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44P7.2 (xp7_g88bdggz01130147obbgzy54t1u246zy71)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is a oscillator.
This pattern is periodic with period 7.
This pattern runs in standard life (b3s23).
The population fluctuates between 44 and 52.
This evolutionary sequence works in multiple rules, from b3-ceqys2-n3-c through to b34cjqt5aci6cen78s1c234-ijnyz5678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp7_g88bdggz01130147obbgzy54t1u246zy71 costs 122 gliders (true).
#CLL state-numbering golly
x = 1558, y = 178, rule = B3/S23
169bo$167bobo$168b2o$174b2o$174bobo$168b2o4bo$169b2o$168bo29$107bo
bo$108b2o$108bo8$851bo$849bobo$850b2o$123bo108bo$124bo106bo$122b3o
106b3o719bo$953bobo$953b2o5$194bobo$194b2o$195bo3$842bo$843bo$841b
3o15$32bo$32bobo$32b2o3$857bobo$858b2o$510bo347bo$obo506bo436bo$b
2o20bo485b3o432b2o$bo20bo527bo394b2o$22b3o524bo210bo$549b3o207bo$
559bo199b3o$559bobo192bobo595bo$493bo4bobo8bobo47b2o39bo56bo97b2o
594bo$494b2o3b2o8b2o44bo45b2o15bo39bo91bo4bo595b3o$493b2o4bo10bo
45bo43b2o16bobo35b3o40bobo46bobo$554b3o51bo9b2o80b2o47b2o11b2o$68b
obo3b2o101b2o380b2o35bo9b2o92bo60b2o$69b2o3bobo99bo2bo97bobo279bob
o32bobo4bo5b2o2b2o40bo3bo105bo33b2o10bo82b2o144b2o44b2o41b2o40b2o
51b2o57b2o54b2o49b2o49b2o47b2o55b2o$8bo60bo4bo101bo2bo98b2o279bo
35b2o3bobo8bobo37bobo2bobo37b3o7bo48b2o40bo12bo81bo145bo45bo42bo
41bo52bo58bo55bo10bo39bo50bo48bo56bo$8b2o167b2o99bo272bo49bo9bo40b
2o3bobo38bo6bobo40bo5bo2bo40bo9b3o82bo145bo45bo42bo41bo52bo58bo10b
o5bo38bo10bo39bo50bo48bo56bo$7bobo316bobo3bobo154b2o51b3o6b3o48b3o
53b2o37bo8b2o38bobo5b4o37b4o91b4o142b4o42b4o39b4o38b4o49b4o55b4o
11bo3bo36b4o8b3o36b4o47b4o45b4o53b4o$291bo35b2o4b2o8bo47bo54bo41bo
bo15bo37bo9bo50bo54b2o46b2o37b2o9b2o34bo4b2o88bo4b2o139bo4b2o39bo
4b2o36bo4b2o35bo4b2o38bobo5bo4b2o13bo5bo32bo4b2o7b3o3b3o33bo4b2o
44bo4b2o44bo4b2o42bo4b2o50bo4b2o$11b3o53b2ob2o103b2ob2o95b3o9b2obo
bob2o31bo5bo3bob2obobob2o34b2obob2obobob2o41b2obob2obobob2o39bo6b
2obob2obobob2o32bo5b3obobob2o33b3o5b3obobob2o46b3obobob2o38b3obobo
b2o40b3obobob2o31b3obobob2o85b3obobob2o3b2o131b3obobob2o36b3obobob
2o33b3obobob2o32b3obobob2o35b2o6b3obobob2o7b2o6bobo31b3obobob2o46b
3obobob2o41b3obobob2o41b3obobob2o39b3obobob2o4bobo40b3obobob2o$11b
o54bobob2o102bobob2o90bo6bo7bo2bobobob2o41b2obobobob2o34b2ob2obobo
bob2o32bo8b2ob2obobobob2o46b2ob2obobobob2o37bo2bobobob2o35bo4bo2bo
bobob2o45bo2bobobob2o37bo2bobobob2o39bo2bobobob2o33bobobob2o4b2o
81bobobob2o2bo2bo132bobobob2o38bobobob2o35bobobob2o34bobobob2o35bo
9bobobob2o8b2o5b2o34bobobob2o48bobobob2o4bobo36bobobob2o43bobobob
2o41bobobob2o5b2o42bobobob2o$12bo52bo2bo104bo2bo93b2o4bo8b2o2bo2bo
48bo2bo44bo2bo36bo14bo2bo56bo2bo40b2o2bo2bo37bo5b2o2bo2bo48b2o2bo
2bo40b2o2bo2bo42b2o2bo2bo37bo2bo6b2o83bo2bo5bo2bo133bo2bo42bo2bo
39bo2bo38bo2bo49bo2bo55bo2bo9b2o41bo2bo7b2o38bo2bo47bo2bo45bo2bo8b
o5bo38bo2bo$66b2ob3o102b2ob3o89bobo18b2ob3o46b2ob3o42b2ob3o31b3o
15b2ob3o54b2ob3o42b2ob3o45b2ob3o50b2ob3o42b2ob3o44b2ob3o35b2ob3o5b
o83b2ob3o3b2o95bo39b2ob3o40b2ob3o37b2ob3o36b2ob3o37bobo7b2ob3o53b
2ob3o6bobo41b2ob3o5bo39b2ob3o45b2ob3o43b2ob3o11bobo37b2ob3o$68bo2b
o104bo2bo112bo2bo48bo2bo44bo2bo43b2o6bo2bo48b2o6bo2bo44bo2bo47bo2b
o52bo2bo44bo2bo46bo2bo37bo2bo91bo2bo101bo40bo3bo41bo3bo38bo3bo37bo
3bo37b2o9bo3bo54bo3bo5bo45bo3bo46bo3bo46bo3bo44bo3bo10b2o40bo3bo$
68bobo105bobo113bobo49bobo33bo4bo6bobo36bo6bo2bo5bobo48bo2bo5bobo
45bobo48bobo53bobo45bobo31b2o14bobo38bobo92bobo100b3o40bob2o42bob
2o39bob2o38bob2o38bo10bob2o55bob2obo50bob2obo45bob3o46bob3o44bob3o
52bob3o$69bo107bo115bo51bo32bobo3b2o7bo38b2o4bo2bo6bo40bo8bo2bo6bo
47bo50bo55bo47bo33b2o14bo40bo94bo145bo45bo42bo41bo52bo58bo3bo51bo
3bo46bo3b2o45bo3b2o43bo3b2o51bo3b2obo$379b2o3bobo39b3o2b2o6b2o48b
2o8b2o243bo299b2o44b2o41b2o40b2o51b2o57b2ob2o9bo41b2obobo4bo40b2ob
obo3b2o40b2obobo43b2obobo5b2o44b2obob2o$277bo150bo59bobo3b2o549bo
45bo42bo41bo52bo58bo12bobo40bo2bobo2b2o41bo2bobo2bobo40bo2bo45bobo
bo4b2o46bobo$277b2o148bo65bobo502bo44bo46bo36bo5bo36b2o3bo40b2o5b
2o3bo57bobo12b2o39bobo3bo3bobo38bobo3bo3bo40bobo46bobob2o7bo45bobo
$276bobo215bo503b2o2b3o38b2o45b2o36b2o3b2o34bo2bo2b2o40b2o3bo2bo2b
2o8b2o46b2o54b2o49b2o49b2o47b2o58bo$500bo496bobo2bo124b2o40bo2bo
43bo5bo2bo11b2o302b2o$500b2o501bo129b2o35b2o3b2o46b2o3b2o9bo158b3o
52b2o85bobo$499bobo4b2o584b2o39b2o40b2o51b2o118b3o47bo53b2o48b3o
37bo6bo$489b2o14b2o584b2o196b2o57bo50bo54bo47bo45b2o$490b2o15bo
585bo33b3o81bo8b2o16bo49bobo52b2o4bo99b2o45b3o4bo40bo3bobo$489bo
20b2o537b2o76bo84bo6bobo15b2o51bo51bobo103bobo45bo46b2o$493b2o14b
2o524b2o11b2o78bo41bo39b3o7bo16bobo104bo105bo38bo7bo45bobo$493bobo
15bo524b2o6b2o4bo118b2o318b2o$481b2o10bo541bo7bobo46b2o75bobo42bo
273bobo$482b2o561bo45b2o121b2o5b2o6b3o$481bo611bo79b2o38bobo6b2o7b
o$1168b2o3bobo45bo8bo$1167bobo3bo$1042b2o125bo$1043b2o$1042bo$
1209bo$1209b2o$1208bobo11$113b3o82b2o$115bo81b2o$114bo84bo6$236b3o
$236bo$237bo5$953b2o$219b2o732bobo$219bobo731bo$219bo6$858b2o$857b
obo$859bo4$967b2o$966b2o$968bo!

Sample occurrences

There are 3 sample soups in the Catagolue:

Unofficial symmetries

SymmetrySoupsSample soup links

b3s23osc_stdin 3    

Comments (1)

Displaying comments 1 to 1.

On 2016-11-13 at 23:27:56 UTC, paulrw63@live.com wrote:

I named this the HEARTBEAT. Look, after some 38 years, it's time it got named !!

It is accompanied by the P3 CATERER to hassle 2 T-tetronimos into oscillating at P21. (7 x 3).

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