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=== Oscillators ===
=== Oscillators ===
A [[blinker]] is the most common object in this rule, about 7.5 times more common than the oscillator from the 2nd place. Some other oscillators known from [[Life]], like the [[toad]] or [[clock]], work in Blinkers as well. 10 most common oscillators in asymmetric soups, according to Catagolue, are shown below.
A [[blinker]] is the most common object in this rule, about 7.5 times more common than the oscillator from the 2nd place. Some other oscillators known from [[Life]], like the [[toad]] or [[clock]], work in Blinkers as well. Almost all oscillators in this rule have very high [[volatility]], for the same reason as the impossibility of creating still lives.
 
10 most common oscillators in asymmetric soups, according to Catagolue, are shown below.


{{EmbedViewer
{{EmbedViewer
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Oscillators with several different periods are known, the highest being p112. Odd periods are much more rare than even periods: only two examples of p3, one of p7, and one of p19 are known. Smaller p3 was found by LaundryPizza03<ref>{{LinkForumThread
Oscillators with several different periods are known, the highest being p112. For the three highest periods, only [[LCM oscillators]] were found. Odd periods are much more rare than even periods: only two examples of p3, one of p7, and one of p19 are known. Smaller p3 was found by LaundryPizza03<ref>{{LinkForumThread
|format = ref
|format = ref
|title  = Re: Oscillators in Life-like cellular automata
|title  = Re: Oscillators in Life-like cellular automata
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{{EmbedViewer
{{EmbedViewer
|rle = x = 147, y = 143, rule = B345/S2
|rle = x = 205, y = 125, rule = B345/S2
81bo5b3o$80b2o4bo3bo$10b3o8bo4bo7bo7b2o35bobo3bo5bo24bobo2b2o$9bo3bo7b
2b3o9bo4bo7bo7b2o40bo6b2o59b3o9bo$bo3bo8bo4b2o7b2o4bobo39b2o5bo2bo57bo
o4b2o7b2o4bobo37bo9bo8b2o14b3ob2o$8bo5bo6bo4b2o5b2o7bobo36bo9bo8bo16b
3bo7b2o13b2o$o5bo7bo4b2o5b2o7bobo37bobo4bo4bo55bo5bo5bobo11bo2b2o$6bo
2ob3o$14bo12bo7bo6b2o46bo10b3obo$14bo66bo7bo15bo10b3ob2o$13bo67bo6bo12b
13bo7bo6b2o40bo4bo4bo10b2o49bo4bo2bo13bo2bo$6bo70bo4bo4bo9b2o50bo3bo3b
3obo11b2ob3o$12bo8bo5bo53bo5bo12bo15b2o2bobo$11bo8b2o4bo2bo51bo4bo13b
o10bob2o2bo$5bo71bo4bo4bo11b2o47bo3b6o12b2o2bo$4bo9bo5bo56bo4bo4bo10b
2o$10bo10b2o3bo2bo4bob3o2bob2o34b4o2b7o$9bo11bo6b2o3b3obo3b2obo$8b7o13b
2o47bo9bo10bo3b2o$3bo9b2o4bo2bo54bo4bo4bo58bo10bo10b2o2bo$2bo11b2o3bo
o4$81bo8bo$80b2o7b2o14bo7bo$79bobo6bobo12b4o5b3o$10b3o8b2o6b2o9bo40bo
2bo4bob3o2bob2o39bo4bo4bo57bo11bo11b4o$bo12bo6b2o3b3obo3b2obo39bo5bo2b
5bo2bo12b2o10bo$9bo3bo7bob2o2b2obo8bobo39bo4bo15b2obo9b2o8bobob3o$8bo
o57bo12bo$7o14bo53b4o5b2o57b7o7bo7$2b3o9b2o6b2o9bo43bo5b3o$bo3bo8bob2o
5bo6b2obo2bob2o54b6o12bo11bo11b2o2bo$14bo25bo40bo8bo8bo18b2o5bob2o2bo
2b2obo8bobo41b2o4bo3bo$o5bo7b2obo2bob2o51bobo3bo5bo8b2o10bobo2b2o$6bo
$13bo11b2o12b3o39bo8bo8b2o19bo7bob2o$12bo26b3o39bo8bo8b2o17bo7bo2b2o$
26bo43bo9bo8bo11b3ob2o31b3o5b4o$5bo12b2o12b3o42bo9bo9b3obo7b2ob3o29bo
13bo24bobobo38bo8bo9bo18b2o7bo$14bo22bo5bo35b4o$8bo5bo17bo2b2o7b2o2bo
3bo3bo4bo$4bo27b3o42bo8bo14bo41bo5bo2bo4bo10b2obo7bobob3o14b5o$5bo25bo
$9bo3bo17bo2b4o5b4o2bo$10b3o19bo2b2o7b2o2bo$37bo5bo$38bobobo38bo6b3o$
bobo41bo7bo11b3obo6b3ob2o35bo2bo4bo9b2o12b2o2bo14b2ob2o$6bo23bo5bo40bo
39b3o38b2o5bo$39b3o37bobo4bo$40bo40bo4bo$81bo4bo$39bobo44bob2o12bobo$
6bo11bo12b2ob3o34bo2bo4bo8b2obobo7bob2o2bo14bo3bo$o5bo18bo2b2o7b2o2bo
40bo40bo4bo3bo11bobo$81bo4bo4bo10bobo$81bo4bo4bo10bobo$81bo5bo3bo10bo
35bo5bo12b2o10b2o2bobo33bo3b6o10bob2o10bob2o9b2o3b2ob2o$bo3bo18bo2b4o
bo$79b4o5b3o$13bo6bo8bo8bo$12b2o6b2o6bo2bo5bo2bo$11bobo6b2o5b3o2bo3b3o
5b4o2bo34bo4bo64bo4bo4bo9bob2o9bo2b2o8b3o4b5o$2b3o20bo2b2o7b2o2bo33b4o
$10bo2bo6bo5bob2o2bo2bobob2o$9bo20bo7b2o41bo5b2o$8b6o13bo8bobo41b2o4b
2b7o58bo5bo4bo11bo12b2o9b2o$30bo5bo108bo6bo4bo34b2o$31bobobo108bo7bo4b
o2bo$13bo6bo7b2o49bobo3bo4bo$13bo5b2o60bo3bo4bo$13bo7bo59bo4bo3bo11bo
o34bo$32b3o108b7o3b4o$32b3o$33bo2$32bobo42bo9bo$33bo42b2o8b2o13bo7bo$
$13bo73b3o11b2obo$28b2obo4b4o41bo4bo3bo9b2obo$27b2o8b2o42bo4bo4bo10bo
75bobo7bobo11b4o5b4o$77bo6bo2bo11b2o9b2o$77bo5bo3bo10b2obo7bob2o8bobob
b2o$19bo2bo4bo3bo5b3o41bo4bo4bo9bob2o$19bo2bo7b2o6b2o41bo4bo3bo12bo$19b
3o$77bo4b6o11bo11bo11b2o2bo$5bo7bo8bo8bo45bo9bo7bo19bo5bob2o2bo17b3o6b
o2bo4bob2o6b4o38b4o4b3o$19bo2bo5$10b3o99b2o$9bo102b2o$8bo103b2o$8bo14b
3o$4b2o7b2o6bo2bo5bo2bo43bo9bo7b2o17b2o8bob2o16bo3bo4bo15bo$3bobo7b2o
o6b4o$8bob2o10bobo5bo2b2o5bobob4o33bo4b3o21b6o$8bo3bo9bobo4b2o4b2o3bo
5b3o2bo3b3o45bo9bo7b2o18b2o5bo2b2o16bo5bo2bo15b2obo$2bo2bo7bo5bob2o2bo
2b2o2bo32b2o3bo3bo20b6o$8bo4bo8b2o7b2o2bo5bob2o2bo31bobo3bo4bo19b6o$8b
2bobob2o43bo9bo8bo18bo8bo24bo2bo14b2obo$bo3bo17bo7b2o42b4o8bo60bo3bo
o4bo5b3o10b4o8b4o33bo3bo4bo17bobo4bobo$9bo3bo4bo2bo59bo4bo3bo18bo6bo$
16bob2o$5o15bo8bobo115bo4b4o12bob2o$5bo7bo7b2o125bo3bo3bo13bo$5bo6b2o
10b3o6b2o66b2obo14b4o8b4o$81bo8bo14b3o10b3o$81bo8bo10b3ob3o10b3ob3o$81b
23b5o107bo2bo4bo$5bo8bo22b2ob2o101bo5bo2bo4bo16bo$5bo31bo3bo102bo3bo4b
o8bo10b3ob3o10b3ob3o$81bo7bo15b3o10b3o$31b3o45b4o3b3o16b4o8b4o$20b2ob
o3bo17b2o$5bo15b2obo4b4o4b2ob2o35bo6b3o58b3o6b3o18bo$20b2o8b2o5b5o34b
o7bo2b3o72bo6bo$19b2o10bobo2bo71bobo4bobo$19bo3b2o5bobobobo73b6o$18b2o
2o5bo$12bo2bo4bo3bo5b3o42bobo4bo$12bo2bo7b2o6b2o44bo4bo14bobo$12bo2bo
2b3o5bo2bobo74b6o$20b3obo5b3o2bo74b6o$20bo12b3o$112b2o$112b2o$112b2o2$
4bob2o6b4o43bo4bo14bobo$12bo2bo61bo5b3o11bobo$77bo4bo3bo10bobo$77bo4bo
8b6o$13bo$13bo$12bo$12bo5b2o$11bo7b3o109b2o$11bo8b2o110b3o$11bo9b2o110b
4bo9bobo$77bo4bo4bo$77bo5bo3bo$75b4o5b3o61bo4b4o$147b2o3bo4bo23bobo$
2o$11bo10bo111b2o$11bo66b3o6b2o46bo$77bo3bo4bo2bo56bo$76bo5bo2bo4bo54b
146bobo3bo4bo23bobo$2b3o11bo6b4o118bo2bo3bo4bo11bobo2b2o5bobo$bo13bobo
2o$82bo2bo4bo53b2o$82bo3bo3bo11b2obo7bobob3o14b5o4b3o$81bo5b3o11b2o12b
5bo2b2o5bobob4o103bo3bo3bo4bo11b3ob2o6bobo$o14bobo4b2o4b2o3bo2b2o2bo
2o2bo14b2ob2o3b2o$9b2o69bo5bo3bo9b2obobo7bob2o2bo14bo3bo$8bo2bo67bo6b
102b6o3b6o12b2ob3o5bobo$o14b2o7b2o2bo5bob2o2bo107bo3bo4bo$4o8b3o10b4o
o4bo10bob2o10bob2o9b2o3b2ob2o$7bo4bo7b2o9b5o9bo32bo7bo4bo9bob2o9bo2b2o
8b4o36bo5b4o61bo3bo4bo11b3ob2o$o3bo6bo2bo61b2o4bo4bo60bo3bo4bo12b2ob3o
8b3o4b5o$7bo4bo6b2ob2o7bo2bobo6b4o30bo8bo3bo12bo12b2o9b2o$8bo3bo8bob2o
$o4bo6b2o61bobo4bo4bo60bo3bo4bo11b2o2bobo$o4bo71bo4bo4bo10bo49bo4b4o$b
4b3o4bo5b2o2bo29b7o4b3o36b2o$9b3o8bobo9b3o6b2o3bo79bo$8bo3bo7b2o8bobo
o3bo71bo4bo4bo9b2obo$2b3o72bo4b6o8b2obo$13b2obo7b3o50bo4bo4bo10bob2o$
8bob4o90bo$8bo4bo7bo10bo8bo2b2o91b2o$8bo4bo27b2o2bo92b2o$8bo3bo29b2o94b
12b2o10bo2b3o47bo4bo4bo9bob2o$12bo3b2o6bobo2bo47bo4bo4bo11bo$11b2o2b3o
3o$9b3o128b2o2$50b9o$49bob2obob2obo$20b3ob2o8b3o4b2o5bo2bob3obo2bo17b
5bobobobo47bo4bo4bo$13b3obo5bo2bobo46b4o4b4o$13bo9b3o2bo$26b3o$141bo5b
3o6b3o$20bob2o2b2o6bobo5bo5b3o7b3o16bo3bo4bo16bo$19bo7bo9b2o2b2o5b2o9b
o5b3o$106b2o32b2o4b2o4bo3bo21bobo$106b2o31bobo3bobo3bo5bo20bobo$106b2o
2o15bo5bo2bo16b2obo$19bo2b3ob2o9bob2o7bobo7bobo21bo2bo15b2obo$20bobob
33bo5bo9bo20bobo$141bo5bo9bo20bobo$6o98b6o31bo5bo8bo16b2o3bobo$5bo98b
obo9bo3bo7b3o7b3o20bo3bo17bob2o$19b2ob3o2bo8b2obo8bobo7bobo19bo4bob2o
6o31bo5bo7bo15b3o$5bo71bo5b3o18b6o31bo5bo6bo16b2o$4bo6b2o63b2o4bo3bo
13bob2o$19bo7bo6b2o2b2o8b2o9b2o20bo3bo3bo14bo$19b2o2b2obo7bo5bobo5b3o
15bobo4bobo29bo5bo5bo16b2o$4bo7b3o60bobo4bo4bo15bo6bo30bo5bo4bo17bo$3b
7b3o21bo2bo4bo$21b2ob3o7b2o4b3o5bo2bob3obo2bo15bo5bo2bo4bo17bo$49bob2o
o9b2o62bo4bo4bo11b4o8b4o24b4o2b4o2b7o$3bo10b2o61bo5bo3bo11b3o10b3o$3bo
bob2obo17bo3bo4bo3bo18b2o$50b9o19b3o6b3o19bo6$2bo6b2o63bo5bo5b3o$b2o5b
11bo61bo6b4o7b3ob3o10b3ob3o$3bo73bo9bo7b3ob3o10b3ob3o$3bo73bo9bo11b3o
o2bo61b2o4b2o4bo3bo19bobo7b2o$obo4bo4bo59bobo3bobo3bo5bo18bobo8b3o$2b
10b3o$77bo9bo11b4o8b4o$77bo8bo16bo6bo$75b4o4b3o16bobo4bobo$104b6o$104b
o4bo4bo61bo5bo9bo18bobo9b2o$7bo4bo7b2o52bo5bo9bo18bobo10b2o$2bo16b2o68b
6o$104b6o2$13b2o9b5o9bo67b2o$12b2ob2o7bo2bobo6b4o66b2o$14bob2o4b3o4bo
o14b2o3bobo11bo$2bo4bo4bo8b2o51bo5bo7bo13b3o21bobo$2bo4bo4bo7b2o52bo5b
5b2o2bo66b2o$13bobo9b3o6b2o3bo$b4o8b2o8bobo8bob4o$o4bo8bo10bo8bo2b2o$o
o6bo14b2o22bobo$2bo4bo4bo61bo5bo5bo14b2o23bobo$2bo5bo2bo62bo5bo4bo15b
4bo28b2o2bo$o4bo29b2o$o4bo68b3o7b2o13b3o$6o67bo3bo5bo2bo11bo2b3o$o4bo
o24bobo$2obo5b2o61b4o2b4o2b7o35bobo!
38b9o19bo5bo3bo4bo10bobobobo$o4bo37bob2obob2obo24bo3bo4bo10b2obo2bo$o
4bo7b3ob2o8b3o4b2o6bo2bob3obo2bo23bo3bo4bo11b2o2b2o$o4bo7bob2o2b2o6bob
o5bo6b3o7b3o22bo4bo4bo10b3obo$b4o7bo7bo9b2o2b2o6b2o9b2o21bo5bo4bo13b2o
$12bo2b3ob2o9bob2o8bobo7bobo20bo6bo4bo11bobo$13bobobobo9bo3bo8b3o7b3o
19bo7bo4bo$12b2ob3o2bo8b2obo9bobo7bobo18bo9bo2bo$12bo7bo6b2o2b2o9b2o9b
2o17b7o5b2o$12b2o2b2obo7bo5bobo6b3o7b3o$14b2ob3o7b2o4b3o6bo2bob3obo2bo
$43bob2obob2obo$44b9o!
|position = center
|position = center
|viewerconfig = #C [[ HEIGHT 700 WIDTH 1000 ZOOM 4 ]]
|viewerconfig = #C [[ HEIGHT 700 WIDTH 1000 ZOOM 4 ]]
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{{gallery bottom}}
{{gallery bottom}}


==References==
== References ==
<references>
<references>
<ref name="gliderdb">[https://jedlimlx.github.io/gliderdb-searcher/ GliderDB Database]</ref>
<ref name="gliderdb">[https://jedlimlx.github.io/gliderdb-searcher/ GliderDB Database]</ref>
</references>
</references>


==External links==
== External links ==
* {{LinkCatagolueRule|b345s2}}
* {{LinkCatagolueRule|b345s2}}
* [https://web.archive.org/web/20190218043733/http://fano.ics.uci.edu/ca/rules/list.html Interesting Rules] at Fano Experimental Web Server (archived copy)
* [https://web.archive.org/web/20190218043733/http://fano.ics.uci.edu/ca/rules/list.html Interesting Rules] at Fano Experimental Web Server (archived copy)

Revision as of 18:11, 26 July 2026

Blinkers
x=64, y = 64, rule = B345/S2 ! #C [[ THEME Inverse ]] #C [[ RANDOMIZE2 THUMBLAUNCH THUMBNAIL THUMBSIZE 2 GRID ZOOM 6 WIDTH 600 HEIGHT 600 LABEL 90 -20 2 "#G" AUTOSTART PAUSE 2 GPS 8 LOOP 256 ]]
LifeViewer-generated pseudorandom soup
Rulestring 2/345
B345/S2
Rule integer 2104
Character Stable
Black/white reversal B01234578/S012678

Blinkers is a Life-like cellular automaton with rulestring B345/S2. Evolution in Blinkers usually stabilizes after a few hundred generations, leaving almost exclusively blinkers (hence the rule name) and rarely some larger oscillators.

Patterns

Still lives

No finite still lives can exist in Blinkers: if a pattern contains cells that have 2 live neighbours each (like a pre-block, tub or beehive), it must always trigger at least one of B3, B4 or B5 conditions.

Oscillators

A blinker is the most common object in this rule, about 7.5 times more common than the oscillator from the 2nd place. Some other oscillators known from Life, like the toad or clock, work in Blinkers as well. Almost all oscillators in this rule have very high volatility, for the same reason as the impossibility of creating still lives.

10 most common oscillators in asymmetric soups, according to Catagolue, are shown below.

x = 58, y = 7, rule = B345/S2 o4bo4bo4bo4bo5bo8bo6bo7bo6bo$o4b2o2b2o3b2o4b2o3bo2bo5bobo6bo7b2o3b2o$o 4b2o4bo3b2o3b2o3bo2bo5bobo4b2obo4b2o6bo$5bo9bo5bo5b2o16bo5bo4bo$27bo6b obo7bobo9b2o$34bobo7bo11bo$35bo! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]]
(click above to open LifeViewer)

Oscillators with several different periods are known, the highest being p112. For the three highest periods, only LCM oscillators were found. Odd periods are much more rare than even periods: only two examples of p3, one of p7, and one of p19 are known. Smaller p3 was found by LaundryPizza03[1].

x = 205, y = 125, rule = B345/S2 2b3o9bo4bo7bo7b2o40bo6b2o59b3o9bo$bo3bo8bo4b2o7b2o4bobo39b2o5bo2bo57bo 3bo7b2o13b2o$o5bo7bo4b2o5b2o7bobo37bobo4bo4bo55bo5bo5bobo11bo2b2o$6bo 13bo7bo6b2o40bo4bo4bo10b2o49bo4bo2bo13bo2bo$6bo70bo4bo4bo9b2o50bo3bo3b o10bob2o2bo$5bo71bo4bo4bo11b2o47bo3b6o12b2o2bo$4bo9bo5bo56bo4bo4bo10b 2o47bo9bo10bo3b2o$3bo9b2o4bo2bo54bo4bo4bo58bo10bo10b2o2bo$2bo11b2o3bo 2bo4bob3o2bob2o39bo4bo4bo57bo11bo11b4o$bo12bo6b2o3b3obo3b2obo39bo5bo2b o57bo12bo$7o14bo53b4o5b2o57b7o7bo7$2b3o9b2o6b2o9bo43bo5b3o$bo3bo8bob2o 2b2obo8bobo41b2o4bo3bo$o5bo7b2obo2bob2o51bobo3bo5bo8b2o10bobo2b2o$6bo 26bo43bo9bo8bo11b3ob2o31b3o5b4o$5bo12b2o12b3o42bo9bo9b3obo7b2ob3o29bo 3bo3bo4bo$4bo27b3o42bo8bo14bo41bo5bo2bo4bo10b2obo7bobob3o14b5o$5bo25bo bobo41bo7bo11b3obo6b3ob2o35bo2bo4bo9b2o12b2o2bo14b2ob2o$6bo23bo5bo40bo 6bo11bo12b2ob3o34bo2bo4bo8b2obobo7bob2o2bo14bo3bo$o5bo18bo2b2o7b2o2bo 35bo5bo12b2o10b2o2bobo33bo3b6o10bob2o10bob2o9b2o3b2ob2o$bo3bo18bo2b4o 5b4o2bo34bo4bo64bo4bo4bo9bob2o9bo2b2o8b3o4b5o$2b3o20bo2b2o7b2o2bo33b4o 2b7o58bo5bo4bo11bo12b2o9b2o$30bo5bo108bo6bo4bo34b2o$31bobobo108bo7bo4b o34bo$32b3o108b7o3b4o$32b3o$33bo2$32bobo42bo9bo$33bo42b2o8b2o13bo7bo$ 75bobo7bobo11b4o5b4o$77bo6bo2bo11b2o9b2o$77bo5bo3bo10b2obo7bob2o8bobob 3o$77bo4b6o11bo11bo11b2o2bo$5bo7bo8bo8bo45bo9bo7bo19bo5bob2o2bo17b3o6b 3o$4b2o7b2o6bo2bo5bo2bo43bo9bo7b2o17b2o8bob2o16bo3bo4bo15bo$3bobo7b2o 5b3o2bo3b3o45bo9bo7b2o18b2o5bo2b2o16bo5bo2bo15b2obo$2bo2bo7bo5bob2o2bo 2bobob2o43bo9bo8bo18bo8bo24bo2bo14b2obo$bo3bo17bo7b2o42b4o8bo60bo3bo 16bob2o$5o15bo8bobo115bo4b4o12bob2o$5bo7bo7b2o125bo3bo3bo13bo$5bo6b2o 23b5o107bo2bo4bo$5bo8bo22b2ob2o101bo5bo2bo4bo16bo$5bo31bo3bo102bo3bo4b o3bo17b2o$5bo15b2obo4b4o4b2ob2o35bo6b3o58b3o6b3o18bo$20b2o8b2o5b5o34b 2o5bo$12bo2bo4bo3bo5b3o42bobo4bo$12bo2bo7b2o6b2o44bo4bo14bobo$12bo2bo 4bob2o6b4o43bo4bo14bobo$12bo2bo61bo5b3o11bobo$77bo4bo3bo10bobo$77bo4bo 4bo9bobo$77bo4bo4bo$77bo5bo3bo$75b4o5b3o61bo4b4o$147b2o3bo4bo23bobo$ 146bobo3bo4bo23bobo$2b3o11bo6b4o118bo2bo3bo4bo11bobo2b2o5bobo$bo13bobo 5bo2b2o5bobob4o103bo3bo3bo4bo11b3ob2o6bobo$o14bobo4b2o4b2o3bo2b2o2bo 102b6o3b6o12b2ob3o5bobo$o14b2o7b2o2bo5bob2o2bo107bo3bo4bo$4o8b3o10b4o 8b4o36bo5b4o61bo3bo4bo11b3ob2o$o3bo6bo2bo61b2o4bo4bo60bo3bo4bo12b2ob3o $o4bo6b2o61bobo4bo4bo60bo3bo4bo11b2o2bobo$o4bo71bo4bo4bo10bo49bo4b4o$b o3bo71bo4bo4bo9b2obo$2b3o72bo4b6o8b2obo$13b2obo7b3o50bo4bo4bo10bob2o$ 12b2o10bo2b3o47bo4bo4bo9bob2o$12bo3b2o6bobo2bo47bo4bo4bo11bo$11b2o2b3o 5bobobobo47bo4bo4bo$13b3obo5bo2bobo46b4o4b4o$13bo9b3o2bo$26b3o$141bo5b o5b3o$106b2o32b2o4b2o4bo3bo21bobo$106b2o31bobo3bobo3bo5bo20bobo$106b2o 33bo5bo9bo20bobo$141bo5bo9bo20bobo$6o98b6o31bo5bo8bo16b2o3bobo$5bo98b 6o31bo5bo7bo15b3o$5bo71bo5b3o18b6o31bo5bo6bo16b2o$4bo6b2o63b2o4bo3bo 15bobo4bobo29bo5bo5bo16b2o$4bo7b3o60bobo4bo4bo15bo6bo30bo5bo4bo17bo$3b o9b2o62bo4bo4bo11b4o8b4o24b4o2b4o2b7o$3bo10b2o61bo5bo3bo11b3o10b3o$3bo 11bo61bo6b4o7b3ob3o10b3ob3o$3bo73bo9bo7b3ob3o10b3ob3o$3bo73bo9bo11b3o 10b3o$77bo9bo11b4o8b4o$77bo8bo16bo6bo$75b4o4b3o16bobo4bobo$104b6o$104b 6o$104b6o2$13b2o9b5o9bo67b2o$12b2ob2o7bo2bobo6b4o66b2o$14bob2o4b3o4bo 5b2o2bo66b2o$13bobo9b3o6b2o3bo$b4o8b2o8bobo8bob4o$o4bo8bo10bo8bo2b2o$o 4bo28b2o2bo$o4bo29b2o$o4bo68b3o7b2o13b3o$6o67bo3bo5bo2bo11bo2b3o$o4bo 38b9o19bo5bo3bo4bo10bobobobo$o4bo37bob2obob2obo24bo3bo4bo10b2obo2bo$o 4bo7b3ob2o8b3o4b2o6bo2bob3obo2bo23bo3bo4bo11b2o2b2o$o4bo7bob2o2b2o6bob o5bo6b3o7b3o22bo4bo4bo10b3obo$b4o7bo7bo9b2o2b2o6b2o9b2o21bo5bo4bo13b2o $12bo2b3ob2o9bob2o8bobo7bobo20bo6bo4bo11bobo$13bobobobo9bo3bo8b3o7b3o 19bo7bo4bo$12b2ob3o2bo8b2obo9bobo7bobo18bo9bo2bo$12bo7bo6b2o2b2o9b2o9b 2o17b7o5b2o$12b2o2b2obo7bo5bobo6b3o7b3o$14b2ob3o7b2o4b3o6bo2bob3obo2bo $43bob2obob2obo$44b9o! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ HEIGHT 700 WIDTH 1000 ZOOM 4 ]]
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Spaceships

Some spaceships in Blinkers were also discovered:


x = 8, y = 12, rule = B345/S2 4b3o$2bo2b2o$bo3bo$6bo$5ob2o$o3b2obo$o3b2obo$5ob2o$6bo$bo3bo$2bo2b2o$4b3o! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ THUMBSIZE 3 ZOOM 21 WIDTH 500 HEIGHT 500 GPS 5 AUTOSTART TRACKLOOP 4 -1/4 0/4 ]]
A c/4 orthogonal spaceship[2]
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Catagolue: here
x = 14, y = 32, rule = B345/S2 5bo2bo$5bo2bo$4b2o2b2o$4bo4bo$3b3o2b3o$3bob4obo$3b3o2b3o$3bo6bo$2bob6o bo$bobo6bobo$2bo8bo$bobo6bobo$b2ob2o2b2ob2o$3bobo2bobo$2bobo4bobo$3b2o 4b2o$b3ob4ob3o$obo3b2o3bobo$o2b8o2bo$2b10o$2bo3b2o3bo$5bo2bo$2bo2b4o2b o$3bo6bo$4b2o2b2o$5bo2bo$5b4o$4bob2obo$3b2o4b2o$2bo8bo$2bo8bo$4b6o! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ THUMBSIZE 3 ZOOM 21 WIDTH 500 HEIGHT 850 GPS 5 AUTOSTART TRACKLOOP 5 0/5 1/5 ]]
An outer-totalistically endemic c/5 orthogonal spaceship[2]
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Catagolue: here


References

  1. ↑ LaundryPizza03 (May 19, 2022). Re: Oscillators in Life-like cellular automata (discussion thread) at the ConwayLife.com forums
  2. ↑ 2.0 2.1 GliderDB Database
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