Circle of fire (xp2_g48e0v0e84gz295t1u1t592zy11)
|
|
Pattern RLE
Glider synthesis
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp2_g48e0v0e84gz295t1u1t592zy11 costs 235 gliders (true).
#CLL state-numbering golly
x = 3319, y = 69, rule = B3/S23
471bo2480bo$472bo2478bo$470b3o2478b3o3$116bo$114b2o8bo$115b2o5b2o$
123b2o2$1000bobo$483bo499bo16b2o$484bo499b2o15bo2185bo20bo$482b3o
498b2o2203b2o17bo$1606bo1574bo5b2o18b3o$322bo1282bo1573bobo$119bo
202bobo152bo6bobo511bobo156bo447b3o429bo4bobo8bo10bo1115b2o$118b2o
145bo56b2o151b2o7b2o512b2o158b2o875bobo5b2o8bobo7bo4bobo865bo$118b
obo144bobo208b2o7bo513bo3bobo151b2o171bobo44bo658b2o5bo5bo3b2o8b3o
2b2o689bo24bo149bobo$265b2o51bo658bo25b2o325b2o45bobo670bo18bo690b
2o22bobo148b2o$223bo92bobo148bo507bobo26bo326bo45b2o4bo201bo456bo
5b3o56bo651b2o23b2o88bo369b2o$224bo92b2o3bobo143b2o506b2o395bo8bo
203bo398bo57bo61bobo767b2o367b2o$113bobo106b3o41b2o54b2o43b2o48b2o
4bo43b2o7bo5b2o841bo48b2o6b3o93bo105b3o398bobo53b3o62b2o766b2o59b
2o101bobo$85bobo25b2o150b2o56bo44bo3bo45bo3bo51b2o7bo5bo836b2o45b
2o104b2o59bo57bo343bo42b2o85b3o46b2o49b2o762b2o101b2o266bo$86b2o
26bo64bo87bo99bo4bobo42bo4b3o50b2o5bo5b2o681bo153b2o151b2o59bobo
55bobo340b2o39bo90bo36bo11bobo48bobo305bo239bo214bo103bo138bo68bo
53bo3bobo5bo$86bo93b2o40bo95b2o3bo42bo5b2o42bo46bo17bo6bobo39bo
586bo51b2o149bo101bo117b2o56b2o267bobo71b2o39b2o89bo35bo12bo50bo
306bobo180bo54b2o274b2o75b2o55b2o42bobo2bo15b2o52bo54b2o2b2o3b2o$
179b2o40bobo39b2o52bobo2bo42bo49bo45bobo16bo48bo585b2o53b2o149bo
56b2o43bo219b2o54b2o48b2o54b2o49b2o10b2o48b2o61b2o6b2o64b2o52bo
370b2o179b2o50bobo3b2o265bo7b2o55bo19b2o49b2o4b2o43b2o2b3o7b2o4b2o
52bo53b2o9b2o$97bo14b2o108b2o39b2o51bo5b3o39bo49bo3b2o42b2o15bo3b
2o44b3o584b2o201b3o5bo51bo41b3o7b2o47b2o58b2o56b2o42bo2bo52bo2bo
46bo2bo52bo2bo47bo2bo9bo48bo2bo67bo2bo45b3o10b2o2bo2bo111b3o490b2o
50b2o164bo103bobo62b2o71bo50bo13bo$95b2o16b2o200bo47bo5b3o41bo4b2o
4b2o52bo4bo566b2ob2o6bobo39b2ob2o16bo33b2ob2o63b2ob2o49b2ob2o42b2o
5b2ob2o39bo3b2ob2o45bo3b2ob2o40bo3b2ob2o51bo3b2ob2o49bo3b2ob2o34b
2obo2b2ob2o45b2obo2b2ob2o39b2obo2b2ob2o45b2obo2b2ob2o40b2obo2b2ob
2o51b2obo2b2ob2o60b2obo2b2ob2o40bo11bo2b2obo2b2ob2o59b2o2b2ob2o38b
o3b2o2b2ob2o36b2o2b2ob2o53b2o2b2ob2o14bo40b2o2b2ob2o53b2o2b2ob2o
40b2o2b2ob2o52b2o2b2ob2o39b2o2b2ob2o44b2o2b2ob2o67b2o2b2ob2o10bo
40b2o2b2ob2o9b2o44b2o2b2ob2o50b2o7b2o2b2ob2o40b2o2b2ob2o40b2o7b2o
2b2ob2o47b2o19b2o2b2ob2o43bo4b2o2b2ob2o51bo4b2o2b2ob2o41b3o3b3o4b
2ob2o44b2ob2o$96b2o14bo68b2o39b2o39b2o50b2o46b2o4bo43b2o8b2o53b2o
5bo7bo33bo7b2o2b2o34b2o2b2o35b2o2b2o46b2o2b2o42b2o2b2o44b2o2b2o50b
2o2b2o50b2o2b2o43b2o2b2o54b2o2b2o56bobobobo6b2o38bobobobo14bo33bob
obobo61bobobobo47bobobobo40bobo4bobobobo37bo3bobobobo43bo3bobobobo
33b2o3bo3bobobobo44b2o3bo3bobobobo42b2o3bo3bobobobo36bobobobobo47b
obobobobo41bobobobobo47bobobobobo42bobobobobo13bo39bobobobobo51bo
10bobobobobo38bo9b3o6bobobobobo58bo2bobobobo36bo4bo2bobobobo35bo2b
obobobo52bo2bobobobo11b2o41bo2bobobobo52bo2bobobobo39bo2bobobobo
51bo2bobobobo38bo2bobobobo43bo2bobobobo66bo2bobobobo50bo2bobobobo
7bo2bo43bo2bobobobo50b2o6bo2bobobobo39bo2bobobobo48bo2bobobobo61b
2o4bo2bobobobo41b2o4bo2bobobobo49b2o4bo2bobobobo52bobobobo35bobo4b
obobobo$173b2o2bo4bo31b2o2bo4bo31b2o2bo4bo42b2o2bo4bo38b2o2bo4bo5b
o34b2o2bo4bo10bo44b2o2bo4bo4b2o7bobo30bobo5bo2bo2bo33bo2bo2bo34bo
2bo2bo45bo2bo2bo41bo2bo2bo43bo2bo2bo49bo2bo2bo49bo2bo2bo7bo34bo2bo
2bo39bo13bo2bo2bo56bo2bo2bo6bo39bo2bo2bo14b3o31bo2bo2bo5b3o53bo2bo
2bo47bo2bo2bo47bo2bo2bo36bo4bo2bo2bo36b3o3bo4bo2bo2bo33b2o2bo4bo2b
o2bo44b2o2bo4bo2bo2bo42b2o2bo4bo2bo2bo36bobo2bo2bo47bobo2bo2bo41bo
bo2bo2bo47bobo2bo2bo42bobo2bo2bo14bo2bobo33bobo2bo2bo49bobo10bobo
2bo2bo48bo8bobo2bo2bo59bobo2bo2bo42bobo2bo2bo36bobo2bo2bo53bobo2bo
2bo12b2o3bo37bobo2bo2bo53bobo2bo2bo40bobo2bo2bo52bobo2bo2bo6b2o31b
obo2bo2bo6b2o36bobo2bo2bo6b2o59bobo2bo2bo6b2o43bobo2bo2bo6bo2bo45b
obo2bo2bo59bobo2bo2bo40bobo2bo2bo49bobo2bo2bo61bo6bobo2bo2bo41bo6b
obo2bo2bo49bo6bobo2bo2bo44bo7bo2bo2bo36b2o4bo2bo2bo5bo$84bobo86bo
2bobobo33bo2bobobo33bo2bobobo44bo2bobobo40bo2bobobo42bo2bobobo16b
2o39bo2bobobo15b2o31bobo6bobobo35bobobo36bobobo47bobobo43bobobo45b
obobo51bobobo39bo11bobobo7bo36bobobo40b2o13bobobo58bobobo48bobobo
50bobobo6bo56bobobo49bobobo49bobobo37b2o4bobobo39bo3b2o4bobobo38b
2o4bobobo49b2o4bobobo47b2o4bobobo36b2o2bobobo47b2o2bobobo41b2o2bob
obo47b2o2bobobo42b2o2bobobo13b3o2b2o33b2o2bobobo51b2o9b2o2bobobo
57b2o2bobobo61bobobobo44bobobobo38bobobobo55bobobobo17bo39bobobobo
55bobobobo42bobobobo54bobobobo6bobo32bobobobo6bobo37bobobobo6bobo
60bobobobo6bobo44bobobobo6bob2o47bobobobo61bobobobo42bobobobo42b2o
7bobobobo46bo16b3o4bobobobo43b3o4bobobobo51b3o4bobobobo38b3o4bo8bo
bobo37bo6bobobo6bobo$85b2o14bo73b2obob2o34b2obob2o34b2obob2o45b2ob
ob2o41b2obob2o43b2obob2o14b2o42b2obob2o48bo6b2obob2o33b2obob2o34b
2obob2o45b2obob2o41b2obob2o43b2obob2o49b2obob2o39bo9b2obob2o6b3o
33b2obob2o38bobo12b2obob2o56b2obob2o46b2obob2o10b3o35b2obob2o6bo4b
2o48b2obob4o45b2obob4o45b2obob4o39b2obob4o35bo9b2obob4o40b2obob4o
51b2obob4o31bobo15b2obob4o36b2obob4o6bo40b2obob4o41b2obob4o47b2obo
b4o42b2obob4o16bo36b2obob4o4b2o56b2obob4o57b2obob4o59b2obob4o42b2o
bob4o36b2obob4o11bobo39b2obob4o14b3o38b2obob4o53b2obob4o40b2obob4o
52b2obob4o3bo35b2obob4o3bo40b2obob4o3bo63b2obob4o3bo47b2obob4o3bo
51b2obob4o46b2o11b2obob4o40b2obob4o40b2o7b2obob4o43b2o17bo5b2obob
4o42bo5b2obob4o50bo5b2obob4o37bo4bo5b4obob4o38b4obob4o3b2o$52bo32b
o16b2o3bo5bo4bobo57bo3bo36bo3bo36bo3bo10bo36bo3bo43bo3bo45bo3bo10b
o4bo44bo3bo57bo3bo35bo3bo36bo3bo31bobo13bo3bo43bo3bo45bo3bo35bobo
13bo3bo36b3o12bo3bo44bo3bo44bo10bo3bo58bo3bo5b2o41bo3bo9bo40bo4bo
9bobo50bo5bo47bo5bo47bo5bo41bo5bo47bo5bo42bo5bo53bo5bo31b2o18bo5bo
38bo5bo4bo44bo5bo43bo5bo49bo5bo44bo5bo55bo5bo2bo2bo2b2o54bo5bo33b
2o24bo5bo61bo5bo44bo5bo38bo5bo10b2o43bo5bo19bo37bo5bo55bo5bo42bo5b
o54bo5bob2o38bo5bob2o43bo5bob2o66bo5bob2o50bo5bob2o54bo5bo44b2o15b
o5bo42bo5bo38bo12bo5bo41bobo26bo5bo50bo5bo58bo5bo35bo10bo5bo5bo36b
o5bo5bo$51bobo47b2o3b2o4bobo4b2o3b2o49b3ob3o34b3ob3o34b3ob3o10b2o
33b3ob3o41b3ob3o43b3ob3o10b2o46b3ob3o55b3ob3o33b3ob3o34b3ob3o33b2o
10b3ob3o41b3ob3o43b3ob3o37b2o10b3ob3o49b3ob3o42b3ob3o46b2o5b3ob3o
56b3ob3o5b2o39b3ob3o11bo36b3ob5o9bo37bo11b3ob5o33bo9b5ob5o35b3o5b
5ob5o37b5ob5o43b5ob5o38b5ob5o49b5ob5o32bo3b2o3b2o4b5ob5o34b5ob5o5b
3o37b5ob5o39b5ob5o45b5ob5o40b5ob5o51b5ob5o4b2o3b2o3bo32bo12b5ob5o
35b2o18b5ob5o57b5ob5o40b5ob5o34b5ob5o12bo38b5ob5o18b2o33b5ob5o51b
5ob5o38b5ob5o9bo40b5ob5o37b5ob5o42b5ob5o65b5ob5o49b5ob5o53b5ob5obo
45bo9b5ob5obo36b5ob5obo45b5ob5obo64b5ob5obo44b5ob5obo52b5ob5obo44b
ob5ob5obo34bob5ob5obo$42b2o8bo53bobo4bo5bo3b2o16bo32bo3bo36bo3bo
36bo3bo13bobo31bo3bo43bo3bo45bo3bo13bobo44bo3bo12b3o42bo3bo35bo3bo
36bo3bo36bo10bo3bo43bo3bo45bo3bo35bo4bo10bo3bo51bo3bo44bo3bo48b2o
5bo3bo58bo3bo10bo37bo3bo50bo3bo53bo9bo3bo36bobo9bo4bo42bo4bo5bo41b
o5bo47bo5bo42bo5bo53bo5bo41b2o2bo2bo2bo5bo38bo5bo49bo5bo43bo5bo49b
o5bo44bo5bo55bo5bo18b2o32b2o10bo5bo39bo19bo5bo61bo5bo44bo5bo38bo5b
o55bo5bo24b2o31bo5bo55bo5bo42bo5bo15b2o37bo5bo41bo5bo12bo33bo5bo
26bobo40bo5bo53bo5bo57bo5bo5bo10bo44bo5bo5bo33b2obo5bo5bo42b2obo5b
o5bo61b2obo5bo5bo41b2obo5bo5bo49b2obo5bo5bo46bo5bo5bo36bo5bo5bo$
42b2o81bo14b2o33b2obob2o34b2obob2o34b2obob2o45b2obob2o41b2obob2o
43b2obob2o49b3o6b2obob2o9bo45b2obob2o33b2obob2o34b2obob2o45b2obob
2o41b2obob2o43b2obob2o33b2o14b2obob2o49b2obob2o42b2obob2o6bo46b2ob
ob2o56b2obob2o12bobo31b2obob2o48b2obob2o48b3o10b2obob2o34b2o4bo6b
2obob2o38bo6b4obob2o39b4obob2o45b4obob2o40b4obob2o34bo16b4obob2o
43b2o4b4obob2o36b4obob2o47b4obob2o41b4obob2o9bo37b4obob2o42b4obob
2o53b4obob2o15bobo30bobo11b4obob2o40b3o14b4obob2o59b4obob2o42b4obo
b2o36b4obob2o53b4obob2o55b4obob2o53b4obob2o40b4obob2o11b2o39b4obob
2o39b4obob2o7b2o35b4obob2o5bo17b2o42b4obob2o5bo45b4obob2o5bo49b4ob
ob4o5bo4bo46b4obob4o34bo3b4obob4o43bo3b4obob4o62bo3b4obob4o42bo3b
4obob4o50bo3b4obob4o48b4obob4o33b2o3b4obob4o$140bobo33bobobo2bo33b
obobo2bo33bobobo2bo44bobobo2bo40bobobo2bo42bobobo2bo49bo7bobobo2bo
8bo45bobobo2bo32bobobo2bo33bobobo2bo44bobobo2bo40bobobo2bo42bobobo
2bo30b2o16bobobo2bo31b2o15bobobo2bo41bobobo6bobo46bobobo58bobobo
13b2o33bobobo50bobobo63bobobo42bo6bobobo49bobobo43bobobo49bobobo
44bobobo35b2o2b3o13bobobo53bobobo40bobobo51bobobo4b2o39bobobo4b2o
3bo41bobobo4b2o40bobobo4b2o51bobobo4b2o60bobobo2b2o39bo17bobobo2b
2o59bobobo2b2o42bobobo2b2o36bobobo2b2o9b2o42bobobo2b2o55bobobobo
55bobobobo42bobobobo54bobobobo41bobobobo7b2o37bobobobo4b3o16bo45bo
bobobo4b3o46bobobobo4b3o50bobobo8bo4b3o47bobobo35bobo6bobobo44bobo
6bobobo63bobo6bobobo43bobo6bobobo50b2obo6bobobo54bobobo35bobo6bobo
bo6bo$174bo4bo2b2o31bo4bo2b2o31bo4bo2b2o42bo4bo2b2o38bo4bo2b2o40bo
4bo2b2o48bo6bo4bo2b2o52bo4bo2b2o30bo4bo2b2o31bo4bo2b2o42bo4bo2b2o
38bo4bo2b2o34bo5bo4bo2b2o35bo10bo4bo2b2o30bobo7b2o4bo4bo2b2o40bo2b
o2bo5bobo38bo6bo2bo2bo56bo2bo2bo13bo32bo2bo2bo48bo2bo2bo44b3o14bo
2bo2bo39b3o5bo2bo2bo47bo2bo2bo41bo2bo2bo47bo2bo2bo42bo2bo2bo33bobo
2bo14bo2bo2bo51bo2bo2bo38bo2bo2bo49bo2bo2bo4bo38bo2bo2bo4bo3b3o38b
o2bo2bo4bo2b2o35bo2bo2bo4bo2b2o46bo2bo2bo4bo2b2o55bo2bo2bobo39bo3b
2o12bo2bo2bobo59bo2bo2bobo42bo2bo2bobo36bo2bo2bobo10bobo40bo2bo2bo
bo8bo46bo2bo2bobo17bo35bo2bo2bobo40bo2bo2bobo52bo2bo2bobo39bo2bo2b
obo44bo2bo2bobo6bo60bo2bo2bobo6bo44bo2bo2bobo6bo48bo2bo2bo7bo53bo
2bo2bo34b2o6bo2bo2bo43b2o6bo2bo2bo62b2o6bo2bo2bo42b2o6bo2bo2bo48bo
2bo6bo2bo2bo52bo2bo2bo36bo5bo2bo2bo4b2o$obo41bo69bo14b2o43b2o39b2o
39b2o50b2o46b2o48b2o63b2o60b2o38b2o39b2o50b2o46b2o43bo4b2o44b2o8b
2o40bo7bo5b2o48b2o2b2o7bo38b2o6b2o2b2o57b2o2b2o47bobobobo48bobobob
o46bo14bobobobo47bobobobo47bobobobo41bobobobo47bobobobo42bobobobo
39bo13bobobobo51bobobobo38bobobobo4bobo42bobobobo3bo39bobobobo3bo
45bobobobo3bo3b2o35bobobobo3bo3b2o46bobobobo3bo3b2o55bobobobobo44b
2o11bobobobobo59bobobobobo42bobobobobo36bobobobobo10bo42bobobobobo
6b3o9bo36bobobobo2bo16bobo33bobobobo2bo4bo34bobobobo2bo6b2o43bobob
obo2bo38bobobobo2bo43bobobobo2bo4b2o60bobobobo2bo4b2o44bobobobo2bo
4b2o48bobobobo61bobobobo42bobobobo51bobobobo70bobobobo50bobobobo
47bo2bo7bobobobo52bobobobo42bobobobo4bobo$b2o40bobo66b2o16b2o583bo
41b3o5bo43b2o4b2o4bo50bo4bo100bobo122b2ob2o50b2ob2o46bo16b2ob2o49b
2ob2o49b2ob2o43b2ob2o49b2ob2o44b2ob2o55b2ob2o53b2ob2o40b2ob2o5b2o
44b2ob2o3bo41b2ob2o3bo47b2ob2o3bo42b2ob2o3bo53b2ob2o3bo62b2ob2o2bo
b2o40bo14b2ob2o2bob2o57b2ob2o2bob2o40b2ob2o2bob2o34b2ob2o2bob2o51b
2ob2o2bob2o2bo11bo38b2ob2o2b2o16b2o35b2ob2o2b2o3bo36b2ob2o2b2o7b2o
43b2ob2o2b2o39b2ob2o2b2o7b2o35b2ob2o2b2o19b2o46b2ob2o2b2o4bo46b2ob
2o2b2o4bo50b2ob2o4b3o3b3o50b2ob2o44b2ob2o53b2ob2o72b2ob2o41bo10b2o
b2o49b2o9b2ob2o54b2ob2o44b2ob2o$bo3bobo34bo2bo67b2o14bo484b2o50b2o
38b3o5bo49bo50b2o3bo50b2o3bo15b2o41b3o278b2o324bo116bo5b3o43bo50b
2o7b3o44b2o49b2o60b2o68bo2bo62bo2bo64bo2bo47bo2bo41bo2bo58bo2bo2b
2o10b3o110b3o49bo109bobo63b2o59bo59bo13bo251b2o79b2o$5b2o36b2o530b
2o37bobo49b2o40bo2bobo49bo55bo55bo16bobo42bo279b2o52b2o268b2o122bo
45b2o58bo230b2o64b2o66b2o49b2o43b2o6b2o52b2o77bo203b2o7bo43b2o19bo
54b2o4b2o52b2o4b2o7b3o2b2o48bo38b2o163b2o73b2o3bobo178b2o9b2o$6bo
31b3o99bo433b2o39bo91bo3b2o42b2o5bo55bo46bobo6bo17bo43bo279bo55b2o
267bobo44b2o76bo105bo96b2o60b2o306b2o36bo82bo12bo48bo154b2o51b2o
74b2o58b2o15bo2bobo47bo37bobo162bo76b2o184b2o3b2o2b2o$112bo26b2o
435bo86bo90bobo4bo48b3o4bo48b2o5bo5b2o390bo317b2o69b2o158b2o47bobo
59bobo307bo36bo80bobo11bo47bobo107bo131bo118bo53bo39bo238bo185bo5b
obo3bo$45b2o65b2o25bobo522b2o41bo48bo3bo51bo3bo49bo5bo7b2o706bo70b
2o55b2o101b2o49bo61bo303b2o38b3o81b2o60b2o105b2o131b2o643bo$44b2o
65bobo499b3o47b2o42b2o51b2o49bo4b2o54b2o5bo7b2o772bo44b3o6b2o104bo
122b3o288bobo69b3o171b2o47b2o130bobo$46bo566bo92bobo3b2o172b2o176b
2o642bo8bo226bo292bo69bo172b2o356b2o$614bo97bobo173bo148bo26bobo
588bo51bo4b2o231bo354b3o5bo173bo355b2o335b2o23b2o$664b2o46bo324b2o
25bo590b2o54bobo567bo18bo229b2o642bobo22b2o$106bobo554bobo204bo7b
2o156bobo3bo241b2o368bobo56bo567b2o2b3o8b2o3bo5bo5b2o215bobo643bo
24bo$107b2o556bo41b2o161b2o7b2o161b2o239b2o995bobo4bo7bobo8b2o5bob
o214bo$107bo598bobo160bobo6bo162bobo241bo637b3o360bo10bo8bobo4bo
465b2o$708bo1216bo853bobo$1924bo826b3o18b2o5bo$871b3o183b2o1694bo
17b2o$871bo168bo15b2o1694bo20bo$872bo167b2o16bo$1039bobo2$102b2o$
103b2o5b2o$102bo8b2o$110bo3$883b3o1627b3o$883bo1631bo$884bo1629bo!
Sample occurrences
There are 57 sample soups in the Catagolue:
Official symmetries
Symmetry | Soups | Sample soup links |
---|---|---|
D4_+1 | 56 | • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • • |
Unofficial symmetries
Symmetry | Soups | Sample soup links |
---|---|---|
oscstdin | 1 | • |
Comments (2)
Displaying comments 1 to 2.
On 2021-10-17 at 07:17:08 UTC, Ignacy.Jackl wrote:
What
those linebreaks
On 2021-10-17 at 07:16:38 UTC, Ignacy.Jackl wrote:
Components:
Tub + Block + Loaf + Blinker synthesis - 2G Block + Loaf + Blinker deletion - 1G Tub -> xs40_628c2s0c9jz0i5d1ehd5goz011 + 4x Long boat - 16G + 4LWSS = 28G Long boat deletion - 1G x4 /----------------- |Boat-bit - 1G |Boat -> Block - 1G |Block on boat-bit -> siamese Canoe - 3G |Elongate by 2 + flip - 4G |Block synthesis - 2G |Block -> Carrier + Block - 4G |Block deletion - 1G |Carrier siamese terribly long snake + line-dot-carrier + Carrier -> Snake + weld Loop - 11G ----------------- x2 Snake + weld Loop - 2 Shillelaghs ending a line - 8G x2 /----------------- |Line-dot-shillelagh tail -> Shillelagh tail on very long leg - 3G |Blinker synthesis - 2G |Blinker -> Ship - 1G |Shillelagh tail on very long leg + Ship -> Line weld long bee weld shillelagh - 2G ----------------- x2 /----------------- |Very long snake synthesis - 5G |Shorten by 1 - 3G |Block synthesis - 2G |Beehive synthesis - 2G |Beehive + Block + Boat on python -> Worm placed on Shillelagh - 8G ----------------- x2 /----------------- |Eater synthesis - 4G |Worm on shillelagh + Eater -> Cape at shillelagh + Boat + Blinker - 12G |Blinker deletion - 1G |Boat deletion - 1G ----------------- x2 /----------------- |Eater synthesis - 4G |Block on domino placement - 3G |Eater synthesis - 2G |Eater head -> siamese Snake |Shillelagh with cape-on-block on long bee + Eater + Eater head siamese snake -> | Shillelagh weld long super-bee + Block + Traffic light - 9G |Block + Traffic light deletion - 1G ----------------- x2 xs64_wggmp3s3pmggz25aaaq2t2qaaa52zy03461643 -> Circle of fire - 10G
Please log in to post comments.