Pinwheel (xp4_gg0g88bbgz11078c9a7066zy033)
|
|
Pattern RLE
Glider synthesis
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp4_gg0g88bbgz11078c9a7066zy033 costs 188 gliders (true).
#CLL state-numbering golly
x = 2144, y = 86, rule = B3/S23
1011bo$1012b2o$1011b2o32bo$1043b2o$1037bo6b2o$1036bo$1036b3o$994bo
$984bobo8b2o$985b2o7b2o$985bo2$991bo$989bobo48bo$990b2o48bobo$
1040b2o$1051bobo$1044bo6b2o$1044bobo5bo$1044b2o2$1549bo587bo$1360b
o189bo587bo$914bo347bo98bo175bo10b3o2bobo580b3o2bobo$912b2o5bo67bo
216bobo55bobo40bo53b3o173bobo15b2o586b2o$913b2o3bo68bobo209bo5b2o
11bo43b2o42b2o228b2o16bo447bo139bo$918b3o66b2o18b2o191b2o3bo10b2o
33bo53b2o137bo55bo500bo90bobo$1008b2o189b2o16b2o33b2o2bobo186b2o
53bobo42bo6bo448b3o88b2o39bo6bo$o5bo770bo195bo33bo5b2o177bo58b2o4b
2o49bo103bo31b2o49bo4b2o41bobo4bobo540bo37bobo4bobo$b2o3bobo766b2o
42bo6bo36bo48b2o4bo52bobo39bobo177bo63bo3bobo44bobo55bo44bo36bobo
2bobo40bo47b2o5b2o402bo132bo43b2o5b2o$2o4b2o141bobo624b2o40bobo4bo
36bobo48b2o2bobo52b2o41bo175b3o67b2o38bo6b2o40bo15bobo42b3o35b2o2b
2o39b3o456bobo43bobo4bo42bobo37b2o38bo$104bo45b2o363bo302b2o5b3o
34b2o48bo4b2o96b2o233bo11bo39b2o44bobo15b2o81bo4bo45bo143bo309b2o
3bo40b2o2b2o43b2o37b2o37bobo$102bobo45bo68bo295bobo4bo160bo95bobo
413b3o52b2o49b2o46b2o149bobo141bobo311bo41bo4b2o43bo77b2o$103b2o
50bobo60bo196bo40b2o3bobo44b2o5b2o3b2o159b2o42b2o3bobo41b2o3b2o37b
2o3bo38b2o53b2o96b2o180bo51bobo4bo49b2o45b2o54b2o89b2o142b2o312b3o
$107bo48b2o60b3o48bo146b2o37bobo3b2o44bo2bo10b2o107bo51b2o40bobo3b
2o41bo2bo3bo36bo2bobobo36bo2bo51bo2bo94bo2bo76b2o54b2o44bo10b2o46b
obo39b3o6bobo4b2o37bobo4b2o7b3o31b2o5bobo40b2o93b2o2b2o87bo403bo7b
3o35b2o43b2o2b2o$107bobo37bo2bobo3bo50bo62b2o143b2o40bo4bo44bo2bo
54bo63bo41bo54bo4bo41bo2bo40bo2bob2o37bo2bo51bo2bo94bo2bo76bo2bo2b
o49bo2bo2bo50bo2bo2bo42bo2bo2bo36bo7bo2bo3bo38bo3bo2bo7bo33bo3bo4b
o40bo3bo38bo2bo48bo4bo49b2o37b2o6b2o49b2o38bo15b2o40b2o48b2o46b2o
50b2o51b2o40bobo6bo36bo2bo42bo4bo$51bo55b2o36bobo3b2o9b2o44b2o6bo
52b2o237b2o53b2o64b3o40bo101b2o42b2o42b2o53b2o96b2o78b6o50b6o51b6o
43b6o35bo9b6o40b6o9bo33b8o42b4o38b4o49b4o50b2o36b2o7b2o49b2o39b2o
13b2o40b2o48b2o46b2o50b2o51b2o40b2o8bo35b4o43b4o$b2o9bo37bo95b2o3b
o10b2o43b2o8bo202bo80b2o16b2o37bobo3b2o59bo44b3o464bo455bobo91bo
52b2o166bo$2b2o3bo3bo34bo3b3o3b2o52b2o54b2o47b3o9b2o34bo16b2o39b2o
41b2o47b2o3b2o46b2o32bobo10b2o3b2o5b2o32b2o11b2o14bobo32bobo8b2o
52b2o44b2o42b2o42b2o42b2o11bo41b2o96b2o76b4o37b2o13b4o53b4o45b4o
47b4o42b4o45b4o46b4o38b4o49b4o40b2o6b4o43b4o35b2o10b4o40b3o4b2o3b
4o38b4o46b4o44b4o6b2o40b4o49b4o38b4o42b4o43b4o$bo5b2o2b3o30bobo9bo
bo51bobo53bobo55bo2bobo33b2o12bo2bobo35bo2bobo37bo2bobo43bo2bobo3b
2o42bo2bo35bo7bo2bo6bo3b2o33bo11bo2bo13b2o34b2o7bo2bo50bo2bo42bo2b
o40bo2bo40bo2bo40bo2bo10bobo38bo2bo94bo2bo74bo2bobob2o32b2o13bo4bo
b2o48bo4bob2o40bo4bob2o42bo4bob2o37bo4bob2o40bo4bob2o41bo4bob2o33b
o4bob2o44bo4bob2o36bo6bo4bob2o38bo2bobob2o30b2o7b2obo2bobob2o38bo
4bobobo2bobob2o30b2obo4bob2o30bo7b2obo2bobob2o36b2obo4bob2o3b2o2b
2o31b2obo4bob2o41b2obo2bobo33b2obo4bo37b2obo4bo38b2obo4bo$6bobo36b
2o7bobobo49bobobo40b2o9bobobo54bobobobo32bobo2bob2ob2o2bobobobo34b
obobobo36bobobobo5bo36bobobobo46bobobo42bobobo12bo43bobobo8bo5bo
42bobobo49bobobo41bobobo39bobobo39bobobo39bobobo10b2o38bobobo93bob
obo65bobo6bobo2bob2o36b3o4b2o2bo2bobob2o48bo2bobob2o40bo2bobob2o
42bo2bobob2o37bo2bobob2o40bo2bobob2o41b2o3bob2o33bo2bobob2o44bo2bo
bob2o32bo10bo2bobob2o35bo2bobo2bob2o38bobobobo2bob2o31b2o4bo7bobob
o2bob2o30b2ob2o3bob2o31b2o5b2ob2o3bob2o36b2obo2bobob2o7bobo30b2ob
2o3bobobo40b2obobo2bo33b2obo2bobo37b2ob2o3bo38b2ob2o3bo$53bobobo
46b2obobobo40bobo5b2obobobo54bobobobo38b2obobo2bobobobo31b2obobobo
bo33b2obobobobo6bobo30b2obobobobo7b2o34b2obobobob2o36b2obobobob2o
50b2obobobob2o6bobo42b2obobobob2o41bob2obobobob2o35b2obobobob2o33b
2obobobob2o33b2obobobob2o33b2obobobob2o44b2obobobob2o87b2obobobob
2o64b2o3b2obo3b2o41bo4bobobo3b2o48b2obo3b2o40b2obo3b2o42b2obo3b2o
37b2obo3b2o40b2obo3b2o41b2obo2bobo33b2obo3b2o44b2obo3b2o33bobo7b2o
bo3b2o37bobobo3b2o37bo3bobobo3b2o33bobo12bobo3b2o36bo2bobo33b2o9bo
bo2bo42bo3b2o10bo35bo2bobo2bo44bo3b2ob2o33bo3b2ob2o37bo2bobob2o38b
o2bobob2o$53bo2bo34bo11bobobo2bo43bo4bobobo2bo37b2o16bobo2bo43bo2b
2obo2bo32bob2obo2bo34bob2obo2bo7b2o31bob2obo2bo3bo4bobo33bob2obo2b
o2bo35bob2obo2bo2bo49bob2obo2bo2bo5b2o38bo3bo2b2obo2bo2bo40b2obobo
bo2bo2bo33bobobobo2bo2bo31bobobobo2bo2bo31bobobobo2bo2bo31bobobobo
2bo2bo42bobobobo2bo2bo3b2o80bobobobo2bo2bo3b2o58bo3bobobo4bo34b2o
4bo7bobobo2bo48b2obobo2bo40b2obobo2bo42b2obobo2bo37b2obobo2bo40b2o
bobo2bo41b2obobo2bo33b2obobo2bo44b2obobo2bo34b2o2b2o3b2obobo2bo38b
2obo4bo37b2o3b2obo4bo35bo10bobobo4bo36bobo2bo44bo4bo42bobo2bo6bo
39bobo2bo47bo4bob2o33bobo2bob2o37bobo2bob2o38bobo2bob2o$47b3o4b2o
33bobo4bo7bo3b2o39bo10bo3b2o39b2o3b2o8b2o3b2o51b2o39b2o41b2o47b2o
3bobo3bo41b2o2b2o41b2o2b2o40bo14b2o2b2o43bobo2bobo5b2o2b2o44bo3b2o
2b2o33bo2bo3b2o2b2o31bo2bo3b2o2b2o31bo2bo3b2o2b2o31bo2bo3b2o2b2o4b
3o35bo2bo3b2o2b2o3b2o31bo12b2o34bo2bo3b2o2b2o3b2o62bobo2b4o34bobo
12bo2b4o53b4o45b4o47b4o42b4o45b4o46b4o38b4o49b4o40b2o6b4o43b4o37bo
bo7b4o47b2o3b4o38b4o46b4o44b4o6b2o40b4o49b4o38b4o42b4o43b4o$49bo
40b2o5b2o48bobo54bo6b2o7bo102bo45b2o45bobo139b2o62b2o3bo98b2o42b2o
42b2o42b2o16bo36b2o49bo12b2o32b2o71b2o7b2o42bo10bobo442bo266bo45bo
bo55b2o$48bo47b2o50b2o6bo53bo6b2obo102bobo36b2o5bobo39b2o4bo46b2o
45b2o44b2o3b2o8b2o11b3o46b2o2b2o48b2o2b2o40b2o2b2o38b2o2b2o38b2o2b
2o38b2o2b2o5bo43b2o2b2o35b3o11bo42b2o2b2o60b2o12b2o47b2o5b2o55b2o
47b2o49b2o44b2o47b2o48b2o40b2o51b2o50b2o45b2o49b2o40b3o11b2o40b2o
48b2o7bo36b2o50b2o14bobo34b2o40b2o44b2o45b2o$156b3o10bo47b2ob2o48b
3o50b2o37b2o5bo41b2o51b2o45b2o50b2o7b2o11bo48b2o2b2o48b2o2b2o40b2o
2b2o38b2o2b2o38b2o2b2o38b2o2b2o49b2o2b2o92b2o2b2o59bo14b2o54b2o55b
2o47b2o49b2o44b2o47b2o48b2o40b2o51b2o50b2o45b2o49b2o42bo11b2o40b2o
47bobo7b3o34b2o50b2o14bo36b2o40b2o44b2o45b2o$159bo8bo91b3o7bo291bo
23bo554b3o601bo104bo$95bo62b2o8b3o91bo8bo145b3o138b2o115b3o287b3o
4b2o169bo$95b2o2b3o42b2o19bo95bo3b3o47bo101bo139bobo21b2o94bo289bo
3b2o122b2o45bo8b2o594b3o46b2o4bo54b2o101b3o$94bobo4bo41bobo18b2o
51b2o48bo47b2o2b3o96bo140bo3b3o15bobo92bo3b2o284bo6bo121b2o54b2o
596bo47b2o2b2o54bobo100bo$100bo44bo18bobo4b3o44b2o46bo47bobo2bo
243bo17bo98bobo1065bo47bo4bobo36b2o15bo103bo$151b3o17bo45bo102bo
243bo115bo463bo694bobo107bo$153bo7b2o9bo817b2o152b2o695bo107b2o$
152bo7b2o398b3o426bobo151bobo653b3o146bobo$162bo399bo428bo57bo751b
o42b3o$212b2o347bo486b2o750bo45bo$158b2o53b2o833bobo794bo$157bobo
52bo$159bo3$152b2o$151bobo859bo$153bo857bobo34bo$995b2o15b2o33b2o$
989b2o3bobo50bobo$990b2o4bo$989bo50bo3b2o$1039b2o3bobo$1034b3o2bob
o2bo$1034bo$1035bo7$1036b2o$1035b2o$1037bo2$1016b2o$1015bobo$1017b
o!
Sample occurrences
There are 13 sample soups in the Catagolue:
Unofficial symmetries
Symmetry | Soups | Sample soup links |
---|---|---|
b3s23osc_stdin | 12 | • • • • • • • • • • • • |
oscstdin | 1 | • |
Comments (4)
Displaying comments 1 to 4.
On 2021-04-07 at 11:30:56 UTC, Ignacy.Jackl wrote:
There are no soups because that thing is very artificial, and also asymmetric.
On 2021-04-07 at 11:28:29 UTC, Ignacy.Jackl wrote:
Synthesis components:
Loaf at R-bee synthesis - 5G
Boat on domino placement - 3G
Block synthesis - 2G
edgy Eater synthesis - 4G
Block+Boat+Eater -> siamese Tub with domino with block-on-table - 14G
Domino with block-on-table -> Carrier and snake +1 - 7G
Carrier an snake +1 -> Snake - 5G
Block on domino placement - 3G
Beehive synthesis - 2G
R-bee + Beehive -> Tail + siamese Claw - 4G
Pond synthesis - 2G
Tail + Pond -> siamese Loaf - 5G
Snake -> Shillelagh with tub - 7G
one-sided Block on boat-bit - 4G
Claw with tub -> Snake +1 - 3G
Snake -> Eater - 4G
Double boat-bit on pond - 2G
Boat deletion - 1G
Block synthesis - 2G
Boat -> Eater - 4G
Rotor ignition (main step) - 15G + 3LWSS + 1MWSS = 27G
Cap -> Dock - 2G
Dock + Block -> Block - 5G
Bookend -> Bookend with tub - 5G
Tub -> Boat - 2G
Table -> Long hook - 3G
Bookend with trans-boat siamese long hook -> Long hook with cis-boat siamese bookend - 4G
Cis-boat -> Eater head - 1G
Bookend -> Very long hook with curl - 3G
Very long hook with curl deletion - 1G
Long hook -> Table - 3G
Table -> Dock - 3G
Dock -> Block - 5G
Block -> Boat - 3G x4
Boat -> Cap - 2G
Cap -> Dock - 2G
Dock -> Block - 5G
Boat -> shifted Block - 5G x2
Boat -> Cap - 2G
Cap -> Dock - 2G
Dock -> Block - 5G
On 2018-12-31 at 21:59:37 UTC, Someone wrote:
No soups? What?
On 2018-02-28 at 07:44:22 UTC, Someone wrote:
This is Pinwheel (aka Catherine wheel).
Please log in to post comments.