p120-based PRNG - Catagolue

p120-based PRNG (xp15240_yzyzyag0goccwgoggy03us8zyzyzy333y13027ccw164043w31y5gogzyzyzyz2311132zyzyzyzw33j8gzyzyzywsg8w4522254zzyzyzyzy0oozzzzzzy1ggzy111zzw15ooo51y9gg0g88g0ggzyekcw11w124041zgg676gg0456y311z11g8g11y4g0ozw12h848gy31pgyr66s80oy2g0ozx2211122y2101y946ay2gs26y16631g1y02587oy633zy5a64yz0132zzy18c676c8ypg8gx46ay2gosa6wg88gooozy1ggw6yk33x778g87y81356x11zx6221zzc453)

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

	This pattern is an oscillator.
	This pattern is periodic with period 15240.
	This pattern runs in standard life (b3s23).

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all

#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]] 

#CSYNTH xp15240_yzyzyag0goccwgoggy03us8zyzyzy333y13027ccw164043w31y5gogzyzyzyz2311132zyzyzyzw33j8gzyzyzywsg8w4522254zzyzyzyzy0oozzzzzzy1ggzy111zzw15ooo51y9gg0g88g0ggzyekcw11w124041zgg676gg0456y311z11g8g11y4g0ozw12h848gy31pgyr66s80oy2g0ozx2211122y2101y946ay2gs26y16631g1y02587oy633zy5a64yz0132zzy18c676c8ypg8gx46ay2gosa6wg88gooozy1ggw6yk33x778g87y81356x11zx6221zzc453 costs 67 gliders (true).

#CLL state-numbering golly

x = 645, y = 202, rule = B3/S23

577bo$575b2o$576b2o11$212bo$210bobo39bo$211b2o38bo$251b3o3$210bo$

211b2o42bo$210b2o43bobo$139bo115b2o$139bobo$139b2o58b2o71bo71b2o

46b2o59b2o46b2o$128bo71bo69b2o73bo46bo2bo58bo46bo2bo$129bo5bo64bob

o68b2o72bobo39b2o7bo9bobo45bobo39b2o7bo9bobo$127b3o3b2o66b2o7b2o

52bo81b2o7b2o23bo5bo2bo6bo7bo3bo46b2o7b2o23bo5bo2bo6bo7bo3bo$97bo

36b2o75bo20b2o29b2o91bo23bobo4b2o7bo7bo60bo23bobo4b2o7bo7bo$97b2o

112bobo18bobo28bobo3b2o85bob2o3b2o18b2o7bo2bo7bo4bo8b2o46bob2o3b2o

18b2o7bo2bo7bo4bo8b2o$96bobo113b2o19b2o23b3o8bobo53bobo29bo3bo3bo

17b2o7b2o10bo12b2o47bo3bo3bo17b2o7b2o10bo12b2o$105b3o150bo10bo56b

2o38bo16b2o19bo3bo66bo16b2o19bo3bo$105bo153bo66bo32bo2bo3bo8bo4bob

o12bobo8bobo59bo2bo3bo8bo4bobo12bobo8bobo$106bo253bo5bo9bo3bo14b2o

72bo5bo9bo3bo14b2o$361bo3bo5bo2b3o19bo73bo3bo5bo2b3o19bo$159bo203b

2o107b2o$157b2o$102bo55b2o120b3o$102b2o44bo131bo$101bobo42bobo2bob

o59b3o65bo107bo108bo$122b3o22b2o3b2o3bo57bo167bo3b2o103bo3b2o$122b

o29bo4bobo54bo166bobo4b2o100bobo4b2o$123bo33b2o93b2obo126b2o13b2ob

o90b2o10b2ob2obo$obo249bob2o141bob2o101bobobob2o$b2o500bo$bo$63b2o

92b2o98b2o143b2o107b2o$56bo6b2o92b2o98bo2bo129bo11bobo94bo11b2o$

55bobo5b2o228b2o43bo52bo11b3o94bo$10bo44bobo6bo192bo2bo31b2o45b2o

48b3o12b2o92b3o$10b2o44bo6bobo90bob2o96bo2bo34bo43b2o61b2o108b3o$

9bobo50b2obo90bobo97bobo142b3o108b2o$52b3o102bo99bo251b2o$13b3o38b

o102b2o190bobo157b3o$13bo39bo9b2o92b2o98b2o91b2o50b2o106bobo$14bo

48b2o92b2o98b2o91bo51b2o107b2o$362bo$165bo197bo124b3o$163b2o196b3o

106b2o18bo$164b2o191b2o42bo68b2o17bo$20b2o237bo98b2o24bo15bobobo

108bo$19b2o238b3o95bo25b2o16b2ob3o106b3o$21bo240bo120bobo21bo108bo

$261b2o143b2o62bo44b2o$469b3o$381b3o84bo3bo14bo$166b2o215bo83bob3o

bo13b3o$166bobo213bo85b5o17bo$166bo322b2o3$630bo$473b3o153bo$387b

2o86bo153b3o$386b2o86bo14b2o3b2o$388bo100b2o3b2o2$485b3o3b3o$485bo

5b3o$486bo5bo2$471b3o$470bo3bo$469bo5bo$469b2obob2o$489b3o$489b3o$

472bo15bo3bo$471bobo$363b3o105bobo13b2o3b2o104bo$359bo3bo108bo123b

2o34bo$359b2o3bo232b2o31b2o$358bobo111b2o157b2o$472b2o6$490b2o117b

o$490b2o115b2o$608b2o$409b2o$409bobo$409bo186bobo$596b2o$358b3o

236bo$360bo224bo$359bo224bo$584b3o$361bo227b2o$361b2o225b2o$360bob

o227bo4$402b2o$402bobo$356b2o44bo$357b2o$356bo3$393b3o$393bo$394bo

3$409b3o$409bo$410bo5$405b2o$404b2o$406bo3$421b2o$420b2o$422bo2$

556b2o$555bobo$557bo2$559bo$558b2o41b2o$558bobo40bobo$601bo5$552b

2o$553b2o$552bo4$533b3o$535bo$534bo2$606b2o$548bo56b2o$548b2o57bo$

547bobo11$637bo$636b2o$636bobo10$643bo$642b2o$642bobo2$536b2o$537b

2o$536bo$510b2o$509bobo$511bo!

Sample occurrences

There are 2 sample soups in the Catagolue:

Unofficial symmetries

Symmetry	Soups	Sample soup links

b3s23osc_stdin	1	•

test_stdin	1	•

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