Randomly enumerating glider syntheses

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
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Ian07
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Re: Randomly enumerating glider syntheses

Post by Ian07 » September 21st, 2020, 7:54 pm

From goldenratio's BokaBB_stdin. (don't ask me why it's called that)

xp2:

Code: Select all

x = 14, y = 20, rule = B3/S23
12bo$11bo$11b3o8$5bo$5bobo2b2o$2o3b2o2b2o$b2o8bo$o3$b2o$obo$2bo!

xs12:

Code: Select all

x = 207, y = 50, rule = B3/S23
132bo$130bobo$131b2o16$4bo191bo$5bo190bobo$3b3o19bo170b2o$25bobo$25b2o
4$3o$2bo5bo2bobo$bo4bobo2b2o$7b2o3bo3$179bo$180bo$178b3o2$175bo$175b2o
$174bobo9$204b3o$204bo$205bo!

xs13:

Code: Select all

x = 367, y = 51, rule = B3/S23
330bobo$331b2o$331bo14$197bobo$198b2o$198bo5$108bo$109b2o$28bo79b2o$
27bo$27b3o$128bo$127bo$127b3o$360bo$361b2o$3bo356b2o$3b2o5b3o$2bobo5bo
106b2o104bobo12bo118bo$11bo106b2o104b2o11bo117bobo$117bo106bo12b3o108b
2o6b2o$128bo218bobo$bo21b2o102b2o97b2o121bo$b2o20bobo91b3o7bobo95b2o6b
2o129b2o$obo20bo95bo107bo4b2o130bobo$118bo115bo129bo3$233b3o125b3o$
233bo129bo$234bo127bo$355b2o$354bobo$356bo!

xs14:

Code: Select all

x = 289, y = 23, rule = B3/S23
2bo$obo$b2o8bo$9b2o108bo$10b2o6bo95bo2b2o$16b2o97bo2b2o51bo$17b2o94b3o
54bobo$170bobo103bo$124bo46bo105bo$16bo106b2o49bo100b3o9bo$16bobo104bo
bo48bo111bo$16b2o147b2o7bo4b2o91bo13b3o$119b2o44bobo10bobo92bo$118bobo
45bobob2o7bo91b3o$120bo47bobo$168bo2bo$9b2o158b2o9b2o93bobo$9bobo103b
2o63bobo93b2o2b3o$9bo104bobo63bo95bo3bo$116bo164bo$2b2o$bobo$3bo!

xs15:

Code: Select all

x = 488, y = 58, rule = B3/S23
215bo6bo$216b2o4bobo$215b2o5b2o7$218bo$217bobo$212b2o3bo2bo$211bobo4b
2o$213bo150bo97b2o$363bo97bo2bo$363b3o96bobo$obo376bo81b2ob2o$b2o87bo
20bo86b2o161bo17bobo79bo$bo6bo82b2o17bo86bobo162bo16b2o78bobo$6bobo81b
2o18b3o86bo160b3o96b2o$7b2o378bo$385b2o96bo$14bo371b2o94bobo$15bo467bo
bo$13b3o468bo2$485b2o$461bo23bobo$99bo361bo23bo$98bo362bo$93b2o3b3o
352bobo$16b2o76b2o352bo5b2ob3o3b3o$16bobo74bo353bobo4bo$16bo430bobo11b
o$448bo6bo5bo6b2o$89b2o354b2o8bo5bo5bo2bo$90b2o352bobo8bo12bobo$14b2o
73bo292bo63bo22bo$13bobo353b2o10b2o$15bo352bobo10bobo$370bo15$189b3o$
191bo$190bo!

xs16:

Code: Select all

x = 573, y = 69, rule = B3/S23
475bo$474bo$474b3o3$117bobo$118b2o$118bo15$289bobo$289b2o$285bo4bo$
286bo34b2o$146bo130b3o4b3o33bobo$144bobo132bo39bo7b2o$145b2o131bo39bo
7bo2bo$13bo304b2o6bo2bo$11b2o307bo6b2o$12b2o304b2obo$4bo313bo2bo229b2o
$5bo313b2o3b3o128bo95bo$3b3o320bo129bo96bo$276b2o47bo128b3o92b5o$277b
2o269bo$276bo13bo164bo93b3o$22b3o126bo3b2o132b2o164b2o95bo$22bo128b2o
2bobo131bobo162bobo14bo79b2o$23bo126bobo2bo313b2o$470b2o94b3o$bo4b3o$b
2o5bo451b2o102bo5bo$obo4bo453b2o101bo5bo$460bo103bo5bo2$560b2o4b3o$
559bo2bo$560b2o9bo$570b2o$471b3o96bobo$471bo88bo$472bo87bo$560bo9$116b
3o$118bo$117bo$172b3o$172bo$173bo!

xs17:

Code: Select all

x = 998, y = 110, rule = B3/S23
421bo$419b2o$420b2o$579bo$577bobo$578b2o$581bo$580bobo$416bo7b2o154bob
o$414bobo6b2o156bo$415b2o8bo$780bo$417b3o358bobo$417bo361b2o$418bo355b
o$404b3o365bobo$406bo366b2o$405bo376bo$583b2o195bobo$579b2o2bobo183b2o
10b2o$578bo2bobobo182bobo$579b2obobo185bo$582bo201bo$582b2o198b2o$199b
o579bo3b2o208bo$197bobo577bobo199b2o11bobo$198b2o578b2o198bo2bo10bobo$
8bo969bobo12bo$9b2o122bo67bo773b2ob2o15b2o$8b2o121bobo67bo774bo18bobo$
132b2o67bo772bobo18bo$14bo958bobo$14bobo956b2o$14b2o2$147bobo50b2o$
147b2o50bobo$148bo50b2o$197b2o$198bo$142b3o53bob2o$142bo56bo2bo$32b2o
109bo6b2o48bobo$b2o28b2o117bobo48bo$obo30bo116bo4b2o$2bo152bobo$155bo$
20bo$19b2o$19bobo13$461b2o$460b2o$462bo23$346b2o$347b2o$346bo18$861b2o
$861bobo$861bo!

xs18:

Code: Select all

x = 102, y = 39, rule = B3/S23
82bo8b2o$80bobo7bo2bo$81b2o7b2obo$93b2o$84b2o4b2obo$84b2o2bo2bobo7bo$o
bo85b2o2bo6b2o$b2o97b2o$bo94b2o$96bobo$97bo7$11bo$12b2o$11b2o2$24bo$
22b2o$23b2o$89b2o$88bo2bo$89b2o3$6bo$3o2b2o$2bo2bobo84b2o3bo$bo90b2o2b
obo$96bobo$97bo2$94b2o$95b2o$94bo!

xs19:

Code: Select all

x = 520, y = 76, rule = B3/S23
498bo$499bo$497b3o2$489bo11bo$92bobo395bo9bobo$93b2o393b3o9bo2bo$93bo
399b2o6b2o$493b2o5$obo486b2o$b2o486b2o$bo$6bo3b2o$7b2obobo$6b2o2bo8b2o
$18b2o$20bo3$374b2o$108bo265bobo$106b2o266bo$107b2o$507bo$116bobo250b
2o135bobo6b3o$116b2o250bo2bo134bobo$117bo250bo2bo132b2o2b2o3bo5bo$369b
2o132bobobo2bo2bo5bo$103bo399bobobobo3bo5bo$13b3o87b2o399bo3bo$13bo88b
obo5b2o260b3o6b3o131b3o$14bo94b2o261bo8bo$111bo261bo8bo$512b3o$119b3o
392bo$119bo393bo$120bo$367b2o$368b2o$367bo15$419b2o$419bobo$419bo13$
289b3o$291bo$290bo!

xs20:

Code: Select all

x = 604, y = 27, rule = B3/S23
62bo$o60bo$b2o58b3o$2o56b2o$58bobo91bo315bo132bo$59bo92bobo313bobo53bo
74b2o$152b2o80bo233b2o54bobo73b2o$234bobo287b2o$132bobo10bobo86b2o42bo
55bo43bo6bo136bo$133b2o10b2o131bobo54bo13bo29bo4bobo134bobo$58b2o73bo
5bo6bo131b2o53b3o5bo7bobo25b3o4bobo134bobo79bo$57bob3o75bobo82bo51b2o
65bobo5b2o34bo136bo72b3o3b2o$57bo4bo75b2o83bo45bo4b2o65b2o117bo51b2o3b
2o78bo4b2o$58b3o2bo157b3o44bobo7b2o100b2o76bobo51bobobobo77bo$18bobo
39bob2o204bobo7b2o99bo2bo71b2o3b2ob3o48b2obo82b2o$18b2o42bo203b2o2b2o
71bobo34b2o8b2o61bobo6bo53bo2bo78bobo$12bo6bo40bobo202bobobo2bo71b2o
43bo2bo62bo7bo52bobobo4bo74bo$13bo46b2o202bo2bobobo72bo40b2o2bob2o122b
2ob2o5bobo67b2o$11b3o199b3o9b2o2b3o33b2o3bo113bo2bobobo81b2o50b2o67bob
o$57bo157bo10b2obo115b2o37bo2bobobo81bobo46b2o72bo$57bo156bo10bo4bo
113bobo38b2o3bo64b2o16bo48b2o$57bo288bo109b2o$11b2o41b2o399bo$12b2o39b
obo90b2o$11bo4bo38bo73b3o14bobo$16b2o113bo14bo$15bobo112bo!

xs21:

Code: Select all

x = 364, y = 49, rule = B3/S23
182bobo$183b2o$183bo4$200bo$obo198b2o$b2o197b2o3bo$bo203bobo$205b2o3$
31bo$29b2o171b2o$30b2o169b2o$203bo158bo$361bo$111b2o210bo37b3o$106b2ob
o2bo210bobo32b2o$105bobob3o211b2o33b2o$87bo3b2o12bo242b2obobo$88bo2b2o
13b4o210bo26bobob2obo$17bo68b3o21bo210b2o6b2o16bo6bo$18b2o88bobo197b2o
10b2o6b2o18b6o$17b2o89b2o198b2o3bo16bo$89b2o221bobo35b2o$89b2o126bo94b
obo35b2o$17b3o196b2o95bo$19bo196bobo$18bo203b2o$221b2o$223bo$9b2o$10b
2o196b3o$9bo198bo$209bo3$35b3o$35bo$36bo138b2o$176b2o$175bo3$226b2o$
225b2o$227bo!

xs22:

Code: Select all

x = 697, y = 83, rule = B3/S23
447bobo$448b2o$448bo4$139bo$140b2o$139b2o3$159bobo$159b2o$160bo6$313b
2o3b2o$313bobobobo$157bo157bobo$142bo14bobo154b2ob2o$143b2o12b2o159bo$
142b2o170b2obo$314b2ob2o$156b3o$156bo417bo106bo$157bo414bobo104bobo12b
obo$573b2o105b2o12b2o$576b3o116bo$493bo87b2o2b2o103bo$19bo471bobo87bo
4bo102bo$19bobo470b2o4bo83b4o103b3o$19b2o478b2o$498b2o82b4o$581bo4bo$
8bobo571b3obo$8b2o273bo223bo76b2o108b3o$9bo274b2o222bo185bo$17bo265b2o
221b3o186bo$15b2o299b2o360b3o$16b2o298b2o362bo$13bo271b3o221bo169bo$
11b2o495bo$12b2o304b2o188b3o$317b2o$311b2o6bo$311b2o2$b2o506b3o$obo
506bo$2bo507bo3$8b2o$8bobo$8bo11$483b2o$484b2o$483bo10$185b2o$184b2o$
186bo!

xs23:

Code: Select all

x = 26, y = 23, rule = B3/S23
24bo$23bo$23b3o9$7bo$8bo$bobo2b3o$2b2o$2bo4$21b2o$bo19bobo$b2o18bo$obo
!

hkoenig
Posts: 153
Joined: June 20th, 2009, 11:40 am

Re: Randomly enumerating glider syntheses

Post by hkoenig » September 22nd, 2020, 11:11 am

Your latest list shows this object ([16.2808]) with a seven Glider construction. It is most likely known, but I've got a six in my database--

Code: Select all

x=120, y=86
5bo113bo$6b2o109b2o$5b2o111b2o25$89bo$88bo$88b3o3$24bo$25b2o$24b2o8bo$35b
o41bo$33b3o42b2o$77b2o2$31b2o54b2o$32b2o52b2o$31bo39bobo14bo$72b2o$29b3o40b
o$31bo$30bo40b3o$73bo$72bo31$91b3o$91bo$92bo3$bo$b2o$obo!

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dvgrn
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Re: Randomly enumerating glider syntheses

Post by dvgrn » September 22nd, 2020, 11:23 am

hkoenig wrote:
September 22nd, 2020, 11:11 am
Your latest list shows this object ([16.2808]) with a seven Glider construction. It is most likely known, but I've got a six in my database--

Code: Select all

x=120, y=86
5bo113bo$6b2o109b2o$5b2o111b2o25$89bo$88bo$88b3o3$24bo$25b2o$24b2o8bo$35b
o41bo$33b3o42b2o$77b2o2$31b2o54b2o$32b2o52b2o$31bo39bobo14bo$72b2o$29b3o40b
o$31bo$30bo40b3o$73bo$72bo31$91b3o$91bo$92bo3$bo$b2o$obo!
These days I think we can say that if Catagolue doesn't know about a record-low-cost synthesis of this type -- and it currently doesn't -- then it's not really known, or at least not well enough known yet.

I've submitted the synthesis on the left to Catagolue's exquisitely nonmagical box, so it will hopefully know about it within eight hours.

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Ian07
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Re: Randomly enumerating glider syntheses

Post by Ian07 » September 22nd, 2020, 7:05 pm

hkoenig wrote:
September 22nd, 2020, 11:11 am
Your latest list shows this object ([16.2808]) with a seven Glider construction. It is most likely known, but I've got a six in my database--

Code: Select all

RLE
Left one is invalid, unfortunately:

Code: Select all

x = 120, y = 86, rule = LifeHistory
5.A113.A$6.2A109.2A$5.2A111.2A25$89.A$88.A$88.3A3$24.A$25.2A$24.2A8.A
$35.A41.A$33.3A42.2A$77.2A2$31.2C4.D49.2A$32.2C3.D48.2A$31.C5.D33.A.A
14.A$37.D34.2A$29.3C40.A$31.C5.D$30.C40.3A$73.A$72.A31$91.3A$91.A$92.
A3$.A$.2A$A.A!
Rewinded by 4 ticks:

Code: Select all

x = 171, y = 88, rule = B3/S23
5bo164bo$6b2o160b2o$5b2o162b2o25$140bo$139bo$139b3o3$24bo$25b2o$24b2o
8bo$35bo90bo$33b3o91b2o$126b2o4$31b2o87bobo15b2o$32b2o87b2o14b2o$31bo
89bo17bo2$29b3o$31bo$30bo89b3o$122bo$121bo31$142b3o$142bo$143bo3$bo$b
2o$obo!
The right one, however, should be valid; I've submitted that one so now we should see it after the next update. (fingers crossed)

EDIT: To be honest, I'm surprised how many old syntheses were later revealed to be invalid when Freywa double-checked them with Shinjuku - for example A for all and many of the synths from the original 18-bit project. I'd thought the code for this would've already existed pre-Shinjuku, but at least we have it now.

EDIT 2: Weirdly, Catagolue marked the component as successful but didn't actually update it. But again, thankfully we have checks against that now - it's better than that time I accidentally broke the entire update process for a day and a half and had to have both Calcyman and Freywa issue emergency patches to Catagolue and Shinjuku respectively. :P
Last edited by Ian07 on September 22nd, 2020, 7:18 pm, edited 3 times in total.

hkoenig
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Re: Randomly enumerating glider syntheses

Post by hkoenig » September 22nd, 2020, 7:09 pm

Oh, well. I must've missed the recall notice on that one. It's gone now...

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dvgrn
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Re: Randomly enumerating glider syntheses

Post by dvgrn » September 22nd, 2020, 8:54 pm

Ian07 wrote:
September 22nd, 2020, 7:05 pm
EDIT 2: Weirdly, Catagolue marked the component as successful but didn't actually update it.
Ooh, ooh, I can explain that one! Count the number of gliders in the right recipe very carefully.

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Ian07
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Re: Randomly enumerating glider syntheses

Post by Ian07 » September 22nd, 2020, 9:04 pm

dvgrn wrote:
September 22nd, 2020, 8:54 pm
Ooh, ooh, I can explain that one! Count the number of gliders in the right recipe very carefully.
Oh. :oops:
Thought that was supposed to be a second 6-glider synthesis. However, my original comment still holds - you submitted the false 6G on its own and Catagolue marked it as a "success" and then proceeded to ignore it.

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BlinkerSpawn
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Re: Randomly enumerating glider syntheses

Post by BlinkerSpawn » September 25th, 2020, 10:06 am

Two nice Seeds of Destruction results and a simple construction, all [if I count correctly] 1G reductions:

Code: Select all

x = 333, y = 58, rule = B3/S23
207b2o$207bobo$207bo$45bo$44bo$44b3o155b2o$60bo140bo2bo$42bo17bobo138b
o2bo$43bo16b2o140b2o112bo$41b3o273bo$68bo246b3o$66b2o137b3o6b3o$67b2o
136bo8bo$206bo8bo2$312bo$312b2o$311bobo3b2o$200b2o114bo2bo$201b2o114b
2o$200bo126b2o$326b2ob2o$327b4o$328b2o2$330b3o$330bo$63bo267bo$50b2o
10b2o$49bobo10bobo$51bo86b3o$140bo$139bo3$252b2o$252bobo$252bo18$bo$b
2o$obo!
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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goldenratio
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Re: Randomly enumerating glider syntheses

Post by goldenratio » October 5th, 2020, 11:18 pm

Question (previously asked on discord but I think they were busy): Could anyone modify the script to produce only collisions with D2 (+1, +2, x) symmetry? I think we'll find some more improvements there.
LeapLife is a great rule, but not good enough for OCA DOTY

Code: Select all

x = 5, y = 7, rule = B2n3-cq4e5y6c7c/S23-k
2o$2o3$3bo$3b2o$3bo!

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Ian07
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Re: Randomly enumerating glider syntheses

Post by Ian07 » October 16th, 2020, 3:00 pm

Results from bubblegum's new hauls in 5Glider_stdin:

Code: Select all

x = 3197, y = 94, rule = B3/S23
1972bo$1970bobo$1971b2o5$1574bo$1572bobo$1573b2o14$1105bo1102bo$1104bo
1104bo$1104b3o1100b3o$2542b2o$2542b2o2$2211b3o332bo$2543bo2bobo$2209bo
5bo327bo2b2o$2209bo5bo312bobo12bo$2209bo5bo313b2o$332bobo1025bo661bobo
504bo3bo$333b2o1023bobo662b2o2bobo181b3o319bo$333bo591bo433b2o662bo3b
2o504bo$926bo388bobo44bo665bo1166bo$835bo88b3o388b2o45bo1831bo$834bo
481bo45bo860bo304bobo663b3o$834b3o1385bo306b2o$927b3o382bo909b3o304bo
29bo267bobo80bo$1074bo236bo907b2o336b2o268b2o79bobo$828b3o94bo5bo143bo
235b3o883bo21b2o310b3o24b2o268bo80b2o212bo$925bo5bo141b3o286b2o834bo
356bo337bo22b2o203bobo$817b2o106bo5bo429bobo832b3o11b2o342bobo334bobo
21bo2bo203b2o$816bobo12b3o523b2obobo659bo177b2o4bo2bobo342bo2bo334b2o
16bo4bo2bo65b2o$484bo333bo12bo95b3o232bo140b2o52b2obo401bo257bobo177b
2o4b4o345b2o352bobo4b2o65bo2bo123bo$482bobo24bo322bo330bo140b2o54b2o
288bo112bo257b2o188bo333bo349bo12bo2bo71bo2bo124b2o9bo51bo5b3o$483b2o
22b2o144bobo256bo248b3o5b2o132bo56bo287b2o111b3o423bo18b6o333bo86bo
262bo13b2o73b2o3b2o119b2o10b2o48bobo$508b2o31b2o110b2o255bobo252b2obo
2bob2o183bobo288b2o114b3o420bo17bo24bo313bo84bobo262bo93bobo129bobo49b
2o3bo5bo$540bob3o109bo256b2o10b2ob2o156bo80b2ob2obobo137b2o44bobo657b
2o167b3o18bobo20bobo398b2o193bo85b2o16bo58bo188bo5bo$539bo5bo98bo274b
2obobobo155b2o85bobobo137bobo44bo659b2o170b3o15b2o21bo314bo279bobo79b
2obo2bo14bo248bo5bo$539bob3obo96bobo269b2o4bobobobo156b2o84bobob2o136b
o705bo527bobo278b2o79bobobob2o14b3o48b2o145bobo58b2o$13bo105bo420bobob
o98b2o269b2o4bobob2o244bo1008bo365b2obo85bo272bo3bo64b2obo2bo145b2o50b
3o5b2o$12bo107b2o572b2o225bo156bo1101bo50b3o314bo85bo273b4o13b3o47bobo
bob2o145bo$12b3o104b2o528bo40b2o3bo382b2o655b2o441b3o50bo300bobo13b2o
84bo190b2o12b2o134bo3bo145b2o$17bobo518b2o107b2o40bob4o3b2o377bobo538b
2o111b2obo2bo444b2o48bo300b2o15bo274bobo10b2o70b2o64b4o144bobo45b2o17b
2o$17b2o134bo384b2o108b2o39bo7bo2bo918b2o111bobob2o444b2o349bo9b2ob4ob
o83bo189bo14bo68bobo214bo45b2o13bo3bobo$18bo134bobo207bo177b3o144b2o3b
2o3b2o913bo4bo113bobo701bo99b2o4bobobo4bo82bobo273bo67b2o206bobo4bo$
153b2o46b2o155b2o2b2o127b3o2b3o42bo151b2o918b2o118bo2b2o699bo98b2o5bo
4b3o83b2obo339bobo206bob5o$202bo154bobo2bobo128bo4bo43bo104b3o962bobo
6b2o114bo697b3o109b2o88bo340bo206b2o$199b3o8bo148bo132bo4bo151bo50b2o
3bobo913bobo113bobo688bobo206b2o548b4o$140bo57bo10bo297b2o139bo50bo2bo
2b2o914bo116b2o285bo403b2o208bo547bo2bo$6b2o130b2o57bo2b2o7b3o295bobo
189bobo4bo613b3o701b2o403bo9b2o87b2o102b2ob4obo275bo271b2o$5bobo131b2o
57b2obo4b2o299bo192bo619bo703bobo411b2o88b2o101bobobo4bo275bo$7bo115bo
82b2o1113bo1107b2o9bo79b2o110bo4b3o276bo$121bobo228b2o2074bobo90b2o2b
2o109b2o$bo120b2o229b2o1286bo788bo89bo4bobo308b2o75b2o$b2o349bo284bo
1002b2o107b2o775bo308b2o75bobo$obo634b2o1001bobo106b2o1086bo76bo$5b2o
120bo508bobo1106b3o$6b2o119b2o1618bo$5bo120bobo1617bo$364bo4bo713b2o$
363b2o3b2o713bobo$363bobo2bobo479b2o231bo$850bobo1231b2o455b2o$850bo
1232b2o456b2o$2085bo$2538b2o$2539b2o$2538bo9$2069bo$2068b2o$2068bobo!

bubblegum
Posts: 528
Joined: August 25th, 2019, 11:59 pm
Location: click here to do nothing

Re: Randomly enumerating glider syntheses

Post by bubblegum » November 9th, 2020, 4:13 pm

So apparently I found this yesterday:

Code: Select all

x = 36, y = 33, rule = B3/S23
3bo$4bo$2b3o6$8bo$2bo3bobo$obo4b2o$b2o31bo$33bo$33b3o17$25bo$24b2o$24b
obo!
Each day is a hidden opportunity, a frozen waterfall that's waiting to be realised, and one that I'll probably be ignoring
bubblegum wrote:
July 2nd, 2020, 8:33 pm
conwaylife signatures are amazing[citation needed]
part-time stator reducer

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goldenratio
Posts: 151
Joined: July 26th, 2020, 10:39 pm
Location: Exactly where you'd expect

Re: Randomly enumerating glider syntheses

Post by goldenratio » November 9th, 2020, 6:10 pm

Cis-mold on dock:

Code: Select all

x = 69, y = 62, rule = B3/S23
2bo$obo$b2o7$9bo$7bobo36bo$8b2o35bo$45b3o4$57bo$57bobo$57b2o4$40b2o$41b
2o$40bo2$45b3o$45bo$46bo31$66b2o$66bobo$66bo!
2 cis griddles with 2 tubs:

Code: Select all

x = 21, y = 25, rule = B3/S23
18b2o$17bo2bo$18b2o2$5bo2b3o$5bo2bo$o4bo3bo$b2o$2o14$3b2o$4b2o$3bo!
Both NOT from xglider_stdin but instead from Mateon1_glider6_5_6_test

Also, 2^7th post
LeapLife is a great rule, but not good enough for OCA DOTY

Code: Select all

x = 5, y = 7, rule = B2n3-cq4e5y6c7c/S23-k
2o$2o3$3bo$3b2o$3bo!

bubblegum
Posts: 528
Joined: August 25th, 2019, 11:59 pm
Location: click here to do nothing

Re: Randomly enumerating glider syntheses

Post by bubblegum » November 11th, 2020, 5:02 pm

Kazyan found a component in January in 5Glider_stdin, but only finished it when I brought it up yesterday:

Code: Select all

x = 34, y = 38, rule = B3/S23
bo$2bo$3o$32bo$31bo$26bo4b3o$19bo5bo$20bo4b3o$18b3o7$29bo$28bo$28b3o
11$15b2o$14bobo$16bo15b2o$31b2o$33bo2$20b2o$20bo$21bo$20b2o!
This was the original collision:

Code: Select all

x = 0, y = 0, rule = B3/S23
18bo1$19b2o1$18b2o2$7bo1$8bo1$6b3o17$21b2o1$21bobo1$21bo4$17bo1$17b2o1$16bobo2$33b2o1$33bobo1$33bo!
Each day is a hidden opportunity, a frozen waterfall that's waiting to be realised, and one that I'll probably be ignoring
bubblegum wrote:
July 2nd, 2020, 8:33 pm
conwaylife signatures are amazing[citation needed]
part-time stator reducer

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