Synthesising every natural still life

[Period1GliderGun]

And another 3G to delete half the bakery. pretty sure cheaper should exist

2g to delete the half-bakery

Code: Select all

x = 58, y = 73, rule = B3/S23
48bo$48bobo$48b2o2$53bo$52bo$52b3o3$12bo$10bobo$11b2o26$47b3o$47bo$48b
o7$7b2o$8b2o$7bo3$48bo$47b2o$19b2o26bobo$18bobo$20bo4$55b3o$55bo$43b3o
10bo$43bo$44bo7$3o$2bo$bo!

EDIT: 1g

Code: Select all

x = 52, y = 64, rule = B3/S23
41bo$41bobo$41b2o2$46bo$45bo$45b3o3$5bo$3bobo$4b2o4$50bo$49bo$49b3o20$
40b3o$40bo$41bo7$2o$b2o$o3$41bo$40b2o$12b2o26bobo$11bobo$13bo6$36b3o$
36bo$37bo!

[MathAndCode]

And another 3G to delete half the bakery. pretty sure cheaper should exist

2g to delete the half-bakery

Code: Select all

x = 58, y = 73, rule = B3/S23
48bo$48bobo$48b2o2$53bo$52bo$52b3o3$12bo$10bobo$11b2o26$47b3o$47bo$48b
o7$7b2o$8b2o$7bo3$48bo$47b2o$19b2o26bobo$18bobo$20bo4$55b3o$55bo$43b3o
10bo$43bo$44bo7$3o$2bo$bo!

EDIT: 1g

Code: Select all

x = 52, y = 64, rule = B3/S23
41bo$41bobo$41b2o2$46bo$45bo$45b3o3$5bo$3bobo$4b2o4$50bo$49bo$49b3o20$
40b3o$40bo$41bo7$2o$b2o$o3$41bo$40b2o$12b2o26bobo$11bobo$13bo6$36b3o$
36bo$37bo!

Half-bakeries only require three gliders.

Code: Select all

x = 27, y = 38, rule = B3/S23
19bo$19bobo$19b2o2$24bo$23bo$23b3o3$5bo$3bobo$4b2o4$9bo8b3o$10bo7bo$8b
3o8bo7$2o$b2o$o6$19b2o$19bobo$19bo$24b2o$24bobo$24bo!

(In case any moderators see this, I shall mention that I initially did not realize that the latest synthesis before the one I posted used four gliders instead of three for the half-bakery.)

[KtT]

xs28_699e0o8z699r8b6 in 14G:

Code: Select all

x = 224, y = 72, rule = B3/S23
138bo$138bobo$138b2o2$89bo115bo$87bobo109bo5bobo$88b2o109bobo3b2o14bo
$199b2o20bobo$221b2o$51bo$49b2o$50b2o14$187bo$187bo$9b2o93b2o81bo$9b2o
93b2o20b2o$125bo2bo$126b2o2$9bo94bo26bo$9bo94bo25bobo50b2o3b2o4b2o$9b
o94bo25bobo49bo2bobo2bo3b2o$131bo50bo2bobo2bo$171bo11b3ob2ob2o$171bo18b
o$171bo13b4obo$105b3o77bo2b2o3$122b2o$122b2o6$14bo$14b2o34b3o$13bobo34b
o$51bo8$40b2o$40bobo$40bo$bo$b2o$obo4$55b2o$54b2o$56bo!

xs30_69baab9qb96zx33 in 14G:

Code: Select all

x = 184, y = 132, rule = B3/S23
bo$2bo$3o4$49bo$50bo$48b3o24$44bo$45bo$43b3o9$183bo$181b2o$182b2o6$175b
o$175bobo$175b2o8$168bobo$168b2o$153bo15bo$151b2o$152b2o22$143bo$143b
obo$143b2o3$112bo$110bobo$111b2o15$104bo$103bobo$102bo2bo$103b2o12$152b
2o$152bobo$152bo3$112bo60b3o$112b2o59bo$111bobo60bo!

xs31_g8ehbq1e8gz11y0178b6 in 12G:

Code: Select all

x = 135, y = 117, rule = B3/S23
107bo$105b2o$106b2o6$134bo$132b2o$133b2o21$18bo$19bo$17b3o2$90bo$23bo
64b2o$21bobo65b2o$22b2o31$66b2o$66b2o18$93b2o$92b2o$22bo71bo$22b2o$21b
obo12$3o$2bo$bo6$83b2o$82b2o$22bo61bo$22b2o$21bobo!

xs28_0gbaacggz122di87074 in 12G from this 12G_D2x_stdin result:

Code: Select all

x = 107, y = 107, rule = B3/S23
2bo$obo$b2o8$10bo$8bobo$9b2o$70bo$70bobo$70b2o$24bo$22bobo$23b2o2$63b
o$63bobo$63b2o6bobo$71b2o$72bo9$84bo$82b2o8bo$83b2o6bo$91b3o5$85bo$84b
o$84b3o39$88b3o$88bo$89bo12$94b3o$94bo$95bo6$104b3o$104bo$105bo!

[qqd]

Potential synthesis base of xs32_2596o80u19e0eik8zy01221 requiring the synthesis of a very specific blonk-tie predecessor, not including cleanup:

Code: Select all

x = 20, y = 47, rule = B3/S23
7bo$6bo$6b3o$11bobo$2bo8b2o$obo9bo3bo$b2o12bobo$15bo2$18bo$17b3o$3bo
12bo2bo$4bo10bo3bo$2b3o11bobo$6b2o9bo$6b2o2$7bo$6bobo$6b2o3bo$10bobo$
9bo2bo$10b2o7$2bo$2bo$2bo2$2bo$2bo$2bo2$10b2o$10b2o$4bo$3bobo$3b2o3$
13b2o$12b2o$14bo!

The region by itself (blonk-tie is produced 57 generations later):

Code: Select all

x = 10, y = 12, rule = LifeHistory
6.A$5.A.A$5.A2$8.A$7.3A$6.A2.A$2.D2.A3.A$2.D3.A.A$2.D4.A$2D$2D!
[[ STOP 57 ]]

EDIT: A different still life, xs30_6970798cz69e0e913, in 16G:

Code: Select all

x = 173, y = 120, rule = B3/S23
2bo167bo$obo167bobo$b2o167b2o28$28bo115bo$26bobo115bobo$27b2o115b2o4$
111bo$110bo$110b3o2$60bo$61bo$59b3o12$64bo7bo$62bobo8bo$63b2o6b3o3$86b
o$84bobo$85b2o$112bo$112bobo$112b2o24$85b2o$85bobo$85bo$58b2o$57bobo$
59bo6$114b2o$114bobo$114bo4$66b3o$68bo$67bo10$24b2o121b2o$23bobo121bob
o$25bo121bo!

[Aleph]

A draft for xs25_0ci530g4cz255og853.

Code: Select all

x = 24, y = 21, rule = B3/S23
14b3o$15bo2$13b2o$10bo3bo7bo$9bobo9bo$12bo8b3o$13bo$obo3bobo5bo3b3o$b
2o4b2o6bo2bo$b3o3bo5bobo3bo$3b3o7b2o$5bo$4bo5b2o5b2o$10bo7bo$12bo3bo$
11b2o3b2o$10bo6bo$11b2o3bo$13bobo$13b2o!

EDIT: Even closer...

Code: Select all

x = 25, y = 18, rule = B3/S23
11bo$11bo$6bo3b2o3bo$7bo5b2o$6b2o6b2o$6bo2b2o11bo$9bobo10bobo$12bo9b2o
$o5bo6bo$b2o4b2o5bo4b2o$2o4b2o7bo3bobo$13bobo3bo$3b2o8b2o$2bobo$4bo5b
2o5b2o$10bo7bo$12bo3bo$11b2o3b2o!

[Chris857]

xs26_ciqb1arz4aa611 in 13G

Code: Select all

x = 16, y = 21, rule = B3/S23
12b2obo$10b3ob2o$9bo$9bob2ob2o$10b2o3bo$13b2o$10b3o$9bo2bo$9b2o6$9b2o
$9bobo$b2o6bo$obo$2bo10b2o$13bobo$13bo!

xs24_cc0s2pb8ozbdw1 in 11G. I'm amused that the 1G "activation" step is literally in the one soup result

Code: Select all

x = 365, y = 52, rule = B3/S23
277bo$275b2o$276b2o10$32b2o108b2o108b2o98b2o$33bo109bo109bo99bo$33bob
2o106bob2o106bob2o96bob2o$32b2o2bo105b2o2bo105b2o2bo95b2o2bo$32bo2bo106b
o2bo106bo2bo95bo3bo$33b2o108b2o108b2o97b3o2$138b3o107b3o97b2obob2o$348b
ob2ob2o2$357b2o$356bo2bo$250b2o105bobo$250b2o106bo4$362b3o$362bo$363b
o13$159b3o$159bo$bo158bo$b2o115b3o$obo117bo$53b2o64bo$52b2o$54bo!

[MathAndCode]

xs30_69baab9qb96zx33 in 14G:

Code: Select all

x = 184, y = 132, rule = B3/S23
bo$2bo$3o4$49bo$50bo$48b3o24$44bo$45bo$43b3o9$183bo$181b2o$182b2o6$175b
o$175bobo$175b2o8$168bobo$168b2o$153bo15bo$151b2o$152b2o22$143bo$143b
obo$143b2o3$112bo$110bobo$111b2o15$104bo$103bobo$102bo2bo$103b2o12$152b
2o$152bobo$152bo3$112bo60b3o$112b2o59bo$111bobo60bo!

I did my usual (improvement, staging, and finding fast components).

Code: Select all

x = 828, y = 503, rule = B3/S23
257bo$255b2o$256b2o6$51bo$51bobo$51b2o$362bo$360bobo$361b2o22$617bo$617b
obo$617b2o4$213bo$212bobo$212bobo$213bo$608bo$208b2o7b2o189b2o198bo$207b
o2bo5bo2bo187bo2bo197bo$208b2o7b2o161bo27b2o$381bo$213bo165b3o31bo191b
2o2b2ob2o$212bobo197bobo189bob4ob2obo$bo199bo10bobo186bo10bobo189bo9b
o$obo197bobo10bo186bobo10bo191b9o$obo197bobo197bobo208bo$bo199bo199bo
205b2o$607b2o$7b2o198b2o198b2o$7b2o198b2o198b2o15$378b3o$380bo$371b3o
5bo$373bo$372bo9$49b3o$49bo$50bo123$362bo$360bobo$361b2o10$451bo$450b
o$450b3o10$617bo$617bobo$617b2o8$608bo$408b2o198bo$407bo2bo197bo$380b
o27b2o$381bo$379b3o31bo191b2o2b2ob2o$412bobo189bob4ob2obo$401bo10bobo
189bo9bo$400bobo10bo191b9o$400bobo208bo$401bo205b2o$607bobo$407b2o199b
o$407b2o15$378b3o$380bo$371b3o5bo$373bo$372bo20$383b2o$382bobo$384bo112$
362bo$360bobo$361b2o13$449bo$448bo$448b3o7$452bo164bo$450b2o165bobo$451b
2o164b2o8$608bo$408b2o198bo$407bo2bo197bo$380bo27b2o$381bo$379b3o31bo
191b2o2b2ob2o191b2o2b2ob2o$412bobo189bob4ob2obo189bob4ob2obo$401bo10b
obo189bo9bo189bo9bo$400bobo10bo191b9o191b9o$400bobo208bo199bo$401bo205b
2o198b2o$607bobo197bobo$407b2o200bo199bo$407b2o199bo199bo$608b2o198b2o
8$615b2o198b2o$614bo2bo196bo2bo$614bo2bo196bo2bo$615b2o198b2o3$378b3o
$380bo$371b3o5bo$373bo$372bo3$825b2o$825bobo$825bo18$449b2o$449bobo$449b
o!

I had ideas for additional fast components.

Code: Select all

x = 59, y = 102, rule = B3/S23
7b2o$6bo2bo$5bo3bo$3bobo$3bobo6bo$4b5o2bobo$8bo2bobo$2o3b4o3bo$3o5bo$
b2o2bo2b2o$5bo2bo2$9bo5bo$9bo3bo$9bo3bo$13bo$13bo$13b2o22$50b2o$49bo2b
o$48bo3bo$46bobo$46bobo6bo$47b5o2bobo$51bo2bobo$43b2o3b4o3bo$43b3o5bo
$44b2o2bo2b2o$48bo2bo2$52bo$52bo$52bo3b2o$55b3o$54bo$55bo$57bo$54b2ob
2o$57bo$57b2o20$13b2o$12bo2bo$11bo3bo$9bobo$9bobo6bo$10b5o2bobo$14bo2b
obo$6b2o3b4o3bo$6b3o5bo$7b2o2bo2b2o$11bo2bo2$15bo$15bo$6bo8bo3b2o$5b2o
2b2o7b3o$10b2o5bo$8bobo7bo5bo$9bo14b3o$7bo8b5o4bo$15bo5b2o3b2o$14bo2b
obo!

[KtT]

xs30_ckjqik8zcaimia4zw1 in 12G:

Code: Select all

x = 136, y = 121, rule = B3/S23
133bo$133bobo$133b2o7$44bo$43bo$43b3o7$39bobo$obo36b2o$b2o37bo$bo12$78b
o$76bobo$77b2o4$95b2o$95b2o2$101b2o$100bobo$100b2o7$81bo$82bo$80b3o14$
114b3o$114bo$115bo7$21b2o77b2o$21bobo76bobo$22b2o77b2o2$16b2o77b2o$16b
2o77b2o5$76b3o$78bo$77bo30$133b2o$133bobo$133bo!

[MathAndCode]

xs24_cc0s2pb8ozbdw1 in 11G. I'm amused that the 1G "activation" step is literally in the one soup result

Code: Select all

x = 365, y = 52, rule = B3/S23
277bo$275b2o$276b2o10$32b2o108b2o108b2o98b2o$33bo109bo109bo99bo$33bob
2o106bob2o106bob2o96bob2o$32b2o2bo105b2o2bo105b2o2bo95b2o2bo$32bo2bo106b
o2bo106bo2bo95bo3bo$33b2o108b2o108b2o97b3o2$138b3o107b3o97b2obob2o$348b
ob2ob2o2$357b2o$356bo2bo$250b2o105bobo$250b2o106bo4$362b3o$362bo$363b
o13$159b3o$159bo$bo158bo$b2o115b3o$obo117bo$53b2o64bo$52b2o$54bo!

And I'm amused that the first compatible three-glider synthesis for the relevant block-and-blinker constellation that glider-collisions-main/four-glider-collisions/synth-const-4G-Python3.py returned has all of its gliders come from the same side (relative to the constellation that they construct) as the still life that they can't crash into.

Code: Select all

x = 479, y = 49, rule = B3/S23
19bobo$20b2o$20bo2$42bo$42bobo90bo$42b2o92b2o$135b2o87bo$225bo155bo$15b
o207b3o153b2o$16bo130bo232b2o$14b3o129bobo70bobo$146bobo71b2o$147bo72b
o45bo$264b2o$265b2o5$136b2o108b2o108b2o108b2o$137bo109bo109bo109bo$137b
ob2o106bob2o106bob2o106bob2o$136b2o2bo105b2o2bo105b2o2bo105b2o2bo$136b
o2bo106bo2bo106bo2bo105bo3bo$137b2o108b2o108b2o107b3o2$352b3o107b2obo
b2o$462bob2ob2o2$471b2o$470bo2bo$354b2o115bobo$354b2o116bo4$476b3o$476b
o$477bo7$3o$2bo$bo!

Here is the complete output in case anyone wants to verify that it's actually the first listed.

Code: Select all

x = 1425, y = 1118, rule = B3/S23
1216bo194bo$906bo208bobo97bo95bobo96bo$904bobo99bo108b2o98b3o93b2o97b
3o$304bobo3bo505bo88b2o100b2o107bo195bo$305b2o2bo201bo198bobo102bo190b
2o$7bobo98bo3bobo99bo90bo3b3o193bobo2bo96bo102b2o103b3o$8b2o99bo2b2o
93bobo4bobo194bo94b2o2b3o95bo2bobo3bo93bo$8bo98b3o3bo94b2o4b2o189bobo
2bo95bo99b3o2b2o3bo97bo$14bobo100bo90bo197b2o2b3o3b3o193bo3b3o95bobo
94b3o103b2o190bobo97bobo98bobo96bobo$14b2o99b2o289bo9bo101bo191bo3b2o
90bobo2bo105bobo93bo95b2o98b2o100b2o97b2o$9b2o4bo100b2o97b2o200bo99b2o
192bo95b2o3bo104bo94bo97bo99bo100bo98bo$10b2o202b2o101b3o197bobo189b3o
95bo204b3o$9bo206bo100bo597bo101b2o89bo99bo104bo98bo$318bo596b2o99b2o
88bobo97bobo104bobo96bobo$914bobo101bo88b2o98b2o104b2o97b2o87$716bo
700bo$114bobo398bobo198bobo698bobo$114b2o90bobo306b2o88bobo108b2o298bo
400b2o$115bo91b2o201bo105bo89b2o199bo103bo104bobo88bo108bo$8bobo5b2o
189bo97bobo101bo196bo201b2o100bo105b2o87bobo108bobo90bobo$8b2o5b2o196b
2o91b2o101b3o204b2o189b2o3b2o96b3o193b2o4bo103b2o87bo3b2o$9bo7bo91bo
102bobo91bo203bo105bobo194b2o197bo97b2o194bo3bo$110bo103bo102bo97b2o
92bo106bo195bo95bo7bo95bobo96b2o191b3o12bo$7bo100b3o206bobo89bo4b2o93b
3o397bo5bo91bo4b2o192bo11b2o99bobo$5bobo304b3o2b2o88bobo6bo398b3o89b3o
5b3o90b2o106b2o86bobo10b2o100b2o$6b2o207b3o94bo95b2o204b3o89bobo106bo
191b2o107bobo86b2o12bo184bobo$111bo103bo97bo195bo106bo90b2o107bo299bo
288b2o2bobo$111bobo102bo290bobo105bo91bo3bobo691bo3b2o$111b2o395b2o
201b2o697bo$712bo81$14bo$13bo$13b3o2$503bo$504b2o296bobo118bobo97bo$
503b2o96bobo106bo92b2o96bo21b2o97bo79bo99bo100bo$218bo102bo84bo195b2o
105bo93bo95bobo22bo97b3o75bobo19bo77bobo18bo79bobo99bo$103bo3bobo108bo
bo99bo83bobo4bo190bo106b3o188b2o199b2o17b2o79b2o17bo81b2o17bobo77bobo
16bo$101bobo3b2o109b2o100b3o82b2o3b2o589bo119b2o97b3o98b2o79b2o15bo$
102b2o4bo301bobo292bobo294bo319bo96b3o$601b2o103b2o292b3o$303bo296b2o
104bo$301bobo4bo209bobo81bo215bo$120b3o83bo3bobo89b2o3b2o209b2o296b2o
590bobo2bobo$120bo83bobo3b2o95bobo108b2o99bo103bo93b2o98b2o188bobo399b
2o2b2o$121bo83b2o4bo206bobo201b2o93bobo192bobo93b2o2bobo92bobo2bobo92b
obo2bobo93bobo2bobo93bo4bo$418bo203bobo92bo102b2o85bobo2b2o94bo3b2o94b
2o2b2o94b2o2b2o95b2o2b2o$519b2o299bobo85b2o3bo99bo94bo4bo94bo4bo95bo4b
o$13bobo504b2o298bo87bo$8bobo2b2o504bo$9b2o3bo$9bo82$620bo100bobo97bo$
119bo500bobo98b2o96b2o99bo100bo98bo$119bobo397bobo98b2o100bo97b2o98bob
o79bo17bo82bo16bobo80bo17bo80bo100bo$119b2o398b2o399b2o78bobo17b3o78bo
bo16b2o79bobo17bobo76bobo98bobo16bo$4bobo197bobo212bo100bo480b2o99b2o
98b2o17b2o78b2o20bo78b2o15bo$5b2o10bobo185b2o10bobo84bobo11bo85bobo10b
2o283bo618b2o96b3o$5bo11b2o186bo11b2o86b2o11bobo84b2o11b2o283b2o617b2o
$18bo83bobo113bo86bo12b2o85bo197bo98b2o99bo$8bobo92b2o208bobo97bobo87b
obo95bobo200bo99bo$9b2o2bobo87bo104bobo2bobo92bobo2b2o93bobo2b2o89b2o
96b2o198b3o97bobo$9bo3b2o194b2o2b2o94b2o3bo94b2o3bo89bo398b2o$14bo91bo
bo100bo4bo94bo99bo98bo3bobo597bobo198bobo$107b2o2bobo395bo2b2o193bo3bo
bo96bobo98bobo93bobo2bobo97b2o94bobo2bobo92bobo2b2o93bobo2bobo$107bo3b
2o394b3o3bo90bobo2bobo96bo2b2o92bobo2b2o94bobo2b2o95b2o2b2o93bobo3bo
95b2o2b2o94b2o3bo94b2o2b2o$112bo492b2o2b2o95b3o3bo93b2o3bo95b2o3bo95bo
4bo94b2o99bo4bo94bo99bo4bo$605bo4bo195bo100bo200bo84$521bo379bo$520bo
300bo80b2o397bobo98bo$520b3o77bobo19bo77bobo20bo97bobo77b2o18bobo179bo
114bo83b2o99b2o$21bo96bo300bo181b2o19bobo76b2o18b2o98b2o98b2o80bo16bo
83b2o110b2o84bo99b2o16bo$2bo18bobo93bo86bobo12bo84bo114bobo179bo20b2o
77bo20b2o198bo81b2o14bobo80b2o112b2o201bobo$obo18b2o94b3o85b2o10b2o86b
2o13bo98b2o381bo200b2o15b2o398b2o$b2o100bobo99bo12b2o84b2o12b2o483b2o$
104b2o213b2o82bobo97bo298b2o315bo200bobo$104bo299b2o95bobo614bo88bo
112b2o$107bobo294bo97b2o614b3o84bobo113bo$108b2o199bo3bobo890b2o$7bo3b
obo94bo3bobo94bo3bobo94bo2b2o97bobo694bo3bobo96bobo$8bo2b2o99b2o96bo2b
2o93b3o3bo97b2o199bobo97bobo192bobo199bo2b2o97b2o$6b3o3bo100bo94b3o3bo
192bobo3bo199b2o98b2o94bo3bobo93b2o97bobo2bobo92b3o3bo92bobo3bo95bo3bo
bo91bobo$408b2o97bo3bobo94bobo3bo93bobo3bo95bo2b2o94bo3bobo93b2o2b2o
193b2o100bo2b2o93b2o2bobo$408bo99bo2b2o96b2o98b2o97b3o3bo98b2o94bo4bo
193bo99b3o3bo93bo3b2o$506b3o3bo96bo99bo204bo498bo84$402bo$302bobo98b2o
201bo$5bo99bo101bo95b2o97b2o100bo15bo83bobo100bo99bo95bo100bo299bo100b
o12bo$6b2o98bo101bo94bo116bobo79bobo14bo85b2o98bobo97bobo96b2o13bobo
83bo13bo83bobo14bo84bo13bo85b2o11bobo85b2o9bo$5b2o97b3o12bo86b3o111bo
99b2o81b2o14b3o184b2o98b2o95b2o14b2o82b3o13bobo82b2o12b2o83bobo12bo85b
2o12b2o85b2o10b3o$18bobo97bo97bobo101bobo98bo197bo300bo98b2o83bo14b2o
83b2o12b3o98bo$18b2o98b3o95b2o102b2o295b2o$19bo197bo400b2o2$717bo593bo
$13bobo495bo204bo99bobo92bo99bo99bo99bo98bo$13b2o91bobo99bobo299bo205b
3o97b2o92bo99bo99bo99bo99b3o$8bobo3bo92b2o100b2o2bobo294b3o94bobo207bo
92b3o97b3o97b3o97b3o94bo98bobo3bo$9b2o96bo3bobo95bo3b2o191bobo98bo100b
2o98bobo3bo93bobo96bo99bo99bo99bo97bobo99b2o2bo$9bo101b2o101bo92bobo
97b2o96bobo100bo3bobo94b2o2bo95b2o2bobo89bobo97bobo97bobo97bobo98b2o
99bo3b3o$112bo195b2o2bobo92bo3bobo92b2o104b2o95bo3b3o93bo3b2o91b2o98b
2o98b2o98b2o$308bo3b2o97b2o200bo200bo$313bo98bo80$1301bo$1302bo$1300b
3o$1400bobo$1401b2o$5bo1395bo$6bo11bo85bobo12bo86bobo97bo11bo89bo97bob
o96bo100bo299bo110bo89bo$4b3o11bobo84b2o10b2o88b2o95bobo10bo88bobo98b
2o97b2o9bobo87bo9bo87bobo10bo88bo9bo89b2o7bobo89bo8bobo88bo7bo$18b2o
85bo12b2o87bo97b2o10b3o87b2o98bo97b2o10b2o86b3o9bobo86b2o8b2o87bobo8bo
89b2o8b2o88bobo8b2o87b3o7bobo$516bo101bo98b2o87bo10b2o87b2o8b3o98bo89b
2o107b2o88b3o3bo100bo$217bo296b2o792bo2b2o95bo3b2o$215b2o199bobo96b2o
494bo199bo95bo3bobo94b2o2bobo$11bo99bo104b2o93bo104b2o193bo99bo99bo99b
o98bo199bo196bobo$10bo99bo199bo106bo192bo99bo99bo99bo99b3o197b3o$10b3o
97b3o197b3o195bo3bobo95b3o97b3o97b3o97b3o94bo99bo3bobo93bo$7bo99bo99bo
bo2bobo92bo99bobo2bobo94bo2b2o93bo99bo99bo99bo97bobo100bo2b2o92bobo$5b
obo97bobo100b2o2b2o91bobo100b2o2b2o93b3o3bo91bobo97bobo97bobo97bobo98b
2o98b3o3bo93b2o$6b2o98b2o100bo4bo92b2o100bo4bo192b2o98b2o98b2o98b2o2$
1422b2o$1422bobo$1324bo97bo$1323b2o$1323bobo78$102bo$2bo97bobo1198bobo
$3b2o96b2o999bobo99bo97b2o98bobo$2b2o198bo100bo99bobo697b2o100bo96bo
100b2o$203b2o99bo99b2o99bo399bo197bo99b3o197bo$202b2o98b3o99bo101b2o
96bo199bo101bo99bo$505b2o98b2o100bo97b2o97b3o100bo$212bo199bo191b2o99b
obo96b2o199b3o206bo$211b2o100bo96b2o294b2o405bo99b2o$12bo194bo3bobo98b
2o97b2o496bo198bo3b2o95bo3bobo94bo99bo$7bo3b2o101bo92b2o99bo3bobo193bo
4bo95bo3b3o96bo96b3o3bo93b2o3bo94b3o3bo92b2o2bobo94b2o99b2o3bo94b2o3bo
$7b2o2bobo95bo3b2o91bobo99b2o198b2o2b2o95b2o2bo93bo3b2o98bo2b2o92bobo
2b2o96bo2b2o91bobo98bobo98bobo2b2o93bobo2b2o$6bobo100b2o2bobo191bobo
102b2o93bobo2bobo93bobo3bo92b2o2bobo96bo3bobo96bobo94bo3bobo297bobo97b
obo$108bobo300b2o293bobo$413bo205bo398b2o$518bo99b2o96b2o100b3o96b3o
97b2o$220b2o98b2o195b2o99bobo94b2o101bo98bo101bo201bo$220bobo97bobo
194bobo197bo101bo98bo201bo99b2o198bo$20b2o198bo99bo97b2o699b2o99bobo
98bo97b2o$20bobo99b2o293b2o700bobo198b2o97bobo$20bo101bobo294bo900bobo
$122bo79$501bo398bo$402bo99b2o397b2o197bobo298bo$203bo196bobo98b2o101b
o295b2o100bo98b2o299b2o$3bobo99bo95bobo197b2o199bobo199bo195bobo98bo
201bo97b2o$4b2o97bobo96b2o205bo193b2o200b2o194b2o199bobo99b2o$4bo99b2o
201bo99b2o296bobo96b2o101bo295b2o98b2o$308bo99b2o296b2o197b2o102bo193b
o$306b3o397bo199b2o99b2o100bo102bo99bo$115bo392bo3b3o200bo292b2o97b2o
101b2o98b2o$113b2o200bo91b2o99b2o2bo197bo3b2o392b2o101b2o98b2o101bo$
114b2o198b2o91bobo97bobo3bo196b2o2bobo190b2o503b2o$9bo3b3o196bo97bo3bo
bo90bo301bobo106bo87b2o101b2o402b2o$9b2o2bo198b2o96b2o300bo4bo195bo3b
2o89bo99b2o99b2o99b2o98b2o$8bobo3bo97b2o97bobo3bo91bobo300b2o2b2o195b
2o2bobo190bo97b2o99b2o98b2o$111b2o103b2o99b2o292bobo2bobo98bo94bobo
295bo100bo99bo100b2o$113bo102bobo98bobo396b2o502bo99bo91bobo$317bo398b
obo500b2o98b2o91bo$18b2o98b2o699b2o398bobo97bobo99b2o$18bobo96b2o699b
2o201b3o397bobo$18bo100bo99b3o198b3o195b3o199bo101b2o97bo99b3o297bo$
219bo200bo100b2o95bo302b2o99bo98bo$220bo200bo98b2o97bo303bo198bo$522bo
78$600bo100bo$601bo100bo97bo$bobo98bo496b3o98b3o98b2o$2b2o99b2o99bo
595b2o201bo$2bo99b2o101bo98bo100bo497bo100bo100bo96bo102bo96bobo$203b
3o99b2o99bo494bobo98b3o98bobo97b2o98bobo97b2o$304b2o98b3o97bobo395b2o
200b2o96b2o100b2o97bo$505b2o$212bo201bo90bo6bo95bo100bo302bo97bo98bo$
210b2o98bo101b2o96b2o96bobo96b2o203bo97b2o96b2o97b2o103bo$14bo99bo96b
2o95b2o103b2o96b2o95b2o98b2o103bo96b2o99b2o96b2o97b2o100b2o98bo$12b2o
98b2o195b2o500b2o98b2o398b2o97bobo$13b2o98b2o697b2o596b2o$210b2o200b2o
96b2o97b2o98b2o299b2o96b2o100b2o$210bobo97b2o100bobo4b2o89bobo4b2o89b
2o98b2o200b2o98bobo95bobo98b2o99b2o$12b2o98b2o96bo98b2o101bo6bobo88bo
5b2o92bo99bo100b2o97bobo97bo97bo10bo91bo8b2o87b2o8b2o90b2o$11b2o98b2o
105b3o90bo6b2o99bo98bo291b2o98bo110b2o95b2o99b2o90bo7bobo88b2o7b3o$13b
o99bo104bo98b2o493bo108b2o97b2o96bobo100bo97bo92bo6bo$20b3o97b3o96bo
99bo502b2o96b2o100bo397bo$20bo99bo503bo97b3o96b2o99bo$21bo99bo501b2o
97bo100bo$623bobo97bo81$602bo100bo$603b2o99bo97bobo99bo98bo100bo$104bo
216bo197bo82b2o98b3o98b2o97bobo99b2o99bo97bobo114bo$105bo213b2o96bo
100bo284bo99b2o98b2o98b3o98b2o114bobo$5bo97b3o100bo113b2o95bobo98b3o
683bo115b2o94bo$6bo197bobo95bo114b2o997bobo$4b3o6bo191b2o96b2o101bo98b
o115bo794b2o$11b2o199bo89b2o103bo95bobo114bo99bobo97bo100bo98bo385bobo
$12b2o99bo96b2o193b3o96b2o114b3o97b2o98bobo96b2o98bo99bobo97bo84bo102b
2o$111b2o98b2o508bo98b2o98b2o97b3o97b2o98bobo83bo101bo$112b2o399bo606b
o98b2o82b3o108bo$10b2o399bo101bobo898bobo$9b2o7b3o189b2o7bo92bo93b3obo
102b2o899b2o$11bo6bo93b2o6b2o88bobo5b2o87b3obo96bob3o95b3o105bobo97bob
o97bobo97bobo97bobo97bobo97bobo94bo95b3o$19bo91b2o7bobo87bo7bobo88bob
3o93bo102bo105b2o98b2o98b2o98b2o98b2o98b2o98b2o90b3obo98bo$113bo6bo
187bo200bo101b3o3bo93b3o3bo93b3o3bo93b3o3bo93b3o3bo93b3o3bo93b3o3bo92b
ob3o95bo$613bo99bo99bo99bo99bo99bo99bo95bo$612bo99bo99bo99bo99bo99bo
99bo82$9bo$7b2o$3bo4b2o110bobo196bo$4bo115b2o96bobo96b2o285bo$2b3o116b
o96b2o98b2o285bo3bobo104bo$219bo294bobo86b3o3b2o104bo$405bobo4bo101b2o
94bo104b3o$406b2o3bo103bo$5b3o398bo4b3o94bo197bobo$5bo500bobo97b3o98b
2o$6bo97bo402b2o97bo100bo$105bo97bobo98bo103b3o196bo$103b3o98b2o99b2o
101bo307bo$204bo99b2o103bo6b3o90b3o4b2o193b3obo$312bobo101bo92bo6bobo
101b2o91bob3o$113bo93b2o3bo99b2o103bo92bo5bo102b2o91bo$108b3obo93bobo
3bobo92b3o3bo307bo$20b3o87bob3o93bo3b2o95bo$20bo88bo198bo$21bo!

Also, thank you for raising my awareness of that version of that component. I had previously only been aware of the version using a ∏.

[qqd]

xs28_69jqiczo4imicz011 in 13G:

Code: Select all

x = 210, y = 27, rule = B3/S23
62bo137bo$61bo137bo$61b3o101bo33b3o$109bo49bo6b2o$2bo105bobo47bobo4b2o
6bo$obo105bobo47bobo12bobo$b2o106bo49bo13b2o2$56b2o6b3o39b2o48b2o49b2o
$55bo2bo5bo40bo2bo46bo2bo34b2o10b3obo$56b2o7bo40b2o48b2o35b2o9bo4bo$
204bobobo$205b3o2$7bo3b3o191b3o$7b2o2bo192bobobo$6bobo3bo43b2o48b2o7bo
40b2o35b2o9bo4bo$55bo2bo46bo2bo5bo40bo2bo34b2o10b3obo$56b2o48b2o6b3o
39b2o49b2o2$159bo13b2o$158bobo12bobo$158bobo4b2o6bo$159bo6b2o$111b3o
51bo34b3o$111bo88bo$112bo88bo!

[WhiteHawk]

xs28_69jqiczo4imicz011 in 13G:

Code: Select all

12g

Code: Select all

x = 60, y = 38, rule = B3/S23
bo$2bo$3o13$49bo$43bo6b2o$42bobo4b2o6bo$42bobo12bobo$43bo13b2o2$40b2o
$39bo2bo$40b2o6$40b2o$39bo2bo$40b2o2$43bo13b2o$42bobo12bobo$42bobo4b2o
6bo$43bo6b2o$49bo!

[qqd]

xs28_69jqiczo4imicz011 in 13G:

Code: Select all

12g

Code: Select all

Reduced again to 10G:

Code: Select all

x = 80, y = 64, rule = B3/S23
bo$2bo$3o7$36bo$37bo$35b3o4$49bo$50b2o$36bo12b2o26bo$34bobo40bobo$35b
2o40b2o28$41bo23b3o$41b2o22bo$40bobo23bo4$77b2o$77bobo$49b2o26bo$50b2o
$49bo4$35b3o$37bo$36bo!