xs400_yzyzyzyzyzg8ka52zyzyzyzyzyug8ka521zyzyzyzyzypg8ka521zyzyzyzyzykg8ka521zyzyzyzyzyfg8ka521zyzyzyzyzyag8ka521zyzyzyzyzy5g8ka521zyzyzyzyzy0g8ka521zyzyzyzyyg8ka521zyzyzyzytg8ka521zyzyzyzyog8ka521zyzyzyzyjg8ka521zyzyzyzyeg8ka521zyzyzyzy9g8ka521zyzyzyzy4g8ka521zyzyzyzxg8ka521zyzyzyxg8ka521zyzyzysg8ka521zyzyzyng8ka521zyzyzyig8ka521zyzyzydg8ka521zyzyzy8g8ka521zyzyzy3g8ka521zyzyzwg8ka521zyzywg8ka521zyzyrg8ka521zyzymg8ka521zyzyhg8ka521zyzycg8ka521zyzy7g8ka521zyzy2g8ka521zyz0g8ka521zyvg8ka521zyqg8ka521zylg8ka521zygg8ka521zybg8ka521zy6g8ka521zy1g8ka521zg8ka521z01

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]] 
x = 1, y = 1, rule = B3/S23
b!

	This pattern is a still-life.
	This pattern is periodic with period 1.
	This pattern runs in standard life (b3s23).
	The population is constantly 400.
	This evolutionary sequence works in multiple rules, from bs2c3c through to b2-e34-e5678s012345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xs400_yzyzyzyzyzg8ka52zyzyzyzyzyug8ka521zyzyzyzyzypg8ka521zyzyzyzyzykg8ka521zyzyzyzyzyfg8ka521zyzyzyzyzyag8ka521zyzyzyzyzy5g8ka521zyzyzyzyzy0g8ka521zyzyzyzyyg8ka521zyzyzyzytg8ka521zyzyzyzyog8ka521zyzyzyzyjg8ka521zyzyzyzyeg8ka521zyzyzyzy9g8ka521zyzyzyzy4g8ka521zyzyzyzxg8ka521zyzyzyxg8ka521zyzyzysg8ka521zyzyzyng8ka521zyzyzyig8ka521zyzyzydg8ka521zyzyzy8g8ka521zyzyzy3g8ka521zyzyzwg8ka521zyzywg8ka521zyzyrg8ka521zyzymg8ka521zyzyhg8ka521zyzycg8ka521zyzy7g8ka521zyzy2g8ka521zyz0g8ka521zyvg8ka521zyqg8ka521zylg8ka521zygg8ka521zybg8ka521zy6g8ka521zy1g8ka521zg8ka521z01 costs 22 gliders (pseudo).

#CLL state-numbering golly

x = 783, y = 477, rule = B3/S23

84bo$85bo$83b3o2$99bo$100bo$98b3o$9bo95bo$7b2o94bobo$8b2o36bo44bo

8bo3b2o$45bobo44b2o5bobo8bo$45bobo43b2o6bobo6b2o$obo4bo38bo53bo8b

2o$b2o2b2o$bo4b2o32b3o51b3o5b2o$81bo20bo$49bo32b2o16bobo$48b2o31b

2o17b2o13b2o$48bobo43bo19b2o$43b3o46bobo21bo$45bo47b2o$44bo$96b2o$

97b2o$96bo4$102b2o$101b2o$103bo4$584bo$582bobo$583b2o3bo$587bo$

587b3o3$582b2o$582bobo$583bobo$584bobo$585bobo$586bobo$587bobo$

588bobo$589bobo$590bobo$591bobo$592bobo$593bobo$594bobo$595bobo$

87b2o507bobo$88b2o507bobo$87bo38b2o470bobo$125b2o472bobo$127bo472b

obo$601bobo$89bo512bobo$89b2o512bobo$88bobo513bobo$605bobo$606bobo

$607bobo$608bobo$609bobo$610bobo$611bobo$612bobo$132b3o478bobo$

132bo481bobo$133bo481bobo$616bobo$617bobo$618bobo$619bobo$620bobo$

621bobo$622bobo$623bobo$624bobo$625bobo$626bobo$627bobo$628bobo$

629bobo$630bobo$631bobo$632bobo$633bobo$634bobo$635bobo$636bobo$

637bobo$638bobo$639bobo$640bobo$641bobo$642bobo$643bobo$644bobo$

645bobo$646bobo$647bobo$648bobo$649bobo$650bobo$651bobo$652bobo$

653bobo$654bobo$655bobo$656bobo$657bobo$658bobo$659bobo$660bobo$

661bobo$662bobo$663bobo$664bobo$665bobo$666bobo$667bobo$668bobo$

669bobo$670bobo$671bobo$672bobo$673bobo$674bobo$675bobo$676bobo$

677bobo$678bobo$679bobo$680bobo$681bobo$682bobo$683bobo$684bobo$

685bobo$686bobo$687bobo$688bobo$689bobo$690bobo$691bobo$692bobo$

693bobo$694bobo$695bobo$696bobo$697bobo$698bobo$699bobo$700bobo$

701bobo$702bobo$703bobo$704bobo$705bobo$706bobo$707bobo$708bobo$

709bobo$710bobo$711bobo$712bobo$713bobo$714bobo$715bobo$716bobo$

717bobo$718bobo$719bobo$720bobo$721bobo$722bobo$723bobo$724bobo$

725bobo$726bobo$727bobo$728bobo$729bobo$730bobo$731bobo$732bobo$

733bobo$734bobo$735bobo$736bobo$737bobo$738bobo$739bobo$740bobo$

741bobo$742bobo$743bobo$744bobo$745bobo$746bobo$747bobo$748bobo$

749bobo$750bobo$751bobo$752bobo$753bobo$754bobo$755bobo$756bobo$

757bobo$758bobo$759bobo$760bobo$761bobo$762bobo$763bobo$764bobo$

765bobo$766bobo$767bobo$768bobo$769bobo$770bobo$771bobo$772bobo$

773bobo$774bobo$775bobo$776bobo$777bobo$778bobo$779bobo$780bobo$

781bo233$549b3o$549bo$550bo!

Pattern RLE

Glider synthesis

Sample occurrences

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