Spider (xq5_ug1hmgc865da808ad568cgmh1guz124w6yb6w421)
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Pattern RLE
Glider synthesis
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xq5_ug1hmgc865da808ad568cgmh1guz124w6yb6w421 costs 201 gliders (true).
#CLL state-numbering golly
x = 1824, y = 93, rule = B3/S23
1813bobo$1748bobo62b2o$1749b2o11bo51bo$1749bo13b2o$1762b2o$1742bo$
1743b2o68bobo$1742b2o56bo12b2o$1755bo44bobo11bo$549bobo1201bobo44b
2o$550b2o1197bo4b2o$550bo1199bo$1748b3o2$1088bo$1086b2o$1087b2o$
1075bo$1073bobo745bobo$812bo261b2o745b2o$626bo183bobo1009bo$626bob
o125bo56b2o$626b2o127bo330bo$618bo134b3o219bo109bo663bo$618bobo
347bobo5bo98bo9b3o662bo$618b2o99bo57bobo84bo104b2o3b3o99bo3bobo
665b3o$193bo367bo155b2o58b2o39bo5bo40bo57bo45bo59bobo42b3o4b2o560b
o$191b2o368bobo38bo115b2o58bo37bobo3bobo38b3o57bobo62bo40b2o50bo
559bobo$69bo122b2o367b2o40bo103bo109b2o4b2o48bo49b2o7bo53b2o37bo4b
o611b2o$70b2o484bobo42b3o104bo119bo44bobo55bo55b2o37bo43bo725bobo$
69b2o486b2o147b3o62bo54b2o45b2o56b3o90b3o41bobo725b2o9bobo$192b2o
267bo95bo52bobo98bobo5bo50bo56b2o191b2o41b2o4b2o573bo105bobo44bo9b
2o7bo$87bobo102bobo264bobo149b2o98b2o5b2o33b2o15b3o41b2o4b2o101b2o
61b2o31bobo9b2o31b2o20b2o46bo52bo46bo43bo66bo41bo52bo51bo54bo54bo
42bo11bo51bo41b2o33bo13b2o6bo5b2o$87b2o55bo47bo41bo225b2o100bobo
46bo5bo52bobo39bo5bobo32bobo57bobo4bobo52b2o47bo54b2o4b2o34bo8bobo
30bo21bobo42b2obobo47b2obobo41b2obobo38b2obobo61b2obobo36b2obobo
47b2obobo46b2obobo49b2obobo49b2obobo39b3o7b2obobo46b2obobo40bo30b
2obobo12bobo12b2o$88bo54bo88bobo160bo68bo80bo16b2o51b2o53b2o83bo
10bobo46bo6bo42b2o7b2o42b2o2bo47b2o2bo4bobo5bo37b2o3bo50b2o2bo45bo
bo2bo47bobo2bo41bobo2bo38bobo2bo61bobo2bo36bobo2bo47bobo2bo46bobo
2bo49bobo2bo49bobo2bo34b2o13bobo2bo46bobo2bo71bobo2bo11bo$136bo6b
3o41bobo10bo32b2o161bo57bo8bo82b2o15bo52b2o53bo83b2o10b2o53b2o41bo
10bo41bo3b2o2b2o42bo2bobo3bo45bo2bobo49bo2bobo45bo2bobo47bo2bobo
41bo2bobo38bo2bobo61bo2bobo36bo2bobo47bo2bobo46bo2bobo49bo2bobo49b
o2bobo35b2o12bo2bobo46bo2bobo71bo2bobo$137bo49b2o10b2o193b3o58b2o
6b3o79b2o172bo47bo57bo40bo52bo4bo2bo43bob2o51bob2o38b2o11bob2o47bo
b2o49bob2o43bob2o40bob2o63bob2o38bob2o49bob2o48bob2o51bob2o51bob2o
35bo15bob2o42bo5bob2o67bo5bob2o$2bo33bo94bo3b3o50bo10bobo252b2o
172bo36bo7b3o36b2o4b2o35b4o63b3obo36b3obo48b3obo3b2o42b3obo11bo38b
3obo39bobo8b3obo46b3obo48b3obo42b3obo39b3obo62b3obo37b3obo48b3obo
47b3obo50b3obo50b3obo50b3obo43bobob3obo68bobob3obo$obo33bobo87bo5b
o7bo212bo273bo36bobo6bo37bo2bo3bobo34bo3bo62bo3bo36bo3bo48bo3bo47b
o3bo10b2o38bo3bo41bo8bo3bo46bo3bo48bo3bo42bo3bo39bo3bo62bo3bo37bo
3bo48bo3bo47bo3bo50bo3bo50bo3bo50bo3bo43bobobo3bo68bobobo3bo$b2o
19bo13b2o86bobo3b3o7bobo35bo172b2o47bo220bobo3b3o35bo8bo37b3o41b3o
64b3o38b3o50b3o12bo36b3o11bobo38b3o52b3o48b3o50b3o44b3o41b3o64b3o
39b3o50b3o49b3o52b3o52b3o52b3o45bo3b3o70bo3b3o$20b2o103b2o13b2o34b
obo70bo62bo39b2o6bo40b2o13bo48bo45bo55bo44bo8b2o307b2o$21b2o113bo
40b2o14bo53b3o60b3o35bo9b3o39b2o12b3o46b3o43b3o53b3o42b3o9bo40b5o
42b5o39b5o62b5o36b5o12b2o34b5o11b2o34b5o50b5o50b5o46b5o7bo40b5o42b
5o39b5o62b5o37b5o48b5o47b5o50b5o50b5o50b5o47b5o72b5o$135bobo55b3o
50bo3b2o57bo3b2o34bo7bo3b2o46bo3bo3b2o39bo3bo3b2o40bo3b2o50bo3b2o
37bobo3b2o45bobo3bobo38bobo3bobo35bobo3bobo58bobo3bobo32bobo3bobo
11bobo30bobo3bobo5b3o35bobo3bobo46bobo3bobo46bobo3bobo42bobo3bobo
5bo38bobo3bobo38bobo3bobo35bobo3bobo58bobo3bobo33bobo3bobo44bobo3b
obo43bobo3bobo46bobo3bobo46bobo3bobo46bobo3bobo43bobo3bobo68bobo3b
obo$72b2o2b2o51b2o5bo54b2o3bo48bob2o3bo55bob2o3bo31b3o6bob2o3bo44b
obobob2o3bo37bobobob2o3bo38bob2o3bo48bob2o3bo36b2ob2o3bo44b2ob2o3b
o38b2ob2o3bo35b2ob2o3bo58b2ob2o3bo32b2ob2o3bo11bo32b2ob2o3bo5bo37b
2ob2o3bo46b2ob2o3bo46b2ob2o3bo42b2ob2o3bo5b3o36b2ob2o3bo38b2ob2o3b
o35b2ob2o3bo58b2ob2o3bo33b2ob2o3bo44b2ob2o3bo43b2ob2o3bo46b2ob2o3b
o46b2ob2o3bo46b2ob2o3bo43b2ob2o3bo68b2ob2o3bo$22bo49bobo2bo51bobob
3o54bo2b3o50bo2b3o38bo18bo2b3o42bo2b3o46bo3bo2b3o37bobo3bo2b3o39bo
bob3o49bobob3o40bob3o8b3o37bob3o42bob3o39bob3o62bob3o36bob3o48bob
3o7bo39bob3o50bob3o50bob3o46bob3o48bob3o42bob3o39bob3o62bob3o37bob
3o48bob3o47bob3o50bob3o50bob3o38bo11bob3o47bob3o72bob3o$20b2o52b3o
54bobo57bobo53bobo38bobo19bobo45bobo35bo17bobo40bo5bobo40b2obobo
50b2obobo42bobo10bo39bobo44bobo41bobo64bobo38bobo50bobo49bobo52bob
o52bobo48bobo50bobo44bobo41bobo64bobo39bobo50bobo49bobo52bobo52bob
o40b2o10bobo49bobo74bobo$21b2o50bo56b2o58b2o54b2o41b2o18b2o46b2o
38b2o14b2o47b2o37bo7bo51bo3bo43b2o13bo37b2o45b2o42b2o65b2o39b2o51b
2o50b2o53b2o53b2o49b2o13bo37b2o45b2o42b2o65b2o40b2o51b2o50b2o53b2o
53b2o41bobo9b2o38bobo9b2o75b2o$74b3o54bobo57bobo53bobo43b3o14bobo
33b3o3bo5bobo35b2o10bo5bobo40bo5bobo33bobo4b2obobo50b2obobo42bobo
50bobo44bobo41bobo64bobo38bobo50bobo49bobo52bobo52bobo48bobo10bo
39bobo44bobo41bobo64bobo39bobo50bobo49bobo52bobo52bobo52bobo37b2o
10bobo74bobo$2bo69bobo2bo6bo7bo36bobob3o54bo2b3o50bo2b3o43bo13bo2b
3o33bo2bobo3bo2b3o37b3o4bobo3bo2b3o37bobo3bo2b3o32b2o5bobob3o49bob
ob3o40bob3o48bob3o42bob3o39bob3o62bob3o36bob3o48bob3o47bob3o50bob
3o50bob3o46bob3o8b3o37bob3o42bob3o39bob3o62bob3o37bob3o48bob3o7bo
39bob3o50bob3o50bob3o50bob3o35bo11bob3o72bob3o$3bo15b2o51b2o2b2o4b
2o7b2o36b2o5bo54b2o3bo50b2o3bo41bo13bob2o3bo31bo4bobobob2o3bo38bo
5bobobob2o3bo37bobobob2o3bo38bob2o3bo48bob2o3bo36b2ob2o3bo5b3o36b
2ob2o3bo38b2ob2o3bo35b2ob2o3bo58b2ob2o3bo32b2ob2o3bo44b2ob2o3bo43b
2ob2o3bo46b2ob2o3bo46b2ob2o3bo42b2ob2o3bo44b2ob2o3bo38b2ob2o3bo35b
2ob2o3bo58b2ob2o3bo33b2ob2o3bo11bo32b2ob2o3bo5bo37b2ob2o3bo46b2ob
2o3bo46b2ob2o3bo46b2ob2o3bo43b2ob2o3bo68b2ob2o3bo$b3o14b2o63b2o6bo
bo41bobo55b3o53b3o57bo3b2o38bo3bo3b2o38bo7bo3bo3b2o31b3o5bo3bo3b2o
32b2o6bo3b2o50bo3b2o37bobo3b2o6bo38bobo3b2o39bobo3b2o36bobo3b2o59b
obo3b2o33bobo3b2o45bobo3b2o44bobo3b2o47bobo3b2o47bobo3b2o43bobo3b
2o45bobo3bobo38bobo3bobo35bobo3bobo58bobo3bobo33bobo3bobo11bobo30b
obo3bobo5b3o35bobo3bobo46bobo3bobo46bobo3bobo46bobo3bobo43bobo3bob
o68bobo3bobo$20bo115bo56bo39b2o14bo60b3o45b3o53b3o35bo10b3o34bobo
6b3o53b3o42b3o9bo40b3o44b3o41b3o64b3o38b3o50b3o49b3o52b3o52b3o48b
3o9bo40b5o42b5o39b5o62b5o37b5o12b2o34b5o11b2o34b5o50b5o50b5o50b5o
47b5o72b5o$125b2o13b2o90bobo77bo47bo55bo34bo13bo34bo10bo55bo44bo
52bo46bo43bo66bo40bo52bo51bo54bo54bo50bo8b2o308b2o$124bobo3b3o7bob
o91bo65b2o837bobo3b3o35bo8bo37b3o41b3o64b3o39b3o50b3o12bo36b3o11bo
bo38b3o52b3o52b3o49b3o70bo3b3o$13b2o10b3o98bo5bo7bo159bobo842bo36b
obo6bo37bo2bo3bobo34bo3bo62bo3bo37bo3bo48bo3bo47bo3bo10b2o38bo3bo
41bo8bo3bo50bo3bo47bo3bo68bobobo3bo$13bobo9bo105bo3b3o106bo10bobo
42bo153b2o690bo36bo7b3o36b2o4b2o35b4o63b3obo37b3obo48b3obo3b2o42b
3obo11bo38b3obo39bobo8b3obo50b3obo47b3obo68bobob3obo$13bo12bo110bo
105b2o10b2o198b2o6b3o79b2o690bo47bo57bo41bo52bo4bo2bo43bob2o51bob
2o38b2o11bob2o51bob2o32bo15bob2o67bo5bob2o$78bo57bo6b3o31b2o64bobo
10bo197bo8bo82b2o15bo570b2o53bo83b2o10b2o53b2o42bo52bo3b2o2b2o42bo
2bobo3bo45bo2bobo49bo2bobo49bo2bobo32b2o12bo2bobo71bo2bobo$78b2o2b
3o58bo32bobo285bo80bo16b2o569b2o53b2o83bo10bobo46bo6bo43b2o51b2o2b
o47b2o2bo4bobo5bo37b2o3bo50b2o2bo49bobo2bo31b2o13bobo2bo39b2o30bob
o2bo$77bobo2bo61bo33bo69bo211b2o100bobo564bo5bo52bobo39bo5bobo32bo
bo57bobo4bobo54b3o45bo54b2o4b2o34bo8bobo30bo21bobo46b2obobo36b3o7b
2obobo39bobo29b2obobo$83bo164bobo208bobo667b2o98b2o5b2o33b2o15b3o
41b2o4b2o51bo3bo46b2o61b2o31bobo9b2o31b2o20b2o50bo39bo11bo42bo33bo
$248b2o211bo95bo570bobo98bobo5bo50bo56b2o44b2o3bo142b2o41b2o4b2o
106bo$557b2o665b3o62bo54b2o44bobo57b3o90b3o41bobo164b2o$556bobo
560b3o104bo119bo103bo55b2o37bo43bo165b2o$248b2o311b2o558bo103bo
109b2o4b2o99b2o7bo53b2o37bo4bo144b2o58bo$247b2o312bobo556bo115b2o
58bo37bobo3bobo39b3o57bobo62bo40b2o50bo92bobo$249bo311bo673b2o58b
2o39bo5bo41bo57bo45bo59bobo42b3o4b2o93bo$79b2o1055b2o99bo57bobo85b
o104b2o3b3o99bo3bobo$78bobo1055bobo348bobo5bo98bo9b3o$80bo1055bo
134b3o220bo109bo$1144b2o127bo331bo$1144bobo125bo56b2o485b2o$1144bo
183bobo485bobo$1330bo262b2o221bo$1592bobo$1594bo225b2o$1606b2o212b
obo$1605b2o213bo$1607bo2$1748b3o$550bo1199bo$550b2o1197bo4b2o$549b
obo1201bobo44b2o$1755bo44bobo11bo$1742b2o56bo12b2o$1743b2o68bobo$
1742bo$1762b2o$1749bo13b2o$1749b2o11bo51bo$1748bobo62b2o$1813bobo!
Sample occurrences
There are 3 sample soups in the Catagolue:
Unofficial symmetries
| Symmetry | Soups | Sample soup links |
|---|---|---|
| oscstdin | 1 | • |
| shipthread_stdin | 2 | • • |
Comments (6)
Displaying comments 1 to 6.
On 2021-06-09 at 22:22:33 UTC, lucasdelapaz26@wrsdk12.net wrote:
I keep seeing parts of the spider synthesis in the catalog
On 2021-04-06 at 18:33:58 UTC, Ignacy.Jackl wrote:
Synthesis components:
xs21_39mkl3z321023 synthesis - 8G
Nine on nine -> 2x Tub with tail - 7G
Two TWITs on long dock -> xs28_4aar4k8z8kkm8b5zx1 - 12G
Tail thing addition - 6G x2
Barge synthesis - 3G
Tub synthesis - 3G
Tub -> Barge - 4G, catalysed by first barge
Very specific component (I don't want to look for these apgcodes) - 7G
2x Tail -> Two tails +1 - 2G
Two tails +1 -> 2x Hook - 10G
Inflexion thing component - 10G x2
Tub -> R-bee - 2G x2
R-bee -> Eater on long R-bee - 5G x2
Long R-bee -> R-racetrack - 4G x2
Eater -> Hook - 5G x2
Carrier bridge carrier synthesis - 4G x2
Carrier bridge carrier -> tie Boat - 4G x2
Boat -> Integral sign - 6G x2
Hook -> siamese Loaf - 3G x2
Integral siamese loaf-> Mango weld 13-loop + Block - 9G x2
Block deletion - 1G x2
edgy Beehive synthesis - 5G x2 (!)
Tub synthesis - 3G x2
Blinker synthesis - 2G x2
Ship synthesis - 3G x2
Final step - 33G
On 2019-12-17 at 03:42:59 UTC, Someone wrote:
Oops didn't mean to comment that
On 2019-12-17 at 03:42:18 UTC, Someone wrote:
x = 103, y = 53, rule = B3/S23 96bo$95bo$95b3o$72bo$64bo5bobo$65b2o4b2o5bo$64b2o13b2o$78b2o5$78b2o$ 79b2o21bo$78bo21b2o$101b2o2$89b2o$84bo3bo2bo$60b2o21bobo3b2o$20bo40b2o 17bo3b2o$18b3o17bo21bo17b3o$15bobo3b2o13b2o37bobo3b2o$15b2ob2o3bo13b2o 36b2ob2o3bo$18bob3o55bob3o$18bobo57bobo$17b2o58b2o$18bobo57bobo$18bob 3o55bob3o$15b2ob2o3bo51b2ob2o3bo13b2o$15bobo3b2o52bobo3bobo12b2o$o17b 3o57b5o15bo$b2o17bo3b2o$2o21bobo3b2o49b3o$24bo3bo2bo47bo3bo$29b2o48b3o bo$82bob2o$41b2o38bo2bobo$18bo21b2o39bobo2bo$19b2o21bo37b2obobo$18b2o 64bo5$18b2o$4b2o13b2o$5b2o4b2o5bo$4bo5bobo$12bo$35b3o$35bo$36bo!
On 2019-05-12 at 15:25:11 UTC, Someone wrote:
581 gliders. Oof.
On 2017-12-30 at 23:19:02 UTC, paulrw63@live.com wrote:
There are not many C/5 spaceships found.
This is the smallest,known since 1997. It is endlessly extendable, repeating halves obliquelly of each 2nd gen, on either side.
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