
23bob2o10bobo21bo6bo2b2o$67bo18bo5b3o6b2o4bobo4b2o25bo$53bo13b2o16b3o
3b6o11bobo20b2o4bo3bo$84b3o5b3o13b2o18b3o5b3o$53bo30bo4b3obo5b2obo24bo
bo3bob5o6bo$84bobo4bo5b2obob2o21bo2b2o6b3o$49bobo29b7o3bo10b2o7bo14bo
10bo2b2o2bo$83b2obobo2bo18b3o10b2o2bo7b3o3bobobo3bo$81bobo4bo12bo7b6o
11b2o10bo3bob3o$81bo2b3o7bo11bo3b3o11bobo12bob7obo$72bo9b2obo2bo8bo2bo
bo2bobo3bob2o3bobo7bo9bobo3b3o$72bo11bo2b3o2bo2bobo7b4o2bo8bo20bo3bo$
84b8obob5obob2o7bo2bo23b2o2b2o$31bo50b4ob3ob2o5bobobobo2b2o26b2o8bo$
31bo52bobobo7bo4b4o4bobo2bo4bo14bo2bo6bo$88bo7bo5bo6bo9bo13bo3bobo2b2o
$94b4obo3bobo10b3o17b3obobo$93bob2ob3ob3o30b5o2bo$24bo69b13o11bo17b3ob
o$24bo3b2o66bob3ob3o3bo8bobobo5bo2b2o2bo2bo2b2o2bo$99bo3bo14b3obo4bobo
2bobo2bo7bo$69bo11bo16bobo5bobo6bob6o5bo2bobo5bobob2o$10bo58bo11bo9bo
4b6o13bo2b3o3bo16b2o$10bobo33bo44bo6bobobo16bo3b4o13bob2obo$8b5o33bo
52b3obo16bobobo13b4o2bo2bo$10bo86b9o6bo4bo5bo15bo3b3o2bo$10bo83bo4b3ob
o8bobo5bob5o10b4ob6o$94bo5bobobo8bo8bobo14bo3b3o$45bobo46b3o3bo4bob2o
16bo8b2o5bo2bo$55b2o37b2ob2o9bo12bo3bo5bo9bo2bo$11bo82bobobo6b3o14bo8b
o2bo3b2o2b3o$62b2o29b3ob3o24b2o2bob3o11bo$11bo43bo35b10o23bobob7o5b2o$
55bo37b2o2b3o30b3o$94bo3bo30bobo5b2o2bo9bo$91bob3o21bo12b2o4bo2bo$94bo
2bo4b2o12bobo10bo2bo3bo2bo7bob3o$12b2o77bobobo22bo13bo12bobob2o$90b2o
2bobo3bobo6bob2obo2b3o2bo11bob3o5bobobobo$42bo3bo44bob3obo14bobob5obob
o7b3ob3o6b3ob3ob2obo6bo$15b2o25bo3bo24bo18bob7o2bo2bo4bob5ob3ob4o8b5o
2bo5bob5o8b2obo$52bo18bo19bob3obo2b3obo9bobobobobo7b3obobo10bob3o9b2ob
o$44bo7bo37bo3bo6bobo10bo3bo3bo8bob3o10b3obo2b2o$43b3o17bo25b2o2b3o2bo
2bo30b6obobo2bo2bo6bo$13b2o26b7o43bo2bobo29bo6b3obo14b2o$43b3o17bo24bo
3bob3o30bo4bobo2bo8b4o2bo$42bobo22bo11bo10bobob3o24bo7bo2b2o15b3o2bobo
2b2o$44bo22bo7bo3bobo10bob2o11bo8bo10bo18b4o6bo$61bo16b3o2bo7b3o10bo2b
o11bo2bo5bo4bo12b2o6bobo9b2o$61bo13bob5o9bo3bo8bob3o2b2o2bo4b2o10b3o
13b3o5bo2bo$76bob3obo6b6o8b3obo2bo5bo3bo9bo19bo2bob2o2bo7bo$63bo15bo
11bo2bo9bo4b3o2bo2bob4o22b2o12bo4b2o$62b3o14bo12bo4bo2bo2bo2bob5obobo
3bo11bo12bobob3obob2o6bobo2b3o$60b7o9bo21bob2o2b4ob3o2bob2o2b2o15bobo
4bobobobo12bobo2bobo$62b3o20bo3bo2bo3bobo3bo3bobobobo4b3obo10b3o10bo3b
o9bo4bo4bo$63bo12bo5bo2bo2bo4bobob3o4b4obo3bo3b2o12bo2bo3bo6bo5bo7bo3b
3o2bobobo$63bo17bo2b3obo9bobo11bo4bo2bo12b3o3b2o9b3o8b6o2bo$82b8o3bo
17b3o3bob4o7bob5o2bobo6b7o8b3o2bo2bo2bo$78b2o4b3obo3b3o17bo7bo4b3o2bo
2b3o5bo8b3o11bo6b2o$70b2o13bob3ob5o23b3o5bo2bo3bobob2o8b2obo4b4obobo7b
2o$84bo3bo3b3o13b2o7b7o5b5obo5bo6bo9bo4bo3b2o$88bobo2bo2bo11bo8bob3obo
2bobobo3bo3bob2o9bo3bo2bo4bo2bo$20bo4bo64bo15bo13bob5o4bo7bo10bo5bo11b
o$51bo7bo44bobo16bobo4bo3bo20bo$20bo4bo25bo7bo34bo9bo13bo3b4o25bo3bo$
65b4o22bo6bo22bobobobobo24b3o$64bobo22b5o4bo3bo18bo2bobo21b2o2b7o$64bo
3bob2o17bobobo3bo12bo9b2o32b3o2bo$63b3ob3o19bo4bo7bo7bo8b6o22b2o3bo2bo
bobo$obo57b5ob5o2bo16bo2bo25bob2o34bo$43b2o17b2o3b3o4b2o4bo12bo25bobo
13b2o8bobo7b2o$42bob2o17bo2bobo6bo4bo9b3o9b2o4bo15bo33b2o12bobo$43bobo
11bo6b2o7bo34bo$42bo16bo6bob2o18bo35bo22bo$40bobo13bob3obo4b2o19bo65b
3o$39b2obo3bo10b7o3bo79bo5bo2bo$42bo2b3o5bob2ob3obo3bo8b2o39bobo37bo$
40bob8o6bo2bobobo91bo$42bo2b3o2bo4bo4bobobo86b2ob3o7bo$39b2obo3bo3bo4b
o8b4o53b2o26b10o5bo$45b3ob3obob2o9bo61bobo23b3o2bo$44bobobobob3o100bo
2bo$46bo3b7o64b2o26b2o4bo2bo$52b3o19bo84bo$48b2obobo2bo78b2o16bo6bo$
53bo20bo9b2o67bo4bobo$15bo35bo46bo58bo$51bo45b3o58b2o$15b2o67b2o10b6o$
97b3o79b2o$98bo88b2o$117bo65bo$117bo21b3o41bo$27bo113bo9b2o32bo$28b2o
83bo24b2o5b3o25bo11bobo$113bo34bobo22bo10b4o$146bobo36bo$96b2o17bo20bo
6b2o3b2o39bobo$114b3o19bo46bo$92bo6bobo10b7o24b3o37bo$92bo21b3o$115bo$
115bo26b2o$107b2o$137bo$81b2o37b2o22bo$139bo4bo42bo$37bo148b2o$37bobo
41b2o22b2o41bo$92bobo27bo25bo$122bo17bo2bo16bo$144bo11b2o2bo$59b2o79bo
$150bo$56b2o48bo42b3o4b2o15bo$106bo18b2o21b5o20bo2bo$132bo15b5o19b3o2b
o$32b2o18b2o21b2o71b5o17b7o8bo$38b2o68bobo21bo16b3o20b3o8b5o$30bo119bo
22bo11bo40bobo$30bo139b2o53bo$156bo13bo55bo$146bo8b3o11bo2b2o51bob2o$
146bo2b2o5bo10bo3bo14b2o6b2o$118bo47b2o6bobo50bob2o$117b2o49bo4b2o48bo
bo4bo$149b2o2b2o13bo2bo2b4o45bobo2b4o$161b3o2bo6bo16bo29bo3bo4bo$161bo
b3o2b2obo18bo29bo9b3o$160b2o6bo62bobo$81b2o77bo2b2o10bo22bo32b3o$160bo
2bo4b2obobo24bo11bo21bo$87bobo80b2o4bo27bo4bobo14bob2obo$171bo2bo28b3o
5bo12b2obo$126bo44bob3o25b6o2bo7bo6bo4b2o10bo$126bobo27bo12b9o3bo21b3o
11bo2b2obo3bo12b2o$156bo14bob3ob3obo22bo19bob3o$137b2o16b3o16bo5bo23b
2o16b8o9b2o$153b6o11bo2bo50bob3o$155b3o13bo18b2o26bo8bo$154bobo16bo2bo
3b3o11b2o20bo7bo4bo$152b5o23bob2o10bobo21bo6bo2b2o$154bo18bo5b3o6b2o4b
obo4b2o25bo$140bo13b2o16b3o3b6o11bobo20b2o4bo3bo$171b3o5b3o13b2o18b3o
5b3o$140bo30bo4b3obo5b2obo24bobo3bob5o6bo$171bobo4bo5b2obob2o21bo2b2o
6b3o$136bobo29b7o3bo10b2o7bo14bo10bo2b2o2bo$170b2obobo2bo18b3o10b2o2bo
7b3o3bobobo3bo$168bobo4bo12bo7b6o11b2o10bo3bob3o$168bo2b3o7bo11bo3b3o
11bobo12bob7obo$159bo9b2obo2bo8bo2bobo2bobo3bob2o3bobo7bo9bobo3b3o$
159bo11bo2b3o2bo2bobo7b4o2bo8bo20bo3bo$171b8obob5obob2o7bo2bo23b2o2b2o
$118bo50b4ob3ob2o5bobobobo2b2o26b2o8bo$118bo52bobobo7bo4b4o4bobo2bo4bo
14bo2bo6bo$175bo7bo5bo6bo9bo13bo3bobo2b2o$181b4obo3bobo10b3o17b3obobo$
180bob2ob3ob3o30b5o2bo$111bo69b13o11bo17b3obo$111bo3b2o66bob3ob3o3bo8b
obobo5bo2b2o2bo2bo2b2o2bo$186bo3bo14b3obo4bobo2bobo2bo7bo$156bo11bo16b
obo5bobo6bob6o5bo2bobo5bobob2o$97bo58bo11bo9bo4b6o13bo2b3o3bo16b2o$97b
obo33bo44bo6bobobo16bo3b4o13bob2obo$95b5o33bo52b3obo16bobobo13b4o2bo2b
o$97bo86b9o6bo4bo5bo15bo3b3o2bo$97bo83bo4b3obo8bobo5bob5o10b4ob6o$181b
o5bobobo8bo8bobo14bo3b3o$132bobo46b3o3bo4bob2o16bo8b2o5bo2bo$142b2o37b
2ob2o9bo12bo3bo5bo9bo2bo$98bo82bobobo6b3o14bo8bo2bo3b2o2b3o$149b2o29b
3ob3o24b2o2bob3o11bo$98bo43bo35b10o23bobob7o5b2o$142bo37b2o2b3o30b3o$
181bo3bo30bobo5b2o2bo9bo$178bob3o21bo12b2o4bo2bo$181bo2bo4b2o12bobo10b
o2bo3bo2bo7bob3o$99b2o77bobobo22bo13bo12bobob2o$177b2o2bobo3bobo6bob2o
bo2b3o2bo11bob3o5bobobobo$129bo3bo44bob3obo14bobob5obobo7b3ob3o6b3ob3o
b2obo6bo$102b2o25bo3bo24bo18bob7o2bo2bo4bob5ob3ob4o8b5o2bo5bob5o8b2obo
$139bo18bo19bob3obo2b3obo9bobobobobo7b3obobo10bob3o9b2obo$131bo7bo37bo
3bo6bobo10bo3bo3bo8bob3o10b3obo2b2o$130b3o17bo25b2o2b3o2bo2bo30b6obobo
2bo2bo6bo$100b2o26b7o43bo2bobo29bo6b3obo14b2o$130b3o17bo24bo3bob3o30bo
4bobo2bo8b4o2bo$129bobo22bo11bo10bobob3o24bo7bo2b2o15b3o2bobo2b2o$131b
o22bo7bo3bobo10bob2o11bo8bo10bo18b4o6bo$148bo16b3o2bo7b3o10bo2bo11bo2b
o5bo4bo12b2o6bobo9b2o$148bo13bob5o9bo3bo8bob3o2b2o2bo4b2o10b3o13b3o5bo
2bo$163bob3obo6b6o8b3obo2bo5bo3bo9bo19bo2bob2o2bo7bo$150bo15bo11bo2bo
9bo4b3o2bo2bob4o22b2o12bo4b2o$149b3o14bo12bo4bo2bo2bo2bob5obobo3bo11bo
12bobob3obob2o6bobo2b3o$147b7o9bo21bob2o2b4ob3o2bob2o2b2o15bobo4bobobo
bo12bobo2bobo$149b3o20bo3bo2bo3bobo3bo3bobobobo4b3obo10b3o10bo3bo9bo4b
o4bo$150bo12bo5bo2bo2bo4bobob3o4b4obo3bo3b2o12bo2bo3bo6bo5bo7bo3b3o2bo
bobo$150bo17bo2b3obo9bobo11bo4bo2bo12b3o3b2o9b3o8b6o2bo$169b8o3bo17b3o
3bob4o7bob5o2bobo6b7o8b3o2bo2bo2bo$165b2o4b3obo3b3o17bo7bo4b3o2bo2b3o
5bo8b3o11bo6b2o$157b2o13bob3ob5o23b3o5bo2bo3bobob2o8b2obo4b4obobo7b2o$
171bo3bo3b3o13b2o7b7o5b5obo5bo6bo9bo4bo3b2o$175bobo2bo2bo11bo8bob3obo
2bobobo3bo3bob2o9bo3bo2bo4bo2bo$107bo4bo64bo15bo13bob5o4bo7bo10bo5bo
11bo$138bo7bo44bobo16bobo4bo3bo20bo$107bo4bo25bo7bo34bo9bo13bo3b4o25bo
3bo$152b4o22bo6bo22bobobobobo24b3o$151bobo22b5o4bo3bo18bo2bobo21b2o2b
7o$151bo3bob2o17bobobo3bo12bo9b2o32b3o2bo$150b3ob3o19bo4bo7bo7bo8b6o
22b2o3bo2bobobo$87bobo57b5ob5o2bo16bo2bo25bob2o34bo$130b2o17b2o3b3o4b
2o4bo12bo25bobo13b2o8bobo7b2o$129bob2o17bo2bobo6bo4bo9b3o9b2o4bo15bo
33b2o12bobo$130bobo11bo6b2o7bo34bo$129bo16bo6bob2o18bo35bo22bo$127bobo
13bob3obo4b2o19bo65b3o$126b2obo3bo10b7o3bo79bo5bo2bo$129bo2b3o5bob2ob
3obo3bo8b2o39bobo37bo$127bob8o6bo2bobobo91bo$129bo2b3o2bo4bo4bobobo86b
2ob3o7bo$126b2obo3bo3bo4bo8b4o53b2o26b10o5bo$132b3ob3obob2o9bo61bobo
23b3o2bo$131bobobobob3o100bo2bo$133bo3b7o64b2o26b2o4bo2bo$139b3o19bo
84bo$135b2obobo2bo78b2o16bo6bo$140bo20bo9b2o67bo4bobo$102bo35bo46bo58b
o$138bo45b3o58b2o$102b2o67b2o10b6o$184b3o$185bo$204bo$204bo$114bo$115b
2o83bo$200bo2$183b2o17bo$201b3o$179bo6bobo10b7o$179bo21b3o$202bo$202bo
$194b2o2$168b2o37b2o2$124bo$124bobo41b2o22b2o$179bobo27bo$209bo2$146b
2o2$143b2o48bo$193bo18b2o2$119b2o18b2o21b2o$125b2o68bobo$117bo$117bo4$
205bo$204b2o5$168b2o2$174bobo!

[wwei47]

hotdogrule has a c/12d.

Code: Select all

x = 6, y = 4, rule = B3-k/S1e2-k3-kqy
bo$ob2o$obob2o$bob3o!

[tommyaweosme]

the rule is for hotdogpi, silly!

[Mathemagician314]

Endemic 9c/128 in a self-complementary rule:

Code: Select all

x = 26, y = 14, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
bobo2bobo$ob4obo13bobo$b6o$8o15b2o$b5o16bob2o$ob2obo15b3o$bobo12bo3bo
2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bobo$3bobo$2b4o!

Code: Select all

x = 100, y = 100, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78:T100,100
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$42obob2obob50o$41obo4bob13obob35o$42o6b52o$41o8b15o2b
34o$42o5b16obo2b33o$41obo2bob15o3b35o$42obob12ob3ob2ob35o$41obob16o2b
38o$42ob3ob10obobo2b37o$46ob12o2b39o$44obob13ob39o$43obob54o$44obob53o
$43o4b53o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o!

It's large sparks allow period multiples:

Code: Select all

x = 41, y = 37, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
28bobobobo$27bob3obobo$28b5obo3bobo$27b7o3bob2o$28b4o6bobo$28b5o2b3ob
2o$27bob2o$28bobo$27bo8$33bobo2$35b2o$34bob2o$33b3o$28bo3bo2bo$31b2o$b
obo2bobo19bobob2o$ob4obo13bobo6b2o$b6o24bo$8o15b2o$b5o16bob2o$ob2obo
15b3o$bobo12bo3bo2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bobo$
3bobo$2b4o!

Code: Select all

x = 37, y = 37, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
24bobobobo$23bob3obobo$24b5obo3bobo$23b7o3bob2o$24b4o6bobo$24b5o2b3ob
2o$23bob2o$24bobo$23bo8$29bobo2$31b2o$30bob2o$29b3o$24bo3bo2bo$27b2o$b
obo2bobo15bobob2o$ob4obo13bobo2b2o$b6o20bo$8o15b2o$b5o16bob2o$ob2obo
15b3o$bobo12bo3bo2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bobo$
3bobo$2b4o!

Code: Select all

x = 40, y = 37, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
27bobobobo$26bob3obobo$27b5obo3bobo$26b7o3bob2o$27b4o6bobo$27b5o2b3ob
2o$26bob2o$27bobo$26bo8$32bobo2$34b2o$33bob2o$32b3o$27bo3bo2bo$30b2o$b
obo2bobo18bobob2o$ob4obo13bobo5b2o$b6o23bo$8o15b2o$b5o16bob2o$ob2obo
15b3o$bobo12bo3bo2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bobo$
3bobo$2b4o!

Code: Select all

x = 35, y = 39, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
22bobobobo$21bob3obobo$22b5obo3bobo$21b7o3bob2o$22b4o6bobo$22b5o2b3ob
2o$21bob2o$22bobo$21bo8$27bobo2$29b2o$28bob2o$27b3o$22bo3bo2bo$25b2o$
22bobob2o$24b2o$bobo2bobo16bo$ob4obo13bobo$b6o$8o15b2o$b5o16bob2o$ob2o
bo15b3o$bobo12bo3bo2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bob
o$3bobo$2b4o!

...and puffers:

Code: Select all

x = 38, y = 38, rule = B2e3ai4ajqrtw5aciqy6ck7e8/S1c2-ck3ejknr4cejkrtz5-ai6-e78
25bobobobo$24bob3obobo$25b5obo3bobo$24b7o3bob2o$25b4o6bobo$25b5o2b3ob
2o$24bob2o$25bobo$24bo8$30bobo2$32b2o$31bob2o$30b3o$25bo3bo2bo$28b2o$
25bobob2o$bobo2bobo18b2o$ob4obo13bobo4bo$b6o$8o15b2o$b5o16bob2o$ob2obo
15b3o$bobo12bo3bo2bo$obo16b2o$bo3bo10bobob2o$5bo12b2o$3bobo13bo$2bobo$
3bobo$2b4o!

[Thatonenerd]

Random spaceship that might be known:

Code: Select all

x = 6, y = 4, rule = LifeOnTheSlope
.BA.AB$2.B2.A$3.BAB$BA!

that spark could be useful.

[LaundryPizza03]

This wickstretcher eventualy collides with itaself on the grid, and gives way to a replicator.

Code: Select all

3D version=1 size=99 pos=48,50,49
x=2 y=2 z=1 rule=3D3/4
oo$oo!

A c/2o replicator in a rule where patterns tend to explode at lightspeed:

Code: Select all

3D version=1 size=100 pos=64,60,49
x=4 y=4 z=3 rule=3D0/4
bo$b3o$3o$bbo//bo$b3o$3o$bbo!

[b-engine]

The rule has extensible spaceships and puffers like the moons in B2ae/S, in addition to another family of strange puffers:

Code: Select all

x = 86, y = 5, rule = B2k3aiy4a/S0
2bo6bo8bo10bo12b3o6b3o8b3o10b3o$o3bo2bo3bo4bo3bo6bo3bo8bo5bo2bo5bo4bo
5bo6bo5bo$13bo8bo10bo23bo10bo12bo$24bo10bo34bo12bo$37bo47bo!

It's possible to "corderize" the puffers by adding duoplet or more duoplets, albeit with original exhaust from the center:

Code: Select all

x = 86, y = 7, rule = B2k3aiy4a/S0
2bo6bo8bo10bo12b3o6b3o8b3o10b3o$o3bo2bo3bo4bo3bo6bo3bo8bo5bo2bo5bo4bo
5bo6bo5bo$13bo8bo10bo23bo10bo12bo$11bo8bo3bo6bo3bo19bo10bo3bo8bo3bo$12b
o8bo10bo4bo18bo10bo12bo4bo$35bo47bo$36bo47bo!

First discovered puffer with side ships:

Code: Select all

x = 11, y = 5, rule = B2k3aiy4a/S0
2bo$o3bo$6bo$4bo3bo$5bo4bo!

[AforAmpere]

NimbleRogue found a rule with some nice 'mealworm' ships on Discord, and I ended up finding this 11619c/57420 in it:

Code: Select all

x = 61, y = 3, rule = B2ce3y4ait6c7e8/S01e2i3-cikq4air5iy6ci8
59o$8ob3obob3ob3obobob3ob3obob9obob5ob2ob3o$59o!

The other ships are 55c/259 and 516c/2595:

Code: Select all

x = 20, y = 19, rule = B2ce3y4ait6c7e8/S01e2i3-cikq4air5iy6ci8
3b15o$3b2obob5ob6o$3b15o14$b17o$2ob3obo2b5o2b3o$b17o!

I suspect there are more high period ships in this rule to find, but they may be very rare.

[Mathemagician314]

This rule has a plethora of small common spaceships:

Code: Select all

x = 6, y = 4, rule = B3-c4j5ak6n7e/S2-kn3-cq4a5aq78
!
[[ RANDOMIZE RANDWIDTH 100 RANDHEIGHT 100 ]]

Here's a collection. From left to right, with the common ones given letter names, they are:

• c/16o (P), minpop 12 (evolves from a pi-heptomino)
• c/8o (T), minpop 4
• c/7o, minpop 12
• 2c/10o, minpop 11
• 2c/6o (R), minpop 6
• c/2o, minpop 9
• c/4d (G), minpop 5
• 3c/13d (L), minpop 5
• c/6d, minpop 9
• c/10d (C), minpop 7

Code: Select all

x = 116, y = 6, rule = B3-c4j5ak6n7e/S2-kn3-cq4a5aq78
b3o$2ob2o36b2o23bo$2bo35b2o2bo23bo35b2o$o3bo8b3o7b6o13b2o8b2o10b2ob2o
8bo12bo10bobo10b2o$b3o10bo8b2o2b2o10bo13bo12bo11bo11bo8b3o10bo2bo$24bo
2bo11b3o9b3o11b3o8b3o9b3o8b2o11b3o!

The block is a R-to-G:

Code: Select all

x = 4, y = 12, rule = B3-c4j5ak6n7e/S2-kn3-cq4a5aq78
2b2o$3bo$b3o8$2o$2o!

I don't know if there's any other engineering potential -- hopefully apgsearch will reveal more. Here's the catagolue.

EDIT: Forgot to mention, there's also this p160 mod-40 glider gun:

Code: Select all

x = 8, y = 7, rule = B3-c4j5ak6n7e/S2-kn3-cq4a5aq78
6bo$5bo$2bo3bo$4obobo$ob2ob2o$ob3o$4bo!

Haven't found any stable glider eaters yet -- if we find one we can make it an oscillator.

[wwei47]

Yet another 3c/4 wickstretcher in a totalistic rule:

Code: Select all

x = 38, y = 19, rule = B25678/S25678
19bo$17bob2o$16b2o11bo4bo$3bobo13b2obo4bob2o2b2obo$3b2o12bo2bob2o2b2o
8b2o$2bob14o11b2ob2o$obob15ob2ob2ob2o2bo2bob2o$ob18o2bo2bo2bo6bo$b19o
8bo$20o8bo$20o8bo$20o2bo2bo2bo6bo$2b17ob2ob2ob2o2bo2bob2o$o3b14o11b2ob
2o$3bo13bo2bob2o2b2o8b2o$3bo2bo12b2obo4bob2o2b2obo$16b2o11bo4bo$17bob
2o$19bo!

EDIT: Another:

Code: Select all

x = 16, y = 14, rule = B25678/S01235678
2bo2bo2bo2bo2bo$ob14o$15o$b14o$15o$3b12o$2b13o$2b2ob10o$6b9o$3obob9o$b
14o$15o$ob14o$2bo2bo2bo2bo2bo!

6c/8 wickstretcher:

Code: Select all

x = 16, y = 14, rule = B25678/S01235678
2bo2bo2bo2bo2bo$ob14o$15o$b14o$15o$3b12o$2b13o$2b13o$3b12o$15o$b14o$
15o$ob14o$2bo2bo2bo2bo2bo!

[Thatonenerd]

Random chaos puffer:

Code: Select all

x = 8, y = 7, rule = LifeOnTheSlope
3.AB$2.A3.A$2.B3.B$AB3.BAB$B2.A$ABA$4.BA!

[H. H. P. M. P. Cole]

Rule:Arcologia

This rule was golfed to have these reactions:

Code: Select all

x = 21, y = 6, rule = Arcologia
4.BA4$B11.B6.B$A10.A8.A!

Code: Select all

x = 33, y = 11, rule = Arcologia
22.A$23.B4$AB9.BA4$31.B$32.A!

One can easily realize that the two main ships in this rule are a c/2o and a c/3d (both with minpop 2), and all the objects I know of in this rule can be built from them. Notice that similar types of collisions exist for both ships, meaning that technology in this rule (as far as I know) is not inherently biased toward one spaceship.

I name this rule Arcologia because arcologies are often portrayed as self-sustaining, and given that most of the stable structures (i.e. those with a displacement of 0) here are made solely out of ships, they can be portrayed as 'self-sustaining'. The suffix -ia was added just for fun.

p(12+4n)

Code: Select all

x = 29, y = 8, rule = Arcologia
2.BA8.BA9.BA2$B4.A4.B10.B$A4.B4.A5.A4.A$16.B11.A$2.AB24.B$13.AB$25.AB
!

p(12+6n)

Code: Select all

x = 50, y = 8, rule = Arcologia
25.B4.B10.B6.B$.B2.B7.B4.B6.A6.A8.A8.A$A4.A5.A6.A3$A4.A5.A6.A$.B2.B7.
B4.B6.A6.A8.A8.A$25.B4.B10.B6.B!

These oscillators, with periods 8 and 6 seem to be in the same homologous series as the above oscillators (I do not think these are OMOS: to me these are borderline cases):

Code: Select all

x = 14, y = 6, rule = Arcologia
.BA7.A2.A$B9.B2AB$A3.A$4.B$2.AB6.B2AB$10.A2.A!

Obviously, larger variants of these oscillators can be created, and constructing these is similar to constructing lakes in CGOL.

Code: Select all

x = 49, y = 20, rule = Arcologia
30.B4.B6.B4.B$8.BA19.A6.A4.A6.A2$6.B$6.A5.A$12.B$29.A18.A$2.BA10.BA14.
B16.B2$B$A17.A$18.B$30.B16.B$3.AB10.AB12.A18.A2$6.B$6.A5.A$12.B$29.A6.
A4.A6.A$9.AB19.B4.B6.B4.B!

The smallest c/2o-based GMOS at p14:

Code: Select all

x = 11, y = 11, rule = Arcologia
4.BAB4$B9.B$A9.A$B9.B4$4.BAB!

GMOS based off c/2os with period 14+4n can be made, like this p18:

Code: Select all

x = 13, y = 13, rule = Arcologia
5.BAB5$B11.B$A11.A$B11.B5$5.BAB!

Similarly, any GMOS based off c/3ds can be made with period 15+6n.

Code: Select all

x = 10, y = 10, rule = Arcologia
2.A4.A$.B6.B$A8.A5$A8.A$.B6.B$2.A4.A!

Code: Select all

x = 12, y = 12, rule = Arcologia
2.A6.A$.B8.B$A10.A7$A10.A$.B8.B$2.A6.A!

Attempts to make larger variants of the GMOSes, unlike those of the OMOSes, will fail:

Code: Select all

x = 37, y = 37, rule = Arcologia
17.BAB5$12.B11.B$12.A11.A$12.B11.B5$5.BAB21.BAB5$B35.B$A35.A$B35.B5$5.
BAB21.BAB5$12.B11.B$12.A11.A$12.B11.B5$17.BAB!

Code: Select all

x = 30, y = 30, rule = Arcologia
2.A6.A10.A6.A$.B8.B8.B8.B$A10.A6.A10.A7$A28.A$.B26.B$2.A24.A7$2.A24.A
$.B26.B$A28.A7$A10.A6.A10.A$.B8.B8.B8.B$2.A6.A10.A6.A!

So far I have not found any patterns in this rule that does not use the four basic collisions that this rule was golfed for. I have tried apgsearching this rule and it was underwhelming, to say the least.

That's all I could discover in this rule, feel free to discover more things in it!

I bet that FWK will make a SoManyShips-ized version of this.

[Yoel]

An amazing semi-natural P1568 commonly appearing in C4_1 searches:

Code: Select all

x = 17, y = 17, rule = B3-r4cekz5aei6-ae78/S2ae3-aei4-cekz5r678
7b5o$9bo3bo$7b5o$bob2ob8o$3b11o$ob11o$ob12o$15obo$ob13obo$ob15o$3b12obo$4b11o
bo$3b11o$3b8ob2obo$5b5o$3bo3bo$5b5o!

[tommyaweosme]

A long-lived collision between two copies of a symmetric reaction:

Code: Select all

x = 60, y = 26, rule = B2-an3i8/S1c2ek3i4ent5er6i
2bo$b3o$2bo$2bo$5o$2bo$o3bo$2bo11$57bo$56b3o$57bo$57bo$55b5o$57bo$55bo
3bo$57bo!

nutty bar rule :)

[FWKnightship]

Arcologia

A variant of this rule that keeps the reflect and split reactions, and contains more interesting objects:

Code: Select all

x = 287, y = 63, rule = ArcologiaFWKS
171.A$171.AB3$171.BA$172.A8$14.BA8.BA9.BA2$12.B4.A4.B10.B$12.A4.B4.A
5.A4.A$28.B11.A$14.AB24.B52.B4.B6.B4.B$25.AB44.BA19.A6.A4.A6.A$37.AB$
69.B$69.A5.A97.BAB$75.B201.A6.A$92.A18.A164.B8.B$65.BA10.BA14.B16.B
164.A10.A2$63.B$63.A17.A119.B2.2A$81.B118.2A2.B$93.B16.B54.B17.B$66.A
B10.AB12.A18.A53.A17.A$165.B17.B91.A10.A$25.B4.B10.B6.B20.B74.B2.2A
127.B8.B$.B2.B7.B4.B6.A6.A8.A8.A19.A5.A67.2A2.B129.A6.A$A4.A5.A6.A56.
B$92.A6.A4.A6.A$72.AB19.B4.B6.B4.B$A4.A5.A6.A$.B2.B7.B4.B6.A6.A8.A8.A
$25.B4.B10.B6.B124.BAB17$176.A$176.AB3$176.BA$177.A!

Code: Select all

x = 196, y = 108, rule = ArcologiaFWKS
63.B.B$64.B37.B$102.B$63.A.A37.B$61.BA.A.AB34.B$82.B2$82.B$81.B.B36.B
.B.B.B16.B.B$121.B3.B18.B$B.B18.AB121.A$2.B18.2B18.B.B115.B.2B.B$2B
40.A53.B62.B4.B$41.B55.AB$98.B4$73.BA$74.A5$108.B$122.B$107.A.A12.A
13.A$108.B13.B14.B2$122.A14.B$152.AB$152.B$28.B.B122.B$29.A$29.B$79.B
$80.A$77.A13.2A11.B.B$78.B24.A.B$104.B.B12$97.2B.2B2$193.A$193.A3$
182.AB3$7.5A181.A$7.5A5.B.B104.B68.A$7.5A112.A$7.5A5.B.B12.B.B.B.B$7.
5A112.A$74.A49.B$74.B$72.2B4$97.B.B$97.A.A$97.B.B91.5A$191.5A$191.5A$
191.5A$191.5A8$29.B.B20.A$30.A.B19.B$33.A$32.A$49.B$49.A15$128.2B$
128.2A$128.2B!

EDIT: Oh no, there is already a rule named Arcologia2 in Catagolue, and I didn't realize that before I uploaded a haul, and now the census under Arcologia2 contains hauls from two different rules.
EDIT2: I renamed my rule to ArcologiaFWKS.

[H. H. P. M. P. Cole]

A variant of this rule that keeps the reflect and split reactions, and contains more interesting objects:

A 10c/77 failedrep-based ship

Code: Select all

x = 15, y = 42, rule = ArcologiaFWKS
BA.AB$.A.A$B3.B$2.B$.3A$2.B$2.B$.3A$2.B$B3.B$.A.A$BA.AB7$12.B.B$13.A$
13.A$12.B.B10$8.A$9.B6$12.B.B$13.A$13.A$12.B.B!

I found the ship by a modification of NimbleRogue's code that he used to find new ships in Speciation and modified it so that instead of the LUCA, I used the failedrep as the 'basic unit' instead.

(EDIT: this is the 2^12th post on this thread. What a coincidence.)

[Mathemagician314]

Self-complementary 30c/626o:

Code: Select all

x = 8, y = 5, rule = B2cei3a4ajkn5-knqr6-ae7e8/S1c2ae3knqr4-akry5-a6akn78
bo2bo2bo$7o$bob5o$3b2ob2o$4bo!

Code: Select all

x = 100, y = 100, rule = B2cei3a4ajkn5-knqr6-ae7e8/S1c2ae3knqr4-akry5-a6akn78:T100,100
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o
$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o
$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o
$100o$100o$100o$100o$100o$40ob2ob2ob53o$39o7b54o$40obo5b53o$42o2bo2b53o
$43ob56o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$
100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o
$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o$100o
$100o$100o$100o$100o$100o$100o$100o$100o!

[NimbleRogue]

I then managed to get it to c/30:

Code: Select all

x = 1, y = 1, rule = MAP//8IAN3/CQD//wAG//8AAP//AQD//wAI//8AAP//AAD3/wAB//8BAP/+AAD/ugAA//8QAN3+UoD/vwBB//sAQA
o!

A weird wickstretcher based on that

Code: Select all

x = 7, y = 8, rule = MAP//8IAN3/CQD//wAG//8AAP//AQD//wAI//8AAP//AAD3/wAB//8BAP/+AAD/ugAA//8QAN3+UoD/vwBB//sAQA
4bo$3b2o$2b3obo$2o3bo$bo$bob2o$obobo$2o!

[tommyaweosme]

thats a gun

[b-engine]

thats a gun

No, as the spaceships interacts with each other which otherwise become larger.

However, the wick still works if blockage is removed:

Code: Select all

x = 56, y = 8, rule = MAP//8IAN3/CQD//wAG//8AAP//AQD//wAI//8AAP//AAD3/wAB//8BAP/+AAD/ugAA//8QAN3+UoD/vwBB//sAQA
4bo$3b2o$2b3obo46bobo$2o3bo47b2o$bo50b2o$bob2o$obobo$2o!