LeapLife Glider Synthes^2

For discussion of other cellular automata.
Hunting
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LeapLife Glider Synthes^2

Post by Hunting » March 18th, 2020, 8:46 am

Suggested by dvgrn. The title was just for very very very very very sarcasm.

Collection state:

Freshly started

Code: Select all

x = 82, y = 80, rule = B2n3/S23-q
69bo$68bo$68b3o$18bo20bo$17bo12bo7bo17bo$17b3o9bo8b3o14bo$29b3o23b3o2$
b3o62bo$65b2o$39b3o23bobo$39bo$40bo14bo$20b2o32b2o$20bobo4b2o25bobo$
20bo6bobo$27bo9$76bo$19bo55bo$18bo13bo12bo22bo6b3o$18b3o10bo12bo22bo$
31b3o10b3o20b3o10bo$79b2o$b2o76bobo$b2o4$45bo$8b2o34b2o$9b2o11b2o20bob
o6b2o$8bo14b2o29b2o$22bo30bo8$17bo34bo$16bo18bo16bobo$16b3o17bo15b2o$
34b3o$2o$obo$bo2$31b3o$13bo19bo$12b2o18bo$12bobo29b3o$46bo$45bo14bo$
59bo$59b3o4$27bo$bo24bo$obo23b3o$obo14b2o$bo15bobo$10b2o5bo32b2o$9bobo
37bobo$11bo39bo3$30b2o$30bobo$30bo!

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Moosey
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Re: LeapLife Glider Synthessynthes

Post by Moosey » March 20th, 2020, 8:29 pm

Have you enumerated 2G collisions?
not active here but active on discord

Hunting
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Re: LeapLife Glider Synthessynthes

Post by Hunting » March 20th, 2020, 10:35 pm

Moosey wrote:
March 20th, 2020, 8:29 pm
Have you enumerated 2G collisions?
Yes, of course.
Also do you have this 2G

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bubblegum
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Re: LeapLife Glider Synthessynthes

Post by bubblegum » March 27th, 2020, 9:53 pm

Hunting wrote:Also do you have this 2G
[/quote]
I-I'm sorry? Do you mean the B2n-utilising 2G collision?
Moosey, from the main thread, wrote:

Code: Select all

x = 5, y = 9, rule = B2n3/S23-q
bo$o$3o4$2b3o$4bo$3bo!
Each day is a hidden opportunity, a frozen waterfall that's waiting to be realised, and one that I'll probably be ignoring
sonata wrote:
July 2nd, 2020, 8:33 pm
conwaylife signatures are amazing[citation needed]
anything

Hunting
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Re: LeapLife Glider Synthessynthes

Post by Hunting » March 27th, 2020, 11:44 pm

Bun synth:

Code: Select all

x = 6, y = 12, rule = B2n3_S23-qHistory
4.A$3.A$3.3A$.D$D.D$D.D$2D3$3.A$2.2A$2.A.A!
Unfortunately it can't be used in a Pavgran's p26 synth.

Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » April 4th, 2020, 2:45 am

Still invalid:

Code: Select all

x = 11, y = 15, rule = B2n3/S23-q
8bo$7bo$2o5b3o$obo$bo4$7b2o$7bobo$7bo3$9b2o$9b2o!
EDIT: This trick does not work:

Code: Select all

x = 14, y = 19, rule = B2n3_S23-qHistory
7.A.A$2A5.2A$A.A5.A$.A4$7.2A$6.2A$8.A3.A$11.A$11.3A5$5.2A$6.2A$5.A!
EDIT: Wait it does.

Code: Select all

x = 25, y = 33, rule = B2n3_S23-qHistory
17.A.A$17.2A$18.A5$24.A$22.2A$2.2A19.2A$2.A.A$3.A12$17.2A$16.2A$18.A
5$3A$2.A$.A!
EDIT: Boring p42 is unsurprisingly easy, just there for completeness:

Code: Select all

x = 63, y = 26, rule = B2n3_S23-qHistory
43.A$44.A$42.3A6$7.A$5.2A$6.2A2$41.2A$40.2A$40.3A$40.3A$40.3A$40.3A$
40.2A$41.2A$.2A$A.A$2.A13.2A$15.2A44.2A$17.A42.2A$62.A!
EDIT: pentadecathlon hassling two blocks in 7G:

Code: Select all

x = 40, y = 40, rule = B2n3/S23-q
25bo$26b2o$25b2o5$36bobo$36b2o$37bo6$39bo$37b2o$38b2o5$35b2o$35bobo$
35bo3$bobo$2b2o$2bo3$2o35b2o$b2o34b2o$o32b2o$33b2o2$4b2o$4bobo$4bo!
It's cool that the two blocks actually hits the pentadecathlon synthesis reaction, but they absorbed the attack.

Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » April 4th, 2020, 5:16 am

Different subject, double post.

10-cell unsynthesisable SL list:

Code: Select all

Block on table [SOLVED]
Loop
Claw with tail [SOLVED]
Carrier siamese carrier
Broken snake
Very long shillelagh
Cis-barge with tail
Integral with hook
Tub with long long tail
melusine
Snake siamese snake
Very long hook with tail
Remarkbly long snake
Will write later

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Ian07
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Re: LeapLife Glider Synthes^2

Post by Ian07 » April 11th, 2020, 11:20 pm

Results from testitemqlstudop's 4G search. Haven't been paying much attention to the LeapLife thread, so I don't know which of these are already known, but here they are:

Code: Select all

x = 6475, y = 45, rule = B2n3/S23-q
5207bo$2600bo2484bo122bo1264bo$2266bobo331bobo2482bobo118b3o1263bo$
2266b2o112bo219b2o400bo8bo2073b2o400bo206bobo66bo708b3o$2267bo111b2o
619bobo7bo2201b2o271bobo206b2o68b2o$2379bobo619b2o7b3o601bobo1594bo2bo
271b2o135bobo69bo67b2o94bo$2375bo1238b2o1595bobo409b2o235bo169bo397bo$
2376b2o39bo473bo111bo50bo212bo347bo1544bobo49bo132b2o277bo233b3o63bobo
14bo89bo395bo$2174b2o199b2o39bo105bo369bo109bo52bo209b2o1894b2o135bo
46bobo577b2o12b2o55bobo30b3o343bobo49b3o$2173bo2bo61bo177b3o56bo40b3o
2bo334bo33b3o109b3o48b3o199bobo8b2o433bo1157bo200bo100bo135bo49bo577bo
14b2o55b2o177b3o130bo4bo60b2o$774bo1397bob2o63bo141b2o93bo41bo2b3o165b
o164bobo399b2o12bo255bo161bo11bo156bo1000bo106bo95bo3bo231b3o46bo2bo
206bo141b2o297bo35bo71bo72bo128b2ob4ob2o59bo$775b2o1395bo64b3o140b2o
26bo65b3o40bo119bo50bo166b2o46b2o152b2o97bo99bo13bobo61bo122bo67bo163b
o10b3o76bo75b2o1001b3o37bobo62bobo93b3o4b2o95b3o182b2o207bo140bobo151b
3o177bobo69bo72bo4bo117bo8bo4bo111b2o$774b2o1395b2o209bo24bobo7b2o50b
2o165bo51b3o55bobo142b2o10bo3bo148bo2bo97b2o111b2o61bo121bobo67b3o159b
3o72bo15bo77b2o1040b2o64b2o42bo56b2o98bo52b2o214bo120b3o66b2o72bo155bo
177bo2bo68b3o73b2o93b2o24bo67bobo44bo8b2o$2115bo292bo8b2o51b2o2bo50b3o
101bo6b3o108b2o49b2o57bo33b2o11b4o149b2o97b2o175b3o120b2o235bo69bo14b
3o420bo61bo635bo107bo156bo53bo2bo213bo4bo108b2o72bobo65bo161bo146bobo
30b2o146b2o81bo9b2o23b3o68b2o44b2o9bo$2116b2o291b3o57bo3b2o50bo58b2o
42bobo61b3o52bo3b2o46b2o55b2o471bo94b2o41bo223b2o68b3o438bo61b2o206bob
o118bo9b2ob2o204bo33b2o2b2o116bobo3bo32b3o52bo370b3o2b2o110b2o73bo66b
2o167bo126bo11b2o263b2o4b2o3bo93bo44bobo$2115b2o295bo60bobo50bo58b2o
40bo2bo61bo57b2o46bo3b2o52bobo47b2o256bo165b2o93b2ob3o30b2o2b2o61b2o
162b2o506b3o60b2o208b2o26bo92bo8b2obobo159bo44bo33bo2b2o40b2o75b2ob2o
28b2o58b2o155bo2bo206b2o8b2o50bo57bo141b2o168bobo125b2o10bo41bo56bobo
161b2o6b2o$1961bo157b2o42bo247b2o106b3o62bo5bo36bobo7b2o54bo58bo50bo
102b2o256bobo162b2o93bo3bo31bo2bo2b2o59b2o393bo52bo186bo142bo167bo28bo
89b3o11bo2bo157bo43b3o30bobo44bobo75bo3b2o23bo3b2o57bobo157b2o207b2o
60b2o133bo145bobo85b2o125b2o45bo6bobo56b2o6bo161bo28b2o65b2o$1960bo
157bobo43bo356bo66b2o36b2ob2o6b2o45bo56b2o60bobo358b2o263bo30bo2bo60bo
4bo72bo318bo53bobo58bobo123bobo141bo193b3o96b2o5b4o125bo31b3o45b2o81b
3o95bobo430bo61b2o3bo129b2o146b2o152b2o69bo35bo6bobo56bo6bo191b2o64b2o
49b2o$1914bo45b3o157bo41b3o355bo68b2o94b2o53bobo61b2o655b2o61b2o75bo
319b3o51b2o59b2o124b2o37b2o101b3o167bo41bo81bobo56bobo76b2o2bo74bobo
24bobo5b2o37bobo105bobo340bo153b2o57b2o71bobo62b3o80bo147b3o2b2o68bobo
33bobobo5bo64b3o257bo47bobo34bobo15bobo$1915b2o767b2o56bo160b2o262bo
170b3o182bobo75b3o234bo198bo163b2o78b2o93bo97bo30b3o7bobo42bobo36bo8b
2o47b2o76b2o2bo19bo4bo50bo26b2o5bobo36bo108bo302b2o2b2o35bo153b2o55bob
o83bo52bo170b2o60bo4bo68b2o43bo138b3o233bo35b2o15b2o$1645bo268b2o40b2o
91b2ob2o112bo7b2o4bo59bo121bo539bo2bo252b2o6b2o170bo500b2o440bobo24b2o
9b2o56bo61b3o30bobobo37bo2bo42b2o46b2o43bo4bo80b3o16b2o3bobo122b2o409b
obob2o34b3o212bo82b2o53bo82bo4bo80bobo59bo107b3o3b3o2bobo137bo271bo17b
o$1644bo310bo2bo90b2ob2o51b3o57bobo6bo3b2o58bobo121b2o539b2o254b2o5bob
o170bo262bo166bo68b2o249bobo189bo25bo2bo4b2obo2bo46bobo4b3o61bo63bo5bo
4b3o44bo6bo3b3o79bo103b2o2bo2bo81bobo451bo3bo331bobo134bo5bobo80bo178b
obo138bo$1644b3o156bo117bo29b2o3b2o70bo29bo48bo57bo2bo7bo2b2o58b2o3b2o
115bobo235b2o255b2o49b2o159b2ob2o85bo442b2o167bo319b2o185b2o29b2o6bobo
bo48b2o69bo29b3o3b3o24bo5bo56b2o4bo25bo53b3o6bo96bo4b2o77b2o2bo337b2o
588b3o3b2o251bobobo5bo$831b2o890bo72bo4b2o36b2o81bo27bobo73b2o21b2ob2o
4bobo45bo59b2o7b2o66bobo353bobo253b2o50bobo159bobo514b2o13bobo164b3o
140bo129bo48bo4bobo180b2o36bo2bo49bo133bo5bo4b3o45b2o3b2o4bo23b3o5b2o
53bo181b2o2b2o40b2o293b2o155b2o693bo$832bo415bo362bo111bobo71bo4b2o34b
obo79b3o3bo23bo71b2o3b2o20b2ob2o4b2o185bo353bo257bo49bo161bobo515b2o
91bo228b2o120bobo6b2o53b2o180bo36bobo56b3o60b3o33bobobo37bo2bo44bobo
31bobobo3bobo53b3o63b2o160b2o295bo154b2o693bo417b3o$832bob2o74bo338bo
362bo110b2o70b3o39bobo84b2o25bo71b2o1043b2ob2o513bo93b2o84bo139bo3b2o
119b2o7bobo53bo99b2o116b2o59bo62bo35bo30b3o7bobo44bo32b3ob3o3bo119bobo
84b3o246b2o433bo958bo$608bo224bobo75b2o334b3o3bo356b3o30b2o180bo11bo
87b2o25bobo67bo31bo1213b2o409bobo84b2o139bo66b2o56bo59b2o53b2o11b3o32b
o2bo175bo62bo36bo41bo79bobobo126bo86bo247b2o432b2o956bo$381bo227b2o
166bo132b2o340bo158bo231bobo180bo11bo114b2o98b2o190b2o1021bobo494bobo
71b3o63b3o67b2o114bobo54b2o10bo35bobo398b3o213bo73b3o89b2o80bo433bobo$
2bo376bobo226b2o168b2o373bo98b3o157b2o200bo31bo177b3o10b2o214bobo188b
2o747bo274bo570bo126b2o6bo4bo50b2o61bo53bo8b2o3bo35b2ob2o275b2o119bo
290bo89bobo$3bo8bo189bo177b2o85bo231bo77b2o50bo229bo94bo256b2o201b2o
31bo144b2o452bo746b2o845bo72b3o51b2o9bo50b2o126b2o41bo63b2o211bobo408b
o90bo$b3o7bo83b2o105bobo263bo231bo127b2o228bo93b3o33bo227bo129bobo64bo
bo32bo144b2o337bo859bobo918bo52bo11b3o50bo124bo43bobo62b2o210bo$11b3o
80bobo9b2o94b2o22b2o67bo170b3o69b2o158b3o2b2o123b2o138bobo87b3o126bo
156bobo67b2o71b2o58b2o100bo58bo83bo4b2o30b2o300b2o1704b2o75bo286b2o61b
o$bo94bo8b2o119bobobo65b2o241b2o161b2o124bo4b2o126b3o4b2o83bo94bo29bo
8b3o154b2o69b2o62bo7bobo57bo100b2o56b2o88b2o30bobo300bobo1704b2o$b2o
104bo93bo27b2o64b2o8bo85b2o77b2o66bo4bo152bo7bo127bo2bo127bo5bo84bo94b
2o26bobo4b2o146bobo10bo134bo6bo66bo81b2o69b2o89bo30bo97b3o1907bo$obo
96b2o100b2o101bo86bobo75bobo71bobo84bo64b2o135bobo127bo89b3o93b2o27bob
o4b2o147b2o4b2o137b3o65bo5b2o82bo67bo222bo$98b2o100bobo26b2o69b2o2b3o
84bo79bo71b2o83b2o65bobo135bo133b2o92bo114b2ob2o152bo6b2o141bo61b2o6b
2o82bo64bobo223bo$100bo128b2o70b2o326b2o337b2o89b2o96bo181bo70b2o70b2o
61bobo62b2o26bo64b2o$300bo88bo150b2o247b2o119b2o55bo88bo3b2o95b2o89bo
160bobo70bobo126b2o26bo$5b3o381b2o149bobo80bobo163bobo41b3o73bobo145bo
98bobo89b2o161bo198bo29bobo$5bo195bo27b3o156bobo69b3o77bo82b2o78b2o84b
o45bo75bo143b3o189bobo391b2o$6bo194b2o26bo232bo161bo77b2o81b2o47bo80bo
$200bobo27bo230bo242bo81b2o125b2o699bo$625b2o158bo128b2o698b2o$624b2o
987bobo$626bo!
Bonus: this one that I couldn't find a way to make:

Code: Select all

x = 13, y = 11, rule = B2n3/S23-q
3o$2bo7bo$bo6bobo$6b2obo2bo$7bo4bo$12bo$10bo2$8bo$7b2o$7bobo!

Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » April 11th, 2020, 11:29 pm

Ian07 wrote:
April 11th, 2020, 11:20 pm
Results from testitemqlstudop's 4G search. Haven't been paying much attention to the LeapLife thread, so I don't know which of these are already known, but here they are:

Code: Select all

holysnip
Bonus: this one that I couldn't find a way to make:

Code: Select all

x = 13, y = 11, rule = B2n3/S23-q
3o$2bo7bo$bo6bobo$6b2obo2bo$7bo4bo$12bo$10bo2$8bo$7b2o$7bobo!
Thanks for collecting them! The lepa synth is a bit obselete though, we already have a 3G lepa.

Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » May 19th, 2020, 11:29 am

A quadpole reaction:

Code: Select all

x = 12, y = 7, rule = B2n3/S23-q
8b3o$b2o5bo2bo$o2bo5b2o$o2bo$o2bo$b2o7b2o$10b2o!

Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » June 2nd, 2020, 10:18 pm

lemon41625 silently found this 4G synthesis of a p10:

Code: Select all

x = 54, y = 37, rule = B2n3/S23-q
31bo$31bobo$31b2o$27b2o$27bobo$27bo18$b2o$obo$2bo9$51b2o$51bobo$51bo!
EDIT: Finally a synth for the xs34:

Code: Select all

x = 98, y = 81, rule = B2n3/S23-q
bo$2bo$3o50$96bo$95bo$95b3o5$58bo$59bo$57b3o13$72bo$60b2o8b2o$61b2o8b
2o$60bo$74bo$74b2o$73bobo!

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Re: LeapLife Glider Synthes^2

Post by lemon41625 » June 3rd, 2020, 4:14 am

xs10 synthesises (haven't had time to optimise them yet)

Tub with long long tail

Code: Select all

x = 149, y = 166, rule = B2n3/S23-q
20bobo$21b2o$21bo3$29bo$30bo$28b3o11$130bo$129bo$17bo111b3o$15bobo$16b2o7$102bo$26bo75bobo$27b2o73b2o$26b2o10$89bo$89bobo$89b2o7$74bo$75bo$73b3o2$129bo$129bobo$60bobo66b2o$61b2o$61bo8$116bobo$116b2o$117bo5$97bobo$97b2o$98bo12$68b3o$70bo$69bo14$87b2o$25b2o60bobo$26b2o59bo32bo$25bo93b2o$119bobo5$52b3o$54bo32b2o$53bo33bobo$87bo17$37bo$37b2o92b2o$36bobo92bobo$131bo3$146b2o$118bo27bobo$117b2o27bo$117bobo8$b2o$obo$2bo11$20b2o$21b2o$20bo!
4G Snake Siamese Snake

Code: Select all

x = 18, y = 20, rule = B2n3/S23-q
o$b2o$2o9bo$12b2o$11b2o8$17bo$15b2o$16b2o3$13b2o$13bobo$13bo!
Loop

Code: Select all

x = 152, y = 158, rule = B2n3/S23-q
131bobo$131b2o$132bo2$26bo$24bobo$25b2o14$150bo$149bo$149b3o$47bo89bo$48b2o86bo$47b2o87b3o2$113bo$112bo$112b3o5$42bo$40bobo$41b2o4$5bo$6bo$4b3o3$25bo$26bo$24b3o2$14bo$15bo$13b3o19$108bobo$105bo2b2o$103b2o4bo$104b2o36$12b2o$13b2o$12bo6$10b2o$9bobo$11bo$27b2o61bo31b3o$26bobo60b2o31bo$28bo60bobo31bo$107b2o$107bobo$107bo2$140b2o$10bo128b2o$10b2o129bo$9bobo2$3o$2bo$bo$145b2o$17b3o125bobo$19bo125bo$18bo17$140b2o$140bobo$140bo!
Carrier Siamese Carrier

Code: Select all

x = 141, y = 153, rule = B2n3/S23-q
139bo$138bo$138b3o22$19bo$20bo$18b3o3$23bo$24bo$22b3o10$30bobo$31b2o$31bo2$108bo$106b2o$107b2o5$23bo66bo$24b2o62b2o$23b2o64b2o7$28bo$29b2o27bo$28b2o26bobo$57b2o13$119bo$118bo$118b3o4$113bo$111b2o$97bobo12b2o$97b2o$98bo16$58b2o$59b2o$44b3o11bo$46bo$45bo3$63bo$63b2o$62bobo5$117bo$116b2o$116bobo$121b3o$121bo$96b3o23bo$96bo$97bo3$125b3o$125bo$126bo3$21b3o$23bo$22bo12$37b2o$36bobo89bo$3o35bo88b2o$2bo124bobo$bo103b3o$105bo$106bo!
5G Broken Snake

Code: Select all

x = 19, y = 21, rule = B2n3/S23-q
4bobo$5b2o$5bo10$o9bo$b2o8b2o$2o8b2o2$16bo$16bobo$9bo6b2o$10b2o$9b2o!
Very long shillelagh

Code: Select all

x = 177, y = 164, rule = B2n3/S23-q
134bobo$134b2o$135bo3$10bobo40bo$11b2o41b2o$11bo41b2o25$99bo$98bo$98b3o$73bo$74b2o$73b2o70bobo$145b2o$146bo$100bo$99bo$99b3o7$51bo$52b2o43bo$51b2o42b2o$96b2o5$66bo$67bo$65b3o$56bo$57bo$55b3o3$113bo$113bobo$113b2o20$54b2o$53bobo$55bo$43b3o$45bo$44bo91b2o$136bobo$136bo12$136b2o$136bobo$136bo11$64b2o$65b2o$64bo3$157b2o$156b2o$158bo16bo$174b2o$bo172bobo$b2o9b2o$obo8bobo$13bo$128bo$127b2o$127bobo7$42b3o$44bo$43bo18$154b3o$154bo$155bo!
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Hunting
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Re: LeapLife Glider Synthes^2

Post by Hunting » June 3rd, 2020, 5:11 am

lemon41625 wrote:
June 3rd, 2020, 4:14 am
xs10 synthesises (haven't had time to optimise them yet)

Tub with long long tail

Code: Select all

x = 149, y = 166, rule = B2n3/S23-q
20bobo$21b2o$21bo3$29bo$30bo$28b3o11$130bo$129bo$17bo111b3o$15bobo$16b2o7$102bo$26bo75bobo$27b2o73b2o$26b2o10$89bo$89bobo$89b2o7$74bo$75bo$73b3o2$129bo$129bobo$60bobo66b2o$61b2o$61bo8$116bobo$116b2o$117bo5$97bobo$97b2o$98bo12$68b3o$70bo$69bo14$87b2o$25b2o60bobo$26b2o59bo32bo$25bo93b2o$119bobo5$52b3o$54bo32b2o$53bo33bobo$87bo17$37bo$37b2o92b2o$36bobo92bobo$131bo3$146b2o$118bo27bobo$117b2o27bo$117bobo8$b2o$obo$2bo11$20b2o$21b2o$20bo!
4G Snake Siamese Snake

Code: Select all

x = 18, y = 20, rule = B2n3/S23-q
o$b2o$2o9bo$12b2o$11b2o8$17bo$15b2o$16b2o3$13b2o$13bobo$13bo!
Loop

Code: Select all

x = 152, y = 158, rule = B2n3/S23-q
131bobo$131b2o$132bo2$26bo$24bobo$25b2o14$150bo$149bo$149b3o$47bo89bo$48b2o86bo$47b2o87b3o2$113bo$112bo$112b3o5$42bo$40bobo$41b2o4$5bo$6bo$4b3o3$25bo$26bo$24b3o2$14bo$15bo$13b3o19$108bobo$105bo2b2o$103b2o4bo$104b2o36$12b2o$13b2o$12bo6$10b2o$9bobo$11bo$27b2o61bo31b3o$26bobo60b2o31bo$28bo60bobo31bo$107b2o$107bobo$107bo2$140b2o$10bo128b2o$10b2o129bo$9bobo2$3o$2bo$bo$145b2o$17b3o125bobo$19bo125bo$18bo17$140b2o$140bobo$140bo!
Carrier Siamese Carrier

Code: Select all

x = 141, y = 153, rule = B2n3/S23-q
139bo$138bo$138b3o22$19bo$20bo$18b3o3$23bo$24bo$22b3o10$30bobo$31b2o$31bo2$108bo$106b2o$107b2o5$23bo66bo$24b2o62b2o$23b2o64b2o7$28bo$29b2o27bo$28b2o26bobo$57b2o13$119bo$118bo$118b3o4$113bo$111b2o$97bobo12b2o$97b2o$98bo16$58b2o$59b2o$44b3o11bo$46bo$45bo3$63bo$63b2o$62bobo5$117bo$116b2o$116bobo$121b3o$121bo$96b3o23bo$96bo$97bo3$125b3o$125bo$126bo3$21b3o$23bo$22bo12$37b2o$36bobo89bo$3o35bo88b2o$2bo124bobo$bo103b3o$105bo$106bo!
5G Broken Snake

Code: Select all

x = 19, y = 21, rule = B2n3/S23-q
4bobo$5b2o$5bo10$o9bo$b2o8b2o$2o8b2o2$16bo$16bobo$9bo6b2o$10b2o$9b2o!
Very long shillelagh

Code: Select all

x = 177, y = 164, rule = B2n3/S23-q
134bobo$134b2o$135bo3$10bobo40bo$11b2o41b2o$11bo41b2o25$99bo$98bo$98b3o$73bo$74b2o$73b2o70bobo$145b2o$146bo$100bo$99bo$99b3o7$51bo$52b2o43bo$51b2o42b2o$96b2o5$66bo$67bo$65b3o$56bo$57bo$55b3o3$113bo$113bobo$113b2o20$54b2o$53bobo$55bo$43b3o$45bo$44bo91b2o$136bobo$136bo12$136b2o$136bobo$136bo11$64b2o$65b2o$64bo3$157b2o$156b2o$158bo16bo$174b2o$bo172bobo$b2o9b2o$obo8bobo$13bo$128bo$127b2o$127bobo7$42b3o$44bo$43bo18$154b3o$154bo$155bo!
New currently non-constructible xs10 list:

Code: Select all

Block on table [SOLVED]
Loop [SOLVED]
Claw with tail [SOLVED]
Carrier siamese carrier [SOLVED]
Broken snake [SOLVED]
Very long shillelagh [SOLVED]
Cis-barge with tail
Integral with hook
Tub with long long tail [SOLVED]
melusine
Snake siamese snake [SOLVED]
Very long hook with tail
Remarkbly long snake
How many of them are synthesisable in 10 gliders?

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Re: LeapLife Glider Synthes^2

Post by lemon41625 » June 5th, 2020, 8:10 am

6G Very Long Shillelagh (Probably needs additional 2G for cleanup)

Code: Select all

x = 86, y = 109, rule = B2n3/S23-q
81bobo$81b2o$82bo3$o$b2o$2o25$46bo$45bo$45b3o$20bo$21b2o$20b2o55$83b2o
$83bobo$83bo12$83b2o$83bobo$83bo!
6G Tub with long long tail (Probably needs additional 1G for cleanup)

Code: Select all

x = 53, y = 55, rule = B2n3/S23-q
9$10bo$11bo$9b3o7$49bo$48bo$19bobo26b3o$20b2o$20bo9$36bo$35bo$35b3o14$
19bo13b3o$19b2o12bo$18bobo13bo!
12G Loop (probably could shave off like 3-4G, I believe there is some pointless reaction going on help me check)

Code: Select all

x = 143, y = 118, rule = B2n3/S23-q
5bo$6bo$4b3o3$25bo$26bo$24b3o2$14bo$15bo$13b3o58$12b2o$13b2o$12bo6$10b
2o$9bobo$11bo$27b2o61bo$26bobo60b2o$28bo60bobo$107b2o$107bobo$107bo3$
10bo$10b2o$9bobo2$3o$2bo$bo2$17b3o$19bo$18bo17$140b2o$140bobo$140bo!
5G Integral with hook (Probably needs additional 2G for cleanup)

Code: Select all

x = 85, y = 87, rule = B2n3/S23-q
5bo$3bobo$4b2o3$obo$b2o$bo55$39b2o$40b2o33b3o$39bo35bo$76bo19$82b3o$
82bo$83bo!
11G for new P10

Code: Select all

x = 129, y = 130, rule = B2n3/S23-q
126bo$126bobo$126b2o6$111bobo$111b2o$112bo7$6bobo$7b2o$7bo$113bo$113bo
bo$12bo100b2o$10bobo$11b2o41$58bo$59bo$57b3o$52bo$50bobo$51b2o17$79b2o
$78b2o$49b2o29bo$50b2o$49bo20$109b2o$108b2o$110bo14$2o$b2o$o!
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Re: LeapLife Glider Synthes^2

Post by lemon41625 » June 6th, 2020, 9:48 pm

7G Loop

Code: Select all

x = 134, y = 113, rule = B2n3/S23-q
16bo$17bo$15b3o73$18b2o61bo$17bobo60b2o$19bo60bobo$98b2o$98bobo$98bo3$
bo$b2o$obo6$8b3o$10bo$9bo17$131b2o$131bobo$131bo!
7G Carrier Siamese Carrier

Code: Select all

x = 102, y = 92, rule = B2n3/S23-q
o$b2o$2o22$69bobo$69b2o$70bo35$68b3o$68bo$69bo22$9b2o$8bobo89bo$10bo
88b2o$99bobo$77b3o$77bo$78bo!
12G Cis-barge wih tail

Code: Select all

x = 82, y = 81, rule = B2n3/S23-q
79bo$79bobo$79b2o9$74bo$72b2o$73b2o9$26bobo$27b2o$27bo19$31b3o$33bo$
32bo8b2o$41bobo$41bo3$29b2o$28bobo$30bo$48b3o$48bo$49bo5$54b2o$54bobo$
54bo2$62b3o$62bo$63bo5$64b2o$64bobo$64bo3$64b2o$64bobo$bo62bo$b2o$obo!
Last edited by lemon41625 on June 6th, 2020, 10:41 pm, edited 1 time in total.
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Re: LeapLife Glider Synthes^2

Post by Ian07 » June 6th, 2020, 9:54 pm

lemon41625 wrote:
June 6th, 2020, 9:48 pm
7G Loop
7G Carrier Siamese Carrier
13G Cis-barge wih tail
FYI, the synthesis cost includes the cost of cleanup.

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Re: LeapLife Glider Synthes^2

Post by yujh » June 6th, 2020, 10:47 pm

8G Very Long Shillelagh

Code: Select all

x = 100, y = 142, rule = B2n3/S23-q
93bo$92bo$92b3o16$81bobo$81b2o$82bo3$o$b2o$2o25$46bo$45bo$45b3o$20bo$
21b2o$20b2o25$39bobo$40bo29$83b2o$83bobo$83bo12$83b2o$83bobo$83bo13$
97b3o$97bo$98bo!
Rule modifier

B34kz5e7c8/S23-a4ityz5k
b2n3-q5y6cn7s23-k4c8
B3-kq6cn8/S2-i3-a4ciyz8
B3-kq4z5e7c8/S2-ci3-a4ciq5ek6eik7

Bored of Conway's Game of Life? Try Pedestrian Life -- not pedestrian at all!

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Re: LeapLife Glider Synthes^2

Post by lemon41625 » June 14th, 2020, 12:13 am

Melusine

Code: Select all

x = 165, y = 163, rule = B2n3/S23-q
146bo$144b2o$145b2o11$29bo$30b2o$29b2o4$164bo$162b2o$163b2o9$22bobo$23b2o$23bo$47bo$48b2o$47b2o4$23bo$24bo10bo$22b3o11b2o$35b2o$117bo18bo$117bobo14b2o$117b2o16b2o7$131bo$131bobo$131b2o13$47bobo$48b2o$48bo3$106bobo$106b2o$107bo27$109b2o$108b2o$110bo4$38b2o$37bobo$39bo10$65b3o$67bo$66bo8$103b3o$103bo$99bo4bo$98b2o$98bobo3$127b3o$127bo$10b2o116bo$11b2o$10bo5$28bo$28b2o$b2o24bobo$obo$2bo$156b3o$156bo$157bo6$18b2o$19b2o$18bo112b2o$131bobo$131bo!
Very long hook with tail

Code: Select all

x = 88, y = 97, rule = B2n3/S23-q
9bo$10bo$8b3o10$19bo$20b2o$19b2o3$86bo$15bo61bobo5bo$13bobo61b2o6b3o$14b2o10bobo49bo$27b2o$27bo$2bo$obo$b2o64bo8bo$65b2o8bo$8bo57b2o7b3o$9b2o45bobo$8b2o46b2o$57bo3$48bobo$48b2o$49bo$55bobo$55b2o$56bo2$19bo$20b2o$19b2o47bo$33bo32b2o$31bobo33b2o$32b2o10$56b2o$56bobo$56bo$22b2o$23b2o$22bo39b3o$62bo$35b3o25bo$37bo$36bo$56b2o$55b2o$49b2o6bo$49bobo$49bo$16b2o$17b2o$16bo4b3o$23bo3bo$22bo4b2o$8b2o16bobo$7bobo$9bo3$3o$2bo$bo59bo$60b2o$60bobo23b2o$66b3o16b2o$66bo20bo$9b3o55bo$11bo$10bo5$74b2o$74bobo$74bo!
Only Remarkbly long snake left

Code: Select all

Block on table [SOLVED]
Loop [SOLVED]
Claw with tail [SOLVED]
Carrier siamese carrier [SOLVED]
Broken snake [SOLVED]
Very long shillelagh [SOLVED]
Cis-barge with tail [SOLVED]
Integral with hook [SOLVED]
Tub with long long tail [SOLVED]
melusine [SOLVED]
Snake siamese snake [SOLVED]
Very long hook with tail [SOLVED]
Remarkbly long snake
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Re: LeapLife Glider Synthes^2

Post by bubblegum » June 14th, 2020, 7:25 pm

the actual 13g cis-barge with tail

Code: Select all

x = 82, y = 97, rule = B2n3/S23-q
79bo$79bobo$79b2o9$74bo$72b2o$73b2o9$26bobo$27b2o$27bo19$31b3o$33bo$32b
o8b2o$41bobo$41bo3$29b2o$28bobo$30bo$48b3o$48bo$49bo5$54b2o$54bobo$54b
o2$62b3o$62bo$63bo5$64b2o$64bobo$64bo3$64b2o$64bobo$bo62bo$b2o$obo14$
8bo$8b2o$7bobo!
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Re: LeapLife Glider Synthes^2

Post by Hunting » June 26th, 2020, 8:37 pm

I think this is the first synthesis of a p2 that does not work in Life. Do anyone care about reducing it? (Thanks for using the random-glider script @lemon41625)

Code: Select all

x = 145, y = 145, rule = B2n3/S23-q
5bo$6b2o$5b2o14$2bo$obo$b2o23$139bo$138bo$138b3o14$58bo$56bobo$57b2o
64$124bo$123b2o$123bobo17$143bo$142b2o$142bobo!
EDIT: How to synthesis this blob

Code: Select all

x = 11, y = 13, rule = B2n3/S23-q
9b2o$9bo$6b2obo$6b2ob2o2$bo$2ob2obo$o2b2obo$bo$2bo$5bo$bob2o$b2o!
EDIT:

Code: Select all

x = 138, y = 143, rule = B2n3/S23-q
135bo$135bobo$135b2o$26bo$24bobo$25b2o18$127bo$126bo$126b3o3$34bo98bo$
35b2o95bo$34b2o96b3o$122bo$122bobo$122b2o94$12b2o$13b2o$12bo11$b2o$obo
$2bo!

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Re: LeapLife Glider Synthes^2

Post by mniemiec » July 14th, 2020, 5:42 pm

Here are some syntheses. Some are brand new. Some are improvements over existing syntheses. Some are instantiations of partial syntheses from soups that others have posted, often with cleanup improvements.

I don't know of any way to synthesize the 9-bit snake, 10-bit cis hook w/tail, and 10-bit snake; since the first two don't seem to be on lists of unknowns, I assume somebody synthesized them but I missed them somehow. Can someone point out where these were synthesized?

Because there are converters to extend barges and boats, one can theoretically create an arbitrarily long boat with tail, then possibly gouge out one side of it to make an arbitrarily long hook w/tail (this works for the 9- and 10-bit ones, but I haven't been able to get the 11-bit one to work yet). Then, reduce that to an arbitrarily long shillelagh (see last entry on top line). It might also be possible to reduce the end to a snake or canoe, although the usual way of stabilizing a collapsing snake does not work in this rule, as any way of getting the required domino in place necessarily attacks the snake early.

Code: Select all

x = 386, y = 211, rule = B2n3/S23-q
111bobo35bobo$bbo108boo36boo$obobbobo104bo37bo$boobboo223bo$6bo81bobo
18boo38boo78bo$89boo17bobbo36bobbo77b3o$4boo83bo19bobo37bobo116bo37boo
18boo$3bobbo15boo19boo18boo17boo18boo6bo11boo18boo6bo11boo18boo18boo
18boo18boo22bobo13boo23bo19bo$3bobbo15bobbo18bo19bo18bo7boo10bobbo16bo
bbo16bobbo16bobboo15bobboo15bobboo15bo5b3o11bo23boo13bobo21bo7bo11bo$
4boo18boo17bo19bo19bobo5bobo9bobobo15bobobo15bobobo15bobobo15bobobo15b
obobo15bobo3bo13boboo37bo4bo15bo7bo12bobo$42bo4bo14bo21bobo4bo12bobo
17bobo17bobo17bobo17bobo17bo19bobo3bo13bobo24bo11bobbobobo15b3o4b3o11b
oo$42boobbo15bobo20bo19bo19bo19bo19bo19bo39bo19bo25b3o11booboo18bo$46b
3o14boo209bo$187b3o83bobo28bo5boo$187bo86boo28boo4bobo$46b3o139bo114bo
bo4bo$46bo$47bo$$110bobo$110boo$111bo$$89bobo18boo$90boo17bobbo$90bo
19bobo$111bo193bo19bo$3boo18boo18boo18boo17boo8boo8boo3bo14boo3boo13b
oo3boo13boo3boo13boo18boo22bo3bobo31bo21bo16bo3bo15bo3bo$4bo19bo19bo
19bo18bobbo5bobo8bobbobo14bobbobo14bobbobo14bobbobo14bo19bo14bo8booboo
10boo18bobo9bo11bobo15bobo7bo9bobo$3bo19bo19bo19bo19bobobo4bo10bobobo
15bobobo15bobobo15bobo17boboo16boboo12bo6boo3bo10bobo18boo8bobo10boo
14bo5bo4bobo6bo5bo$bbo19bo19bo19bo21bobo17bobo17bobo17bobo17bo19bobo
17bobbo9b3o39boo11bobbo14boo12bobo5bo11bobo15bo4bo24bo4bo$bboobbo15bob
o17bobo17bobo20bo19bo19bo19bo60boo5bo30bobo11bobo12boo15bobo10bo3bo5bo
bo7bo3bo12boob4oboo20boob4oboo$5bo17bobo17bobo17bobo83boo62boo45bo29bo
14bo8bo10bo16bo4bo24bo4bo$5b3o16bobo17bobo17bo83boo36boobboo20bobo12b
oo17bobo$25bo19bo99boo3bo34bobobbobo34boo18boo$144bobo40bobbo26boo$47b
3o96bo70bobo$47bo169bo63bo$48bo231boo96boo$280bobo94boo$379bo$61bobo$
61boo278bo9b3o6bo$62bo279bo8bo7bo$340b3o9bo6b3o$119boo95bo$118bobo20bo
72bobo30boo56bo72bo4bo$119bo4boo16boo18boo18boo18boo11boo12bo16bobbo
14bo38bo3bo68boob4oboo$123bobbo14boo19boo18boo18boo24bo18bobo12bobo9bo
15bo13bobo7bo10bo52bo4bo$123bobo65boo35b3o17bo14boo8bobo14bobo9bo5bo4b
obo7bo3bo16b3o8b3o$122booboo14boo19boo18boo8boo8b4o53boo11bobbo14boo
12bobo5bo11bobo19bo8bo$142boo18bobo17bobo6bo3boo5bobbo15bo36bobo12boo
11boo15bo3bo5bobo6bo5bo16bo10bo$141bo21bo19bo10boo23bobo7boo10b3obb3o
11bo25bobo16bo8bo9bobo$145boo49bo23boo7bobo10b3obb3o36bo36bo3bo$144boo
83bo95bo$146bo$220b3o19bo$55boobboo161bo18bobo37bo$54boboboo161bo12boo
5bobbo35boo$56bo3bo173bobo5boo36bobo$37boo195bo$38boo$37bo149boo$186bo
bo$188bo$76boo$76bobo$76bo3$186bo78bo$186boo77bobo$69bo115bobo77boo$
68boo170bo$68bobo167bobo$196bo42boo$195boo$195bobo4$280bobo$280boo$
281bo$$280boo$280boo$274boo28boo$274boo28boo$276bobo27bobo$277bobo27bo
bo$276bo29bo$4boo271bo29bo$5boo250bo23bo29bo$4bo251bo23boo28boo$256b3o
3$248bo14bo$249boo11bo$248boo12b3o$252bo$252bobo$252boo$286bo$285bobo$
286bo3b3o$202boo$202bobboo$164bo39boobbo81boo$162bobo42boo81bobo$163b
oo125bo$159boo$158bobo65boo$160bo66boo$226bo$$164bo$164boo5boo$116b3o
44bobo5boo$116bo221bo$117bo219bo$337b3o$$214bo$110b3o101boo$110bo102bo
bo$111bo$324bo$322boo$323boo6$6bo$7boo288bo$6boo290boo$116boo179boo53b
o$96boo18bobo33bo42b3o127bo24boo$95bobbo19bo31boo43bo128bo24bo4bo$95bo
bbo19boboo29boo43bo105bo21b3o22b6o$96boo21bobo181bo$301b3o47boo$351boo
$$250bobo$250boo$251bo$$131bo$46bo49bobo31bo193boo$45bo51boo4boo25b3o
183b3o5bobo$45b3o49bo4boo214bo5bo$104bo212bo$98boo72bo$98bobo69bobo$
98bo72boo$$141bo$140boo$33bo96bo9bobo$34boo92bobo$33boo94boo$37boo$37b
oo86b3o24boo$127bo25bo$126bo26bobo135bo$154bobo134boo$156bo133bobo$
156boo$166bobo$167boo$167bo3$54boo$55bo77boo$55boboo73boo195boo$56bobb
o74bo194bobo$57boo270bo6$73boo67boo$72bobo67bobo$74bo67bo8$214bo$212b
oo$213boo$209boo$209boo60boo$271bobobo$275bo$261bo11bobbo$260bobo$259b
ooboo11bobo$216b3o39bo5bo11boo$216bo42booboo$217bo42bobo$261bo!

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Re: LeapLife Glider Synthes^2

Post by lemon41625 » July 15th, 2020, 4:00 am

mniemiec wrote:
July 14th, 2020, 5:42 pm
Here are some syntheses. Some are brand new. Some are improvements over existing syntheses. Some are instantiations of partial syntheses from soups that others have posted, often with cleanup improvements.

I don't know of any way to synthesize the 9-bit snake, 10-bit cis hook w/tail, and 10-bit snake; since the first two don't seem to be on lists of unknowns, I assume somebody synthesized them but I missed them somehow. Can someone point out where these were synthesized?

Because there are converters to extend barges and boats, one can theoretically create an arbitrarily long boat with tail, then possibly gouge out one side of it to make an arbitrarily long hook w/tail (this works for the 9- and 10-bit ones, but I haven't been able to get the 11-bit one to work yet). Then, reduce that to an arbitrarily long shillelagh (see last entry on top line). It might also be possible to reduce the end to a snake or canoe, although the usual way of stabilizing a collapsing snake does not work in this rule, as any way of getting the required domino in place necessarily attacks the snake early.

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snip
The cis-hook with tail wasn't on Hunting's list so I didn't post the synthesis. I don't know if a synthesis other than this is known.

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x = 171, y = 132, rule = B2n3/S23-q
44bo$18bo23bobo$19b2o22b2o$18b2o5$147bo$146bo12bo$36bo109b3o8b2o$37b2o119b2o$36b2o2$23bo$24bo98bo$22b3o97bo45bobo$122b3o43b2o$169bo4$64bobo$7bo57b2o$5bobo57bo$6b2o3$102bo$101bo$101b3o4$141bo$139b2o$140b2o44$60b3o$62bo$61bo5$58bo37b2o$58b2o35b2o$57bobo37bo$47bo$47b2o$46bobo5$40b3o58bo$42bo57b2o37b2o$41bo58bobo36bobo$139bo8$145b2o$145bobo$145bo3$99b2o11b2o$98b2o12bobo$100bo11bo11$44bo$44b2o$43bobo$2o$b2o$o!
Download CAViewer: https://github.com/jedlimlx/Cellular-Automaton-Viewer

Supports:
BSFKL, Extended Generations, Regenerating Generations, Naive Rules, R1 Moore, R2 Cross and R2 Von Neumann INT
And some others...

mniemiec
Posts: 1590
Joined: June 1st, 2013, 12:00 am

Re: LeapLife Glider Synthes^2

Post by mniemiec » July 15th, 2020, 5:00 am

lemon41625 wrote:
July 15th, 2020, 4:00 am
The cis-hook with tail wasn't on Hunting's list so I didn't post the synthesis. I don't know if a synthesis other than this is known. ...
Thanks! Most of the gliders in this synthesis are unnecessary, as they produce junk that doesn't
interact with the main reaction. By removing those, and repositioning one of the cleanup
gliders so it also removes an escaping junk glider, this reduces this synthesis to 7:

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x = 65, y = 51, rule = B2n3/S23-q
53bo$bbo50bobo$obo50boo$boo4$63bo$62bo$62b3o15$39boo$38bobbo$38bobbo$
39boo$$41bo$40boo$40bobo17$8b3o$10bo$9bo!
Do you know of any for the 9- or 10-bit snakes?

lemon41625
Posts: 344
Joined: January 24th, 2020, 7:39 am
Location: 小红点 (if you know where that is)

Re: LeapLife Glider Synthes^2

Post by lemon41625 » July 15th, 2020, 6:24 am

mniemiec wrote:
July 15th, 2020, 5:00 am
Do you know of any for the 9- or 10-bit snakes?
You could take a look at these censuses:
https://catagolue.appspot.com/census/b2 ... 6_5_6_Test
https://catagolue.appspot.com/census/b2 ... 8_4_5_Test

There are custom symmetries by Mateon1 that randomly enumerate glider collisions.
Not all gliders collide so there will definitely be some redundant gliders.

There's a 9 bit snake in the second one.
To retrieve the soup run this script after replacing seed and symmetry with the correct one,

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from __future__ import print_function
import hashlib
import sys

SIZES = {
    "Glider8_4_5": (8, 4, 5),  # 32x12bit
    "Glider6_5_6": (6, 5, 6),  # 24x14bit
}

(glis, width, length) = (6, 5, 6)

seed = b"k_Nbke7qxLPRzS8441"


def digest(bs):
    print("Digesting: " + bs.decode("ascii"))
    return hashlib.sha256(bs).digest()


hashval = bytes("\0" * 32, "ascii")
randcnt = 0
randbyte = 0
randbit = 0


def main(seed):
    global randbit, randbyte, randcnt, hashval

    cells = set()

    hashval = digest(seed)
    randcnt = 0
    randbyte = 0
    randbit = 0

    def bit():
        global randbit, randbyte, randcnt, hashval
        if randbyte >= 32:
            assert randbit == 0
            randbyte = 0
            randcnt += 1
            hashval = digest(seed + bytes(":%d" % randcnt, "ascii"))

        val = (hashval[randbyte] >> randbit) & 1
        randbit += 1
        if randbit >= 8:
            randbit = 0
            randbyte += 1
        return val

    def rand(bits):
        assert bits <= 64
        val = 0
        for b in range(bits):
            val |= (1 << b) if bit() else 0
        print("rand: " + str(val))
        return val

    PHASES = [
        [[1, 1, 1],
         [1, 0, 0],
         [0, 1, 0]],
        [[0, 1, 1],
         [1, 1, 0],
         [0, 0, 1]]]

    for quadrant in [(-1, -1), (1, -1), (-1, 1), (1, 1)]:
        counter = 0
        while counter < glis:
            ori = bit()
            flip = bit()
            phase = bit()
            offs = rand(width)
            shift = rand(length) + 4
            (x, y) = (quadrant[0] * shift, quadrant[1] * shift)
            if ori:
                x += quadrant[0] * (offs + 1)
            else:
                y += quadrant[1] * offs
            # print(ori, flip, phase, offs, shift)
            # print((x, y))
            r = 2
            bad = False
            for dx in range(-r, 3 + r):
                for dy in range(-r, 3 + r):
                    if (x + dx, y + dy) in cells:
                        bad = True
            if bad: continue
            print("placing glider %r; ori/flip/phase: %d/%d/%d" % ((x, y), int(ori), int(flip), int(phase)))
            for dy in range(3):
                for dx in range(3):
                    (gx, gy) = (2 - dx if quadrant[0] == -1 else dx, 2 - dy if quadrant[1] == -1 else dy)
                    (gx, gy) = (gy, gx) if flip else (gx, gy)
                    if PHASES[phase][gy][gx]:
                        cells.add((x + dx, y + dy))
            counter += 1

    def getcell(x, y):
        # u = x >> 3
        # v = y >> 3
        # return (tiles[v][u] >> ((x&7) | ((y&7) << 3))) & 1
        return (x, y) in cells

    xmin = min(x for (x, y) in cells)
    xmax = max(x for (x, y) in cells)
    ymin = min(y for (x, y) in cells)
    ymax = max(y for (x, y) in cells)

    """
  print("x = 0, y = 0, rule = B3/S23")
  for y in range(ymin, ymax+1):
    for x in range(xmin, xmax+1):
      print("o" if getcell(x, y) else "b", end="")
    print('$' if y < ymax else '!')
  """

    print("x = %d, y = %d, rule = B3/S23" % (xmax - xmin + 1, ymax - ymin + 1))
    linerepeat = 0
    repeat = 0
    char = "b"
    for y in range(ymin, ymax + 1):
        for x in range(xmin, xmax + 1):
            c = "o" if getcell(x, y) else "b"
            if c == char:
                repeat += 1
            else:
                if repeat and linerepeat:
                    print("%d$" % linerepeat if linerepeat > 1 else '$', end="")
                    linerepeat = 0
                if repeat: print("%d%c" % (repeat, char) if repeat > 1 else char, end="")
                char = c
                repeat = 1
        if repeat and char != "b": print("%d%c" % (repeat, char) if repeat > 1 else char, end="")
        repeat = 0
        linerepeat += 1
    print('!')


# for i in range(10000):
#  main(seed + bytes("%d" % i, "ascii"))
main(seed)
Note that this is not a golly script and that it is written in Python 3.
Download CAViewer: https://github.com/jedlimlx/Cellular-Automaton-Viewer

Supports:
BSFKL, Extended Generations, Regenerating Generations, Naive Rules, R1 Moore, R2 Cross and R2 Von Neumann INT
And some others...

mniemiec
Posts: 1590
Joined: June 1st, 2013, 12:00 am

Re: LeapLife Glider Synthes^2

Post by mniemiec » July 15th, 2020, 8:32 am

Going to the specific census itself isn't really necessary, as the census sub-pages don't reference the hauls directly; they just go to the individual object sub-pages, and those show all hauls from all symmetries anyway. Picking an object directly from C1 will also get you there.

Sadly, for the 9-bit snake, the Mateon1_Glider8_4_5_Test hauls just show random rectangular soups (none of which actually result in the object in question), and the one 5G_stdin haul shows a 0x0 empty RLE.

I tried looking at the regular soups. Surprisingly, a few of the C1 soups for the 9- and 10-bit snake, although not directly usable, included a mechanism that can make half of the snake pivot around a blinker; including two of these gives the 11-bit snake, and also the 9- and 10- bit ones, if a way can be found to edge-shoot a wing. (It's quite likely that there is a way to do so from 3 or 4 gliders).

Code: Select all

x = 35, y = 53, rule = B2n3/S23-q
3bo$bobo$bboo$$bbo21boo$bboo20bobo$bobo4bo18bo$8bo19bo$8bo4bobo13bo$
13boo15bobo$14bo16boo$$13boo$13bobo$13bo6$3bo$bobo$bboo$$bbo21boo$bboo
20bobo$bobo4bo18bo$8bo19bo$8bo20boboboo$13boo15booboo$13bobo$13bobbo$
14boo10$boo$obbo$bobo$bboo18booboo$8bo13boobobo$8bo19bo$8bo20boboboo$
13boo15booboo$13bobo$13bobbo$14boo!

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