Difference between revisions of "Spiral growth"

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m (add considerable reduction by russellsprouts and Entity Valkyrie 2)
(removing 2 from Entity Valkyrie)
 
Line 26: Line 26:
|by          = 877
|by          = 877
|symmetry    = C1
|symmetry    = C1
|discoverer  = Entity Valkyrie 2
|discoverer  = Entity Valkyrie
|discoveryear = 2026
|discoveryear = 2026
|rulemin      = B3/S23
|rulemin      = B3/S23

Latest revision as of 17:49, 19 May 2026

Spiral growth
Pattern type Miscellaneous
Number of cells 19362
Bounding box 1966 × 2007
Static symmetry C1
Discovered by Dave Greene
Year of discovery 2017
Smaller spiral growth
Pattern type Miscellaneous
Number of cells 7158
Bounding box 926 × 877
Static symmetry C1
Discovered by Entity Valkyrie
Year of discovery 2026
For other uses of 'Spiral growth', see Spiral growth (disambiguation).
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The first pattern in Life that exhibited spiral growth is a self-constructing pattern built by Dave Greene in August 2014. The pattern uses four universal constructors (UCs) arranged in a diamond to build four more UCs in a slightly larger diamond.[1] Much smaller versions have now been assembled using the single-channel construction toolkit.[2] The version described in the first infobox was constructed by Dave Greene in June 2017.[3]

The version shown below is a reduction by Entity Valkyrie 2[4] after russellsprouts reduced the snarkmaker from 2428 to 266 gliders.[5]

x = 926, y = 877, rule = B3/S23 442b2o$442b2o6$471b2o$471b2o6$411b2o$411bobo$413bo4b2o$409b4ob2o2bo2bo $409bo2bobobobob2o$412bobobobo38b2o$413b2obobo37bobo$417bo38bo$455b2o$ 403b2o$404bo7b2o$404bobo5b2o$405b2o2$476b2o$476bo$477b3o$479bo2$415b2o $415bo3bo4bobo$416b4o5b2o33b2o$420b2o3bo33bobo$418b2o2bo36bo$419bob2o 35b2o$413b2o4bo37bo8b2o9b2o$411bo2bo2b2ob5o32b3o6b2o5b2o2bobo$411b2obo bobobo2bo36bo12bobobo2bo$414bobobobo4bo27b2o4b2o14bobob2o$414bobob2o4b 2o28bo19b2obo$415bo38bobo20bob2o$455b2o20bobo2bo$419bo8b2o42b2o4bo2b2o $418b3o7bo29b2o11bo2bo$417b5o4bobo28bo2bo11b2o4bo2b2o$416bo5bo3b2o30bo bo2b2o12bobo2bo$415b2o2bo2b2o35bo2b2o13bob2o$389b2o23b3obobob3o39bo9b 2obo$388bobo24b2o2bo2b2o51bobob2o$390bo31bo27b2o5b2o14bobobo2bo$421bo 28bo2bobo2bo14b2o2bobo$452b2ob3o19b2o$416b2o36bo$413bo3bo36bob2o$413b 4o38bobo$411b2o$410bo2b2o$410b2obo$413bo4b2o$408b5ob2o2bo2bo$409bo2bob obobob2o32bobo$407bo4bobobobo36b2o$407b2o4b2obobo36bo$417bo2$403b2o32b 2o$404bo7b2o22b2o$404bobo5b2o24bo$405b2o3$388bo$364b3o21bobo99b2o$366b o21b2o100bobo$365bo124bo$415b2o$415bo3bo$416b4o$420b2o$403b2o13b2o2bo$ 402bobo14bob2o$404bo8b2o4bo$411bo2bo2b2ob5o$411b2obobobobo2bo$414bobob obo4bo52bobo$414bobob2o4b2o53b2o$415bo63bo2$428b2o30b2o$419b2o7bo31bob o$419b2o5bobo31bo$426b2o2$366bo$365bo$365b3o77bo66b3o$446bo65bo$423b2o 19b3o66bo$416b2o5bobo$413bo3bo5bo$413b4o$411b2o$410bo2b2o$402bo7b2obo$ 401bo11bo4b2o$401b3o4b5ob2o2bo2bo$409bo2bobobobob2o$329b2o44b2o30bo4bo bobobo$328bobo45b2o29b2o4b2obobo$330bo44bo41bo2$403b2o78b2o$404bo7b2o 68b2o$404bobo5b2o70bo$405b2o2$343bo168bo$343bobo164bobo$343b2o166b2o 23b2o$535b2o$445b3o22bo66bo$415b2o28bo25bo$415bo3bo26bo22b3o$416b4o$ 420b2o$418b2o2bo5bo$419bob2o6b2o$401bo11b2o4bo8b2o$401b2o8bo2bo2b2ob5o $400bobo8b2obobobobo2bo$414bobobobo4bo$414bobob2o4b2o$415bo$373bo132bo $371b2o55b2o75b2o$372b2o45b2o7bo76bobo$419b2o5bobo$426b2o2$297b2o236bo $296bobo237bo$298bo19bo215b3o21b3o$318bobo237bo$318b2o239bo$416b2o$ 337b2o74bo3bo77bo$338b2o73b4o76bobo$337bo73b2o60b2o19b2o$410bo2b2o36bo 20b2o$410b2obo38b2o20bo$413bo4b2o31b2o$408b5ob2o2bo2bo$399bo9bo2bobobo bob2o$398bo8bo4bobobobo$398b3o6b2o4b2obobo$417bo$349bobo$349b2o52b2o 31b3o90b2o$350bo53bo7b2o22bo92bobo$369b2o33bobo5b2o23bo91bo$368bobo34b 2o$370bo2$581b2o$295bobo283bobo$295b2o263bo20bo$296bo264b2o$415b2o143b 2o$415bo3bo$416b4o$420b2o73b3o$403b3o12b2o2bo5bo66bo$405bo13bob2o6b2o 44bo20bo$404bo8b2o4bo8b2o46b2o$411bo2bo2b2ob5o50b2o$376bo34b2obobo3bo 2bo$376bobo35bobobobo4bo$376b2o36bobob2o4b2o$258b2o155bo$257bobo66bobo $259bo66b2o100b2o122b2o$327bo91bo8bo122b2o$419b2o5bobo124bo$426b2o$ 413bo$412bo$342bo69b3o$295b2o45b2o261b2o$294bobo44bobo260b2o$296bo309b o$416b2o52b2o$413bo3bo52bobo$268bo144b4o53bo$266b2o143b2o106b2o$267b2o 141bo2b2o103b2o$410b2obo106bo$413bo4b2o33bo92bo$408b5ob2o2bo2bo32b2o 91bo45bo$409bo2bobobobob2o31b2o90b3o43bobo$352bo54bo4bobobobo173b2o$ 351bo55b2o4b2obobo16bo$304bo46b3o19b2o42bo16b2o67bobo$303bo68bobo59bob 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281b2o142b4o$280b2o143bo3bo28bo$282bo145b2o28b2o112bo$457bobo42b2o67bo $355bo77bo67bobo67b3o$356bo77bo68bo$354b3o70b2o2bo2b2o$266bo114bo44b3o bobob3o$264bobo113b2o45b2o2bo2b2o$265b2o113bobo45bo5bo3b2o$429b5o4bobo $430b3o7bo$431bo8b2o74bo$516bobo$427bo88b2o$426bobob2o4b2o$426bobobobo 4bo$412bobo8b2obobobobo2bo30bo113bo$413b2o8bo2bo2b2ob5o27b2o114b2o$ 413bo11b2o4bo33b2o112bobo$431bob2o$430b2o2bo$327bo104b2o$325bobo100b4o 96b2o$326b2o99bo3bo3b2o92b2o$307bo119b2o5bobo91bo$306b2o128bo42b2o$ 306bobo68bo102b2o66bo$378b2o99bo66b2o$377b2o168b2o$403b2o$402b2o$404bo 12b2o$359b3o54bobo5b2o$291bobo65bo56bo7b2o$292b2o66bo54b2o$292bo$429bo $419b2o4b2obobo$419bo4bobobobo59bo$421bo2bobobobob2o54b2o67b2o$420b5ob 2o2bo2bo55b2o67b2o$425bo4b2o125bo$422b2obo$422bo2b2o$423b2o$425b4o$ 425bo3bo$428b2o$456bo$331b2o22bo74b3o23b2o$330b2o24bo72bo3bo21bobo$ 332bo21b3o71bo5bo64b3o21bo$428bo5bo66bo19b2o$428bo5bo65bo21b2o$429bo3b o4b2o$430b3o5bobo$440bo$317bo122b2o$315bobo$316b2o109bo$411bo14bobob2o 4b2o$412b2o12bobobobo4bo$411b2o10b2obobobobo2bo$423bo2bo2b2ob5o96b3o$ 425b2o4bo103bo$431bob2o27bobo69bo$430b2o2bo27b2o$432b2o29bo$428b4o$ 427bo3bo$427b2o$433b2o$378bo53bobo$356bo19bobo55bo$355b2o20b2o$355bobo 2$405b2o10b2o$404b2o10bobo5b2o$406bo9bo7b2o$338bobo74b2o$339b2o$339bo 89bo38bo$419b2o4b2obobo37b2o$419bo4bobobobo36bobo$421bo2bobobobob2o77b o$420b5ob2o2bo2bo77b2o$425bo4b2o78bobo$422b2obo$422bo2b2o$423b2o$425b 4o$425bo3bo$428b2o2$430b3o$400bobo26bo3bo$401b2o25bo5bo$401bo26bo5bo$ 380b3o45bo5bo$380bo48bo3bo4b2o$381bo48b3o5bobo$440bo$440b2o2$427bo17b 2o$426bobob2o4b2o6bobo$426bobobobo4bo8bo$423b2obobobobo2bo52b2o$423bo 2bo2b2ob5o50bobo$368bobo54b2o4bo57bo$369b2o60bob2o27bobo$369bo60b2o2bo 27b2o$432b2o29bo$428b4o$427bo3bo$427b2o2$424bo$425bo$423b3o3$417b2o$ 416bobo5b2o$416bo7b2o$415b2o2$429bo$419b2o4b2obobo$419bo4bobobobo$421b o2bobobobob2o$391bo28b5ob2o2bo2bo$392b2o31bo4b2o$391b2o29b2obo$422bo2b 2o$423b2o$425b4o$425bo3bo$428b2o3$425bo$424b2o27b3o$424bobo28bo$454bo$ 438b2o$431b2o5bobo$431b2o7bo$440b2o2$427bo$426bobob2o4b2o$426bobobobo 4bo$423b2obobobobo2bo$423bo2bo2b2ob5o$415bo9b2o4bo$416b2o13bob2o$415b 2o13b2o2bo$432b2o$428b4o$427bo3bo$427b2o7$417b2o$416bobo5b2o$416bo7b2o $415b2o2$429bo$419b2o4b2obobo$419bo4bobobobo$421bo2bobobobob2o$420b5ob 2o2bo2bo$425bo4b2o$422b2obo$422bo2b2o$423b2o$425b4o$425bo3bo$428b2o7$ 438b2o$431b2o5bobo$431b2o7bo$440b2o2$427bo$426bobob2o$426bobobobo$425b 2obobobo2bo$426bo2b2ob4o$426bo4bo$427b3obo2b2o$429b2o3b2o17$435b2o$ 435b2o! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ STEP 50 GPS 60 THUMBSIZE 2 HEIGHT 896 WIDTH 896 ZOOM -1 ]]
Smaller spiral growth
(click above to open LifeViewer)
RLE: here Plaintext: here

See also

  • Hydra, a related pattern that forms Scorbie splitters instead.

References

  1. Dave Greene (August 1, 2014). Re: Spiral Growth Geminoid Challenge (discussion thread) at the ConwayLife.com forums
  2. Dave Greene (June 3, 2017). Re: Spiral Growth Geminoid Challenge (discussion thread) at the ConwayLife.com forums
  3. Dave Greene (June 21, 2017). Re: Spiral Growth Geminoid Challenge (discussion thread) at the ConwayLife.com forums
  4. Entity Valkyrie 2 (April 18, 2026). Re: Optimized Snarkmaker (discussion thread) at the ConwayLife.com forums
  5. russellsprouts (April 9, 2026). Re: Optimized Snarkmaker (discussion thread) at the ConwayLife.com forums

External links