Crawlers

[C28]

caterpillarable?

Code: Select all

x = 74, y = 106, rule = B3/S23
2bo$obo$b2o21$15bo$16b2o$15b2o21$30bo$31bo$29b3o22$43bobo$44b2o$44bo
21$59bo$57bobo$58b2o8$71b3o$72bo$70b3o!

that's the (13,4)c/41 B climbing reaction, there is a thread but i can't remember where it is.
edit: found it https://www.conwaylife.com/forums/viewt ... f=2&t=1539

[Sokwe]

Moved to the crawler thread.

[MathAndCode]

caterpillarable?

probably not unless there's a way to get more gliders out then are put in or to climb the blocks in a way that generates gliders

[C28]

(3,22)c/53

Code: Select all

x = 11, y = 16, rule = B3/S23
10bo$8b2o$9b2o11$3o$bo$b3o!

[Mr. T]

32c/167 (32,4) known? useful?

Code: Select all

x = 140, y = 1045, rule = B3/S23
3b3o$3bo$2b3o7$bo$obo$obo$bo6$11bo$11bo$11bo21$5bo$4bobo$4bobo$5bo7$
14b3o22$9bo$8bobo$8bobo$9bo6$19bo$19bo$19bo21$13bo$12bobo$12bobo$13bo
7$22b3o22$17bo$16bobo$16bobo$17bo6$27bo$27bo$27bo21$21bo$20bobo$20bobo
$21bo7$30b3o22$25bo$24bobo$24bobo$25bo6$35bo$35bo$35bo21$29bo$28bobo$
28bobo$29bo7$38b3o22$33bo$32bobo$32bobo$33bo6$43bo$43bo$43bo21$37bo$
36bobo$36bobo$37bo7$46b3o22$41bo$40bobo$40bobo$41bo6$51bo$51bo$51bo21$
45bo$44bobo$44bobo$45bo7$54b3o22$49bo$48bobo$48bobo$49bo6$59bo$59bo$
59bo21$53bo$52bobo$52bobo$53bo7$62b3o22$57bo$56bobo$56bobo$57bo6$67bo$
67bo$67bo21$61bo$60bobo$60bobo$61bo7$70b3o22$65bo$64bobo$64bobo$65bo6$
75bo$75bo$75bo21$69bo$68bobo$68bobo$69bo7$78b3o22$73bo$72bobo$72bobo$
73bo6$83bo$83bo$83bo21$77bo$76bobo$76bobo$77bo7$86b3o22$81bo$80bobo$
80bobo$81bo6$91bo$91bo$91bo21$85bo$84bobo$84bobo$85bo7$94b3o22$89bo$
88bobo$88bobo$89bo6$99bo$99bo$99bo21$93bo$92bobo$92bobo$93bo7$102b3o
22$97bo$96bobo$96bobo$97bo6$107bo$107bo$107bo21$101bo$100bobo$100bobo$
101bo7$110b3o22$105bo$104bobo$104bobo$105bo6$115bo$115bo$115bo21$109bo
$108bobo$108bobo$109bo7$118b3o22$113bo$112bobo$112bobo$113bo6$123bo$
123bo$123bo21$117bo$116bobo$116bobo$117bo7$126b3o22$121bo$120bobo$120b
obo$121bo6$131bo$131bo$131bo21$125bo$124bobo$124bobo$125bo7$134b3o22$
129bo$128bobo$128bobo$129bo6$139bo$139bo$139bo!

[C28]

32c/167 (32,4) known? useful?

Code: Select all

x = 140, y = 1045, rule = B3/S23
3b3o$3bo$2b3o7$bo$obo$obo$bo6$11bo$11bo$11bo21$5bo$4bobo$4bobo$5bo7$
14b3o22$9bo$8bobo$8bobo$9bo6$19bo$19bo$19bo21$13bo$12bobo$12bobo$13bo
7$22b3o22$17bo$16bobo$16bobo$17bo6$27bo$27bo$27bo21$21bo$20bobo$20bobo
$21bo7$30b3o22$25bo$24bobo$24bobo$25bo6$35bo$35bo$35bo21$29bo$28bobo$
28bobo$29bo7$38b3o22$33bo$32bobo$32bobo$33bo6$43bo$43bo$43bo21$37bo$
36bobo$36bobo$37bo7$46b3o22$41bo$40bobo$40bobo$41bo6$51bo$51bo$51bo21$
45bo$44bobo$44bobo$45bo7$54b3o22$49bo$48bobo$48bobo$49bo6$59bo$59bo$
59bo21$53bo$52bobo$52bobo$53bo7$62b3o22$57bo$56bobo$56bobo$57bo6$67bo$
67bo$67bo21$61bo$60bobo$60bobo$61bo7$70b3o22$65bo$64bobo$64bobo$65bo6$
75bo$75bo$75bo21$69bo$68bobo$68bobo$69bo7$78b3o22$73bo$72bobo$72bobo$
73bo6$83bo$83bo$83bo21$77bo$76bobo$76bobo$77bo7$86b3o22$81bo$80bobo$
80bobo$81bo6$91bo$91bo$91bo21$85bo$84bobo$84bobo$85bo7$94b3o22$89bo$
88bobo$88bobo$89bo6$99bo$99bo$99bo21$93bo$92bobo$92bobo$93bo7$102b3o
22$97bo$96bobo$96bobo$97bo6$107bo$107bo$107bo21$101bo$100bobo$100bobo$
101bo7$110b3o22$105bo$104bobo$104bobo$105bo6$115bo$115bo$115bo21$109bo
$108bobo$108bobo$109bo7$118b3o22$113bo$112bobo$112bobo$113bo6$123bo$
123bo$123bo21$117bo$116bobo$116bobo$117bo7$126b3o22$121bo$120bobo$120b
obo$121bo6$131bo$131bo$131bo21$125bo$124bobo$124bobo$125bo7$134b3o22$
129bo$128bobo$128bobo$129bo6$139bo$139bo$139bo!

holy crap, a LWSS-making crawler?
also , the speed is (32,4)c/167

[Mr. T]

32c/167 (32,4) known? useful?

Code: Select all

x = 140, y = 1045, rule = B3/S23
3b3o$3bo$2b3o7$bo$obo$obo$bo6$11bo$11bo$11bo21$5bo$4bobo$4bobo$5bo7$
14b3o22$9bo$8bobo$8bobo$9bo6$19bo$19bo$19bo21$13bo$12bobo$12bobo$13bo
7$22b3o22$17bo$16bobo$16bobo$17bo6$27bo$27bo$27bo21$21bo$20bobo$20bobo
$21bo7$30b3o22$25bo$24bobo$24bobo$25bo6$35bo$35bo$35bo21$29bo$28bobo$
28bobo$29bo7$38b3o22$33bo$32bobo$32bobo$33bo6$43bo$43bo$43bo21$37bo$
36bobo$36bobo$37bo7$46b3o22$41bo$40bobo$40bobo$41bo6$51bo$51bo$51bo21$
45bo$44bobo$44bobo$45bo7$54b3o22$49bo$48bobo$48bobo$49bo6$59bo$59bo$
59bo21$53bo$52bobo$52bobo$53bo7$62b3o22$57bo$56bobo$56bobo$57bo6$67bo$
67bo$67bo21$61bo$60bobo$60bobo$61bo7$70b3o22$65bo$64bobo$64bobo$65bo6$
75bo$75bo$75bo21$69bo$68bobo$68bobo$69bo7$78b3o22$73bo$72bobo$72bobo$
73bo6$83bo$83bo$83bo21$77bo$76bobo$76bobo$77bo7$86b3o22$81bo$80bobo$
80bobo$81bo6$91bo$91bo$91bo21$85bo$84bobo$84bobo$85bo7$94b3o22$89bo$
88bobo$88bobo$89bo6$99bo$99bo$99bo21$93bo$92bobo$92bobo$93bo7$102b3o
22$97bo$96bobo$96bobo$97bo6$107bo$107bo$107bo21$101bo$100bobo$100bobo$
101bo7$110b3o22$105bo$104bobo$104bobo$105bo6$115bo$115bo$115bo21$109bo
$108bobo$108bobo$109bo7$118b3o22$113bo$112bobo$112bobo$113bo6$123bo$
123bo$123bo21$117bo$116bobo$116bobo$117bo7$126b3o22$121bo$120bobo$120b
obo$121bo6$131bo$131bo$131bo21$125bo$124bobo$124bobo$125bo7$134b3o22$
129bo$128bobo$128bobo$129bo6$139bo$139bo$139bo!

holy crap, a LWSS-making crawler?
also , the speed is (32,4)c/167

Thanks for correction!
The core-pattern is this Herschel-Beehive-Reaction. The LWSS appears quite early, so it is not as easy influenced by the following reaction. I think, the hole reaction is promising firstly because of the Glider and secondly because of the produced beehive. Now you only have to put self-replicating items into the field, which also make Herschels in the right direction.

Code: Select all

x = 6, y = 13, rule = B3/S23
3b3o$3bo$2b3o7$bo$obo$obo$bo!

100c/612

Code: Select all

x = 18, y = 930, rule = B3/S23
5b3o$5bo$4b3o7$3bo$2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo30$14bo$
13bobo$13bobo$14bo14$b2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$15b2o$14b
o2bo$15bobo$16bo30$14bo$13bobo$13bobo$14bo14$b2o$o2bo$obo$bo30$3bo$2bo
bo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo30$14bo$13bobo$13bobo$14bo14$b
2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo30$14b
o$13bobo$13bobo$14bo14$b2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$15b2o$
14bo2bo$15bobo$16bo30$14bo$13bobo$13bobo$14bo14$b2o$o2bo$obo$bo30$3bo$
2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo30$14bo$13bobo$13bobo$14bo
14$b2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo
30$14bo$13bobo$13bobo$14bo14$b2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$
15b2o$14bo2bo$15bobo$16bo30$14bo$13bobo$13bobo$14bo14$b2o$o2bo$obo$bo
30$3bo$2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$16bo30$14bo$13bobo$13bob
o$14bo14$b2o$o2bo$obo$bo30$3bo$2bobo$2bobo$3bo14$15b2o$14bo2bo$15bobo$
16bo!

EDIT
(47,10)c/530

Code: Select all

x = 285, y = 1300, rule = B3/S23
273b3o$273bo$272b3o7$271bo$270bobo$270bobo$271bo9$282b3o$282b3o6$275b
2o$275bobo$276bo26$261bo$260bobo$260bobo$261bo9$272b3o$272b3o6$265b2o$
265bobo$266bo26$251bo$250bobo$250bobo$251bo9$262b3o$262b3o6$255b2o$
255bobo$256bo26$241bo$240bobo$240bobo$241bo9$252b3o$252b3o6$245b2o$
245bobo$246bo26$231bo$230bobo$230bobo$231bo9$242b3o$242b3o6$235b2o$
235bobo$236bo26$221bo$220bobo$220bobo$221bo9$232b3o$232b3o6$225b2o$
225bobo$226bo26$211bo$210bobo$210bobo$211bo9$222b3o$222b3o6$215b2o$
215bobo$216bo26$201bo$200bobo$200bobo$201bo9$212b3o$212b3o6$205b2o$
205bobo$206bo26$191bo$190bobo$190bobo$191bo9$202b3o$202b3o6$195b2o$
195bobo$196bo26$181bo$180bobo$180bobo$181bo9$192b3o$192b3o6$185b2o$
185bobo$186bo26$171bo$170bobo$170bobo$171bo9$182b3o$182b3o6$175b2o$
175bobo$176bo26$161bo$160bobo$160bobo$161bo9$172b3o$172b3o6$165b2o$
165bobo$166bo26$151bo$150bobo$150bobo$151bo9$162b3o$162b3o6$155b2o$
155bobo$156bo26$141bo$140bobo$140bobo$141bo9$152b3o$152b3o6$145b2o$
145bobo$146bo26$131bo$130bobo$130bobo$131bo9$142b3o$142b3o6$135b2o$
135bobo$136bo26$121bo$120bobo$120bobo$121bo9$132b3o$132b3o6$125b2o$
125bobo$126bo26$111bo$110bobo$110bobo$111bo9$122b3o$122b3o6$115b2o$
115bobo$116bo26$101bo$100bobo$100bobo$101bo9$112b3o$112b3o6$105b2o$
105bobo$106bo26$91bo$90bobo$90bobo$91bo9$102b3o$102b3o6$95b2o$95bobo$
96bo26$81bo$80bobo$80bobo$81bo9$92b3o$92b3o6$85b2o$85bobo$86bo26$71bo$
70bobo$70bobo$71bo9$82b3o$82b3o6$75b2o$75bobo$76bo26$61bo$60bobo$60bob
o$61bo9$72b3o$72b3o6$65b2o$65bobo$66bo26$51bo$50bobo$50bobo$51bo9$62b
3o$62b3o6$55b2o$55bobo$56bo26$41bo$40bobo$40bobo$41bo9$52b3o$52b3o6$
45b2o$45bobo$46bo26$31bo$30bobo$30bobo$31bo9$42b3o$42b3o6$35b2o$35bobo
$36bo26$21bo$20bobo$20bobo$21bo9$32b3o$32b3o6$25b2o$25bobo$26bo26$11bo
$10bobo$10bobo$11bo9$22b3o$22b3o6$15b2o$15bobo$16bo26$bo$obo$obo$bo9$
12b3o$12b3o6$5b2o$5bobo$6bo!

[EvinZL]

Here's an unusual crawler

Code: Select all

x = 51, y = 57, rule = B3/S23
48bo$47b3o$47b4o2$40b2o4bo3bo$40b2o4bo3bo$50bo8$30b2o$30b2o9b2o$41b2o
8$20b2o$20b2o9b2o$31b2o8$10b2o$10b2o9b2o$21b2o8$2o$2o9b2o$11b2o9$b2o$b
2o!

[wwei47]

(Based off an observation by iNoMed) Technically speaking, this is a crawler (it even chains!) but you need a P8 blinker puffer to support it anyways.

Code: Select all

# You can save the pattern into this box with Settings/Pattern/Save or Ctrl-S.
x = 15, y = 7, rule = B3/S23
6b3o$3o9b3o$o2bo3bo3bo2bo$o5bobo5bo$o3bobobobo3bo$o6bo6bo$bobo7bobo!
[[ STOP 8 ]]

Code: Select all

x = 25, y = 96, rule = B3/S23
2b3o3b3o3b3o3b3o$bo2bo3bo2bobo2bo3bo2bo$4bo3bo7bo3bo$o3bo3bo7bo3bo3bo
$4bo4bobobobo4bo$4bo15bo$2b6o9b6o$5bo13bo$5bo2bo7bo2bo$5bo13bo$4b2o3b
o5bo3b2o$4b2o13b2o$5bo13bo$5bobo9bobo$4bo15bo$4bobo11bobo$3b2obobo7bo
bob2o$8b2o5b2o$3b2o3b2o5b2o3b2o$b2o3b2o3b3o3b2o3b2o$b3obobo9bobob3o$2b
4obo9bob4o$8b9o4$9bo5bo$8bo7bo$12bo$9bo5bo2$11b3o$5b3o9b3o$5bo2bo3bo3b
o2bo$5bo5bobo5bo$5bo3bobobobo3bo$5bo6bo6bo$6bobo7bobo3$5b3o4bo4b3o$5b
o2bob2ob2obo2bo$5bo13bo$5bo13bo$5bo13bo$6bo11bo2$11b3o$5b3o9b3o$5bo2b
o3bo3bo2bo$5bo5bobo5bo$5bo3bobobobo3bo$5bo6bo6bo$6bobo7bobo3$5b3o4bo4b
3o$5bo2bob2ob2obo2bo$5bo13bo$5bo13bo$5bo13bo$6bo11bo2$11b3o$5b3o9b3o$
5bo2bo3bo3bo2bo$5bo5bobo5bo$5bo3bobobobo3bo$5bo6bo6bo$6bobo7bobo3$5b3o
4bo4b3o$5bo2bob2ob2obo2bo$5bo13bo$5bo13bo$5bo13bo$6bo11bo2$11b3o$5b3o
9b3o$5bo2bo3bo3bo2bo$5bo5bobo5bo$5bo3bobobobo3bo$5bo6bo6bo$6bobo7bobo
3$5b3o4bo4b3o$5bo2bob2ob2obo2bo$5bo13bo$5bo13bo$5bo13bo$6bo11bo2$11b3o
!

[PC101]

(7,23)c/82

Code: Select all

x = 130, y = 13, rule = B3/S23
3o$2bo$bo26b2o$27bobo$29bo$55b3o$57bo$56bo26b2o42bo$82bobo41bobo$84bo
40b2ob2o$110b3o12bo2bo$112bo11bo3bo$111bo16bo!

I found this after looking at a post on the Conwaylife Lounge discord where a puffer produces the a glider and a b-heptomino that collided to make a new b-heptomino above the first one.
The puffer:

Code: Select all

x = 21, y = 18, rule = B3/S23
10b3o$9b5o$8b2ob3o$5o4b2o$o4bo12b3o$o12bo$bo3bo7b2o$13bobo$bo3bo13bo$o
5bo11bobo$o5bo9bo3bo$6o8bo$13bo$13bo4bo$4b4o5b5o$3b6o$2b2ob4o$3b2o!

The b-heptomino and glider appear at generation 104:

Code: Select all

x = 83, y = 47, rule = B3/S23
63bo2$63bo$47bo$63bo$47bo$63bo$47bo$63bo$47bo$63bo$47bo$63bo$47bo$59bo
3bo3bo$47bo$61bobobo$43bo3bo3bo$63bo$45bobobo2$47bo$63bo$62bobo$61b2ob
2o$46b3o12bo2bo11bo$44bo3bo11bo3bo10bobo$42bo4bo16bo10bobo$10b3o29bo
33bo$9b5o27bo3bo$8b2ob3o55bo3bo6b2o$5o4b2o7bo33bo15bobobobo4bo2bo$o4bo
10b2ob2ob3obob2o21b2o14bo2bobo7b2o$o14bo4bo5bobobobo6b2o3bo6b2o11bobo
2b2obo2bo$bo3bo9bo2b2o7bo4bo5b2obo2bo18b3o3b2o$14bo15bobo6bo5bo19bob2o
2b2obo2bo$bo3bo3b2o4b2o23bo4bo8b2o7bo7b2ob2obo$o5bobo2bo28bo3bo8b3o6bo
2bo8b3o$o5bo2b2o5bo25b2o9bo2bo5b3o4bo$6o8bo3bo20bo13bobo15bo$13bo25b2o
14b2o10bo$13bo4bo19bo2bo12b2o11bobo$4b4o5b5o21b2o$3b6o30bo$2b2ob4o64bo
$3b2o68bo$73bo!

This is the discord message link where the puffer was posted: https://discord.com/channels/3579222555 ... 2687186964

[Jormungant]

Oh No! yet another painful looking crawler... It is similar to (13,4)c/41, and that regard very difficult to manage. One would need to worry about clearing blocks as it is left by the main unit, though the same trick can be used:

Code: Select all

x = 159, y = 131, rule = LifeSuper
20$119.2A$119.2A22$126.2A$126.2A22$133.2A$133.2A22$140.2A$140.2A22$
147.2A$18.3A126.2A$20.A$19.A26.2A$45.A.A$47.A$73.3A$75.A$74.A26.2A42.
A$100.A.A41.A.A$102.A40.2A.2A$128.3A12.A2.A$130.A11.A3.A$129.A16.A!

Well, I think one would need to look for ways to generate NE gliders, or a still life/ small oscillator that can be burned that sustain that reaction (though this option seems non-existent here... which would make it different to the other crawler), otherwise this cannot sustain itself, it looks far harder than (13,4)c/41, which is already horribly hard, but no one has searched for other reaction yet.

There is probably no hope for us to make a caterpillar out of this, but one can dream:

Code: Select all

x = 1049, y = 809, rule = LifeSuper
169$682.A$683.A$681.3A42$710.A$708.A.A$709.2A28$813.2A$812.A.A$813.A
11$737.A$738.A$736.3A8$820.2A$819.A.A$820.A21$827.2A$826.A.A$827.A9$
765.A$763.A.A$764.2A10$834.2A$833.A.A$834.A21$841.2A$840.A.A$841.A6$
792.A$793.A$791.3A13$848.2A$847.A.A$848.A15$382.2A$381.A.A$382.A4$
855.2A$854.A.A$855.A4$820.A$818.A.A$819.2A9$389.2A$388.A.A$389.A4$
639.A222.2A$639.2A220.A.A$638.A.A221.A$666.2A$667.2A$666.A27.A$694.2A
$693.A.A$721.2A$722.2A$721.A27.A$749.2A$748.A.A$776.2A$777.2A$776.A
27.A$804.2A69.A$396.2A405.A.A69.2A$395.A.A433.2A25.A15.A.A$396.A435.
2A22.A2.A42.2A$831.A25.2A.A42.2A$857.A.A3.2A37.A3$859.A$854.2A3.2A$
847.A2.2A2.2A$848.A$846.3A4$867.A$868.A$866.3A6$403.2A459.2A$402.A.A
459.2A$403.A8$855.2A$854.A.A$855.A11$410.2A367.A$409.A.A368.A$410.A
367.3A8$862.2A$861.A.A$862.A$895.A$893.A.A$894.2A7$285.3A$287.A129.2A
$286.A26.2A101.A.A$312.A.A102.A$314.A$340.3A$342.A$341.A26.2A42.A$
367.A.A41.A.A$369.A40.2A.2A$395.3A12.A2.A$397.A11.A3.A455.2A$396.A16.
A454.A.A$869.A9$807.A$805.A.A$806.2A10$876.2A$875.A.A$876.A21$883.2A$
882.A.A$883.A6$834.A$835.A$833.3A13$890.2A$889.A.A$890.A21$897.2A$
896.A.A$897.A4$862.A$860.A.A$861.2A15$681.A222.2A$681.2A220.A.A$680.A
.A221.A$708.2A$709.2A$708.A27.A$736.2A$735.A.A$763.2A$764.2A$763.A27.
A$791.2A$790.A.A$818.2A$819.2A$818.A27.A$846.2A69.A$845.A.A69.2A$873.
2A25.A15.A.A$874.2A22.A2.A42.2A$873.A25.2A.A42.2A$899.A.A3.2A37.A3$
901.A$896.2A3.2A$889.A2.2A2.2A$890.A$888.3A4$909.A$910.A$908.3A6$906.
2A$906.2A9$897.2A$896.A.A$897.A21$904.2A$903.A.A$904.A$937.A$935.A.A$
936.2A18$911.2A$910.A.A$911.A21$918.2A$917.A.A$918.A!

[77551enpassant]

Don't crawlers need some sort of over-unity reaction to make a caterpillar? The Waterbear works because not only can it burn 3 different tracks, it also emits gliders that can be used to recreate the tracks. This crawler needs blocks+gliders to work, and only emits 1 glider for every block burned.

[PC101]

Don't crawlers need some sort of over-unity reaction to make a caterpillar? The Waterbear works because not only can it burn 3 different tracks, it also emits gliders that can be used to recreate the tracks. This crawler needs blocks+gliders to work, and only emits 1 glider for every block burned.

All the crawler based caterpillars have an over-unity reaction for gliders, but I'm not sure if over-unity is a requirement for all possible engineered-spaceships. Maybe someone who is super creative can make a caterpillar out of the crawlers that don't have an over-unity amount of gliders (like the 13131 crawler).

[silversmith]

Based on a non-reburnable crawler posted by discord user mvr, I made a (31,5)c/137 oblique crawler.

Code: Select all

x = 291, y = 143, rule = B3/S23
286bo$286bo$286bo2$288b3o2$254b3o29bo$286bo$258bo27bo$258bo$224bo33bo$
224bo$224bo29b3o2$226b3o2$192b3o29bo$224bo$196bo27bo$196bo$162bo33bo$
162bo$162bo29b3o2$164b3o2$130b3o29bo$162bo$134bo27bo$134bo134bo$134bo
7b2o125bo$88bobo51b2o125bo$83b3o7b2o5bo29b3o$83bo2b2o4bobo4b3o169b3o$
83b2ob4o8b2ob2o$85b3o11b3o9b2o124b3o29bo$100bo10b2o156bo$241bo27bo$67b
o173bo$67bo139bo33bo7b2o$67bo139bo41b2o$207bo29b3o$69b3o$209b3o$35b3o
29bo150b2o$67bo107b3o14bo14bo10b2o$39bo27bo78bobo44b2o12bo$39bo109bo
29bo12b2o13bo$5bo33bo103b3ob2o30bo$5bo142bobo28bo7b2o$5bo29b3o111bo37b
2o$143b3o3bo25b3o$7b3o2$5bo150b2o$5bo139b2o9b2o$5bo140bo$112bo31b3o$
112bo30bobo$112bo30b2o$143b2o$114b3o2$80b3o29bo$112bo$84bo27bo$84bo$
50bo33bo$50bo$50bo29b3o$137b3o$52b3o84bo141b3o$138bo$18b3o29bo165bo68b
o$50bo165b2o40bo26bo$22bo27bo164bobo33bo7bo25bo$22bo228bo5b3o$22bo228b
o29b3o2$18b3o232b3o2$219b3o29bo$251bo$223bo27bo$160b2o61bo$159b2o28bo
33bo$161bo27bo$189bo29b3o2$191b3o2$157b3o29bo$189bo74b3o$161bo27bo$
161bo106bo$127bo33bo106bo$127bo106bo33bo7b2o$127bo29b3o74bo41b2o$234bo
29b3o$129b3o$138b2o96b3o$95b3o29bo10b2o105b2o$77bo13b2o34bo74b3o29bo
10b2o$77b3o9bob3o5bo27bo106bo$77bobo10b4o5bo106bo27bo$79bo19bo7b2o97bo
$107b2o63bo33bo7b2o$95b3o56bo17bo41b2o$150b6o16bo29b3o$62b3o84b2ob2o2b
o$149b2o3bob2o16b3o$66bo84b4obo26b2o$66bo85b2o18bo10b2o$32bo33bo105bo$
32bo106bo32bo$32bo29b3o74bo$139bo$34b3o$141b3o$3o29bo$32bo74b3o29bo$4b
o27bo106bo$4bo106bo27bo$4bo106bo$77bo33bo$3o74bo$77bo29b3o2$79b3o2$45b
3o29bo$77bo$49bo27bo$49bo$15bo33bo$15bo$15bo29b3o2$17b3o2$15bo$15bo$
15bo

Included in the design are portions which produce NW and SE gliders, which could be then used for kickback reactions.

[C28]

Based on a non-reburnable crawler posted by discord user mvr, I made a (31,5)c/137 oblique crawler.

Code: Select all

x = 291, y = 143, rule = B3/S23
286bo$286bo$286bo2$288b3o2$254b3o29bo$286bo$258bo27bo$258bo$224bo33bo$
224bo$224bo29b3o2$226b3o2$192b3o29bo$224bo$196bo27bo$196bo$162bo33bo$
162bo$162bo29b3o2$164b3o2$130b3o29bo$162bo$134bo27bo$134bo134bo$134bo
7b2o125bo$88bobo51b2o125bo$83b3o7b2o5bo29b3o$83bo2b2o4bobo4b3o169b3o$
83b2ob4o8b2ob2o$85b3o11b3o9b2o124b3o29bo$100bo10b2o156bo$241bo27bo$67b
o173bo$67bo139bo33bo7b2o$67bo139bo41b2o$207bo29b3o$69b3o$209b3o$35b3o
29bo150b2o$67bo107b3o14bo14bo10b2o$39bo27bo78bobo44b2o12bo$39bo109bo
29bo12b2o13bo$5bo33bo103b3ob2o30bo$5bo142bobo28bo7b2o$5bo29b3o111bo37b
2o$143b3o3bo25b3o$7b3o2$5bo150b2o$5bo139b2o9b2o$5bo140bo$112bo31b3o$
112bo30bobo$112bo30b2o$143b2o$114b3o2$80b3o29bo$112bo$84bo27bo$84bo$
50bo33bo$50bo$50bo29b3o$137b3o$52b3o84bo141b3o$138bo$18b3o29bo165bo68b
o$50bo165b2o40bo26bo$22bo27bo164bobo33bo7bo25bo$22bo228bo5b3o$22bo228b
o29b3o2$18b3o232b3o2$219b3o29bo$251bo$223bo27bo$160b2o61bo$159b2o28bo
33bo$161bo27bo$189bo29b3o2$191b3o2$157b3o29bo$189bo74b3o$161bo27bo$
161bo106bo$127bo33bo106bo$127bo106bo33bo7b2o$127bo29b3o74bo41b2o$234bo
29b3o$129b3o$138b2o96b3o$95b3o29bo10b2o105b2o$77bo13b2o34bo74b3o29bo
10b2o$77b3o9bob3o5bo27bo106bo$77bobo10b4o5bo106bo27bo$79bo19bo7b2o97bo
$107b2o63bo33bo7b2o$95b3o56bo17bo41b2o$150b6o16bo29b3o$62b3o84b2ob2o2b
o$149b2o3bob2o16b3o$66bo84b4obo26b2o$66bo85b2o18bo10b2o$32bo33bo105bo$
32bo106bo32bo$32bo29b3o74bo$139bo$34b3o$141b3o$3o29bo$32bo74b3o29bo$4b
o27bo106bo$4bo106bo27bo$4bo106bo$77bo33bo$3o74bo$77bo29b3o2$79b3o2$45b
3o29bo$77bo$49bo27bo$49bo$15bo33bo$15bo$15bo29b3o2$17b3o2$15bo$15bo$
15bo

Included in the design are portions which produce NW and SE gliders, which could be then used for kickback reactions.

seems doable. the fact that the 3/4 traffic lights are rephased may be an obstacle, though.

[EvinZL]

Based on a non-reburnable crawler posted by discord user mvr, I made a (31,5)c/137 oblique crawler.

Code: Select all

<snip>

Included in the design are portions which produce NW and SE gliders, which could be then used for kickback reactions.

seems doable. the fact that the 3/4 traffic lights are rephased may be an obstacle, though.

rephasing isn't an issue. The caterpillar and waterbear are all based off reactions that rephase.

[silversmith]

Here is a rough proof-of-concept for a crawler which produces SE gliders, which can be sent NW with another kickback.

Code: Select all

x = 1962, y = 685, rule = B3/S23
1932b3o2$1936bo$1936bo$1902bo33bo$1902bo$1902bo29b3o2$1904b3o2$1870b3o
29bo$1902bo$1874bo27bo$1874bo$1840bo33bo$1840bo$1840bo29b3o2$1842b3o2$
1808b3o29bo$1099bo740bo$1100bo711bo27bo$1098b3o711bo134bo$1778bo33bo
134bo$1034b3o741bo168bo$1036bo741bo29b3o$1035bo913b3o$1780b3o$1069b2o
844b3o29bo$1068b2o676b3o29bo168bo$1070bo707bo140bo27bo$1750bo27bo140bo
$1750bo134bo33bo$1716bo33bo134bo$1716bo168bo29b3o$1716bo29b3o$1887b3o$
1718b3o$1853b3o29bo$1684b3o29bo168bo$1716bo140bo27bo$1688bo27bo140bo$
1688bo134bo33bo$1654bo33bo134bo$1654bo168bo29b3o$1654bo29b3o$1825b3o$
1656b3o$1791b3o29bo$1622b3o29bo168bo$1163bobo488bo140bo27bo$1164b2o
460bo27bo140bo$1164bo461bo134bo33bo$1592bo33bo134bo$1592bo168bo29b3o$
1592bo29b3o$1763b3o$1594b3o$1729b3o29bo$1560b3o29bo168bo$1592bo140bo
27bo$1564bo27bo140bo$1564bo134bo33bo$969b2o559bo33bo134bo$970b2o558bo
168bo29b3o227b3o$969bo560bo29b3o$1701b3o$1072b2o458b3o$1072bobo592b3o
29bo229bo$1072bo425b3o29bo168bo229bo$1530bo140bo27bo229bo29b3o$1502bo
27bo140bo$1502bo134bo33bo259b3o$1468bo33bo134bo$1468bo168bo29b3o227b3o
29bo$1468bo29b3o428bo$1639b3o259bo27bo$1470b3o428bo$1605b3o29bo229bo
33bo$1230bo205b3o29bo168bo229bo$1228bobo237bo140bo27bo229bo29b3o$1229b
2o209bo27bo140bo$1440bo134bo33bo259b3o$1406bo33bo134bo$1406bo168bo29b
3o227b3o29bo$1406bo29b3o428bo74b3o$1577b3o259bo27bo$1408b3o428bo106bo$
1543b3o29bo229bo33bo106bo$1374b3o29bo168bo229bo106bo33bo$1406bo140bo
27bo229bo29b3o74bo$1378bo27bo140bo364bo29b3o$1378bo134bo33bo259b3o$
1344bo33bo134bo400b3o$1344bo168bo29b3o227b3o29bo$1344bo29b3o428bo74b3o
29bo$1515b3o259bo27bo106bo$1346b3o428bo106bo27bo$1481b3o29bo229bo33bo
106bo$1312b3o29bo168bo229bo106bo33bo$1344bo140bo27bo229bo29b3o74bo$
1316bo27bo140bo364bo29b3o$904b2o410bo134bo33bo259b3o$903bobo376bo33bo
134bo400b3o$905bo376bo168bo29b3o227b3o29bo$1282bo29b3o428bo74b3o29bo$
1076bo376b3o259bo27bo106bo$1075b2o207b3o428bo106bo27bo$1075bobo216bo
124b3o29bo229bo33bo106bo$1250b3o29bo12b2o154bo229bo106bo33bo$1282bo11b
2o127bo27bo229bo29b3o74bo$1254bo27bo140bo364bo29b3o$1254bo134bo33bo
259b3o$1220bo33bo134bo400b3o$1220bo168bo29b3o227b3o29bo$1220bo29b3o
428bo74b3o29bo$1391b3o259bo27bo106bo$1222b3o428bo106bo27bo$1357b3o29bo
229bo33bo106bo$1188b3o29bo168bo229bo106bo33bo$1220bo140bo27bo229bo29b
3o74bo$1192bo27bo140bo364bo29b3o$1192bo134bo33bo259b3o$1158bo33bo134bo
400b3o$1158bo168bo29b3o227b3o29bo$1158bo29b3o428bo74b3o29bo$1329b3o
259bo27bo106bo$1160b3o428bo106bo27bo$1295b3o29bo229bo33bo106bo$1126b3o
29bo168bo229bo106bo33bo$1158bo140bo27bo229bo29b3o74bo$1130bo27bo140bo
364bo29b3o$1130bo134bo33bo259b3o$1096bo33bo134bo400b3o$1096bo168bo29b
3o227b3o29bo$1096bo29b3o428bo74b3o29bo$1267b3o259bo27bo106bo$1098b3o
259bo168bo106bo27bo$1233b3o29bo95bo133bo33bo106bo$1064b3o29bo168bo93b
3o133bo106bo33bo$1096bo140bo27bo229bo29b3o74bo$839bo228bo27bo140bo364b
o29b3o$839b2o227bo134bo33bo259b3o$838bobo193bo33bo134bo400b3o$1034bo
168bo29b3o227b3o29bo$1034bo29b3o428bo74b3o29bo$1078b3o124b3o259bo27bo
106bo$1036b3o39bo388bo106bo27bo$1079bo91b3o29bo229bo33bo106bo$1002b3o
29bo168bo229bo106bo33bo361bo$1034bo140bo27bo229bo29b3o74bo395bo$1006bo
27bo140bo364bo29b3o363bo$1006bo134bo33bo259b3o$972bo33bo134bo400b3o
393b3o$972bo168bo29b3o227b3o29bo470b3o$972bo29b3o428bo74b3o29bo395bo$
1143b3o259bo27bo106bo367bo27bo$974b3o428bo106bo27bo367bo27bo$1109b3o
29bo229bo33bo106bo361bo33bo$940b3o29bo168bo229bo106bo33bo361bo$972bo
140bo27bo229bo29b3o74bo395bo29b3o$944bo27bo140bo364bo29b3o$944bo134bo
33bo259b3o500b3o$910bo33bo134bo400b3o$910bo168bo29b3o227b3o29bo470b3o
29bo$910bo29b3o428bo74b3o29bo395bo$1081b3o259bo27bo106bo367bo27bo$912b
3o428bo80bobo23bo27bo367bo$1047b3o29bo229bo33bo81b2o23bo361bo33bo$878b
3o29bo168bo229bo106bo8bo24bo361bo$910bo140bo27bo229bo29b3o74bo395bo29b
3o$882bo27bo140bo364bo29b3o$882bo134bo33bo259b3o500b3o$848bo33bo134bo
400b3o$848bo168bo29b3o227b3o29bo470b3o29bo136b3o$848bo29b3o428bo74b3o
29bo395bo$1019b3o259bo27bo106bo367bo27bo140bo$850b3o428bo106bo27bo367b
o134bo33bo$985b3o29bo229bo33bo106bo361bo33bo134bo33bo$816b3o29bo168bo
229bo106bo33bo361bo168bo$848bo140bo27bo229bo29b3o74bo395bo29b3o166b3o$
773b3o44bo27bo140bo364bo29b3o534b3o$775bo44bo134bo33bo259b3o500b3o$
774bo11bo33bo134bo400b3o528b3o29bo$786bo168bo29b3o227b3o29bo470b3o29bo
168bo$756b3o27bo29b3o263b2o163bo74b3o29bo395bo140bo27bo$957b3o121b2o
136bo27bo106bo367bo27bo140bo$755b5o28b3o292bo135bo106bo27bo367bo134bo
33bo$754b3o3bo162b3o29bo229bo33bo106bo361bo33bo134bo$754bo31bo168bo
229bo106bo33bo361bo168bo29b3o$755bo3b2o25bo140bo27bo229bo29b3o74bo395b
o29b3o$755bo6bo23bo140bo364bo29b3o534b3o$752b2ob2o6bo129bo33bo259b3o
500b3o$752bo3bo5bo3b2o125bo400b3o528b3o29bo$766b2o125bo29b3o227b3o29bo
470b3o29bo168bo$754bobo428bo74b3o29bo395bo140bo27bo$755bo139b3o259bo
27bo106bo198bo168bo27bo140bo$721b3o29bo150b2o251bo106bo27bo196bobo168b
o134bo33bo$753bo107b3o29bo10b2o217bo33bo106bo225b2o134bo33bo134bo$725b
o27bo139bo229bo106bo33bo361bo168bo29b3o$725bo82bo56bo27bo229bo29b3o74b
o395bo29b3o$691bo33bo83b2o54bo364bo29b3o534b3o$691bo116b2o21bo33bo7b2o
250b3o500b3o$691bo29b3o107bo41b2o357b3o528b3o29bo$831bo29b3o227b3o29bo
470b3o29bo168bo$693b3o201b2o224bo74b3o29bo395bo140bo27bo$833b3o60bobo
196bo27bo106bo367bo27bo140bo$659b3o29bo150b2o54bo196bo106bo27bo367bo
134bo33bo$691bo107b3o29bo10b2o217bo33bo106bo361bo33bo134bo$663bo27bo
139bo229bo106bo33bo361bo168bo29b3o$663bo121bo17bo27bo229bo29b3o74bo
395bo29b3o$629bo33bo139bo364bo29b3o534b3o$629bo151bob2o18bo7b2o250b3o
500b3o$629bo29b3o115b2obobo28b2o357b3o528b3o29bo$777b2ob3o16b3o227b3o
29bo470b3o29bo168bo$631b3o145b2o280bo74b3o29bo395bo140bo27bo$766b3o19b
3o242bo27bo106bo367bo27bo140bo$597b3o29bo158bo244bo106bo27bo367bo134bo
33bo$629bo140bo18bo209bo33bo106bo361bo33bo134bo$601bo27bo140bo228bo
106bo33bo361bo168bo29b3o227b3o$601bo134bo33bo228bo29b3o74bo395bo29b3o$
567bo33bo134bo369bo29b3o534b3o259bo$567bo168bo29b3o232b3o500b3o428bo$
567bo29b3o508b3o528b3o29bo229bo33bo$738b3o226b3o29bo85b2o383b3o29bo
168bo229bo$569b3o427bo74b3o8bobo18bo395bo52bo87bo27bo229bo29b3o$704b3o
29bo234bo27bo85bo20bo367bo27bo53b2o85bo$535b3o29bo168bo234bo106bo27bo
367bo80b2o52bo33bo259b3o$567bo140bo27bo200bo33bo106bo361bo33bo134bo$
539bo27bo140bo165bo62bo106bo33bo361bo168bo29b3o227b3o29bo$539bo134bo
33bo166bo61bo29b3o74bo395bo29b3o428bo$505bo33bo134bo198b3o168bo29b3o
534b3o259bo27bo$505bo168bo29b3o232b3o500b3o428bo$505bo29b3o508b3o528b
3o29bo229bo33bo$676b3o226b3o29bo470b3o29bo168bo229bo106bo$507b3o427bo
74b3o29bo395bo140bo27bo229bo29b3o74bo$642b3o29bo234bo27bo106bo367bo27b
o140bo364bo$473b3o29bo168bo234bo106bo27bo367bo134bo33bo259b3o$505bo
140bo27bo200bo33bo106bo361bo33bo134bo400b3o$477bo27bo140bo228bo106bo
33bo361bo168bo29b3o227b3o29bo$477bo134bo33bo228bo29b3o74bo395bo29b3o
428bo74b3o29bo$443bo33bo134bo140b3o226bo29b3o534b3o259bo27bo106bo$443b
o168bo29b3o110bo121b3o500b3o428bo106bo27bo$443bo29b3o278bo229b3o528b3o
29bo229bo33bo106bo$614b3o215bo10b3o29bo470b3o29bo168bo229bo106bo33bo$
445b3o384b2o41bo74b3o29bo395bo140bo27bo229bo29b3o74bo$580b3o29bo218bob
o13bo27bo106bo367bo27bo140bo364bo29b3o$411b3o29bo168bo106b2o126bo106bo
27bo367bo134bo33bo259b3o$443bo140bo27bo106b4o90bo33bo106bo361bo33bo
134bo400b3o$415bo27bo140bo132bo4bo90bo106bo33bo361bo168bo29b3o227b3o
29bo$415bo134bo33bo135bo92bo29b3o74bo395bo29b3o428bo74b3o29bo$381bo33b
o134bo165bo3bo199bo29b3o534b3o259bo27bo106bo$381bo168bo29b3o134bo6bo
90b3o500b3o428bo106bo27bo$381bo29b3o304bo4b2o197b3o528b3o29bo229bo33bo
106bo$552b3o168bo57b3o29bo470b3o29bo168bo135bo93bo106bo33bo$383b3o406b
2o19bo74b3o29bo395bo140bo27bo136bo92bo29b3o74bo$518b3o29bo234bo5b2o20b
o106bo367bo27bo140bo162b3o199bo29b3o$349b3o29bo168bo234bo7bo98bo27bo
367bo134bo33bo259b3o$381bo140bo27bo200bo33bo106bo361bo33bo134bo400b3o$
353bo27bo140bo197b2o29bo106bo33bo45bobo313bo168bo29b3o227b3o29bo$353bo
134bo33bo197b2o29bo29b3o74bo80b2o313bo29b3o428bo74b3o29bo$319bo33bo
134bo369bo29b3o48bo485b3o259bo27bo106bo$319bo168bo29b3o232b3o500b3o
428bo106bo27bo$319bo29b3o410b2o96b3o226bo301b3o29bo229bo33bo106bo$490b
3o224b4o30bo10b2o105b2o217b2o132b3o29bo168bo229bo106bo33bo$321b3o392b
2ob2o30bo44b2o28b3o29bo10b2o217bobo163bo140bo27bo229bo29b3o74bo$456b3o
29bo226b2o2bo2bo28bo44b2o60bo367bo27bo140bo364bo29b3o$287b3o29bo168bo
227bo3b3o107bo27bo367bo134bo33bo259b3o$319bo140bo27bo228bo2bo2bo7b2o
97bo361bo33bo134bo400b3o$291bo27bo140bo260bobo7b2o57b2o38bo7b2o352bo
168bo29b3o227b3o29bo$291bo134bo33bo260b2o65b2o2bo3b3o39b2o352bo29b3o
428bo74b3o29bo$257bo33bo134bo360bo5bo2bo29b3o534b3o259bo27bo106bo$257b
o168bo29b3o227b3o98bo2b3o2b2obo395b3o428bo106bo27bo$257bo29b3o497b3o3b
ob2obo530b3o29bo229bo33bo106bo$428b3o259bo102b2obo10b2o351b3o29bo168bo
229bo106bo33bo$259b3o428bo100bo15b2o383bo140bo27bo229bo29b3o74bo$394b
3o29bo229bo33bo100bo2b3o367bo27bo140bo364bo29b3o$225b3o29bo168bo229bo
106bo31bo4bo363bo134bo33bo259b3o$257bo140bo27bo229bo29b3o74bo31bo4bo
54b2o273bo33bo134bo400b3o$229bo27bo140bo364bo32bo2bo54bobo273bo168bo
29b3o227b3o29bo$229bo134bo33bo259b3o195bo273bo29b3o428bo74b3o29bo$195b
o33bo134bo400b3o533b3o259bo27bo106bo$195bo168bo29b3o227b3o29bo475b3o
428bo106bo27bo$195bo29b3o428bo74b3o29bo503b3o29bo229bo33bo106bo$366b3o
259bo27bo106bo334b3o29bo168bo229bo106bo33bo14bobo$197b3o428bo106bo27bo
366bo140bo27bo229bo29b3o74bo49b2o$332b3o29bo229bo33bo106bo366bo27bo
140bo364bo29b3o17bo$163b3o29bo168bo229bo106bo33bo366bo134bo33bo259b3o
362b3o29bo$195bo140bo27bo229bo29b3o74bo303bo62bo33bo134bo400b3o287bo$
167bo27bo140bo364bo29b3o269bobo62bo168bo29b3o227b3o29bo370bo27bo$167bo
134bo33bo259b3o405b2o62bo29b3o428bo74b3o29bo263bo$133bo33bo134bo400b3o
533b3o259bo27bo106bo229bo33bo$133bo168bo29b3o227b3o29bo475b3o428bo106b
o27bo229bo$133bo29b3o428bo74b3o29bo503b3o29bo229bo33bo106bo257bo29b3o$
304b3o259bo27bo106bo334b3o29bo168bo229bo106bo33bo$135b3o428bo106bo27bo
366bo140bo27bo229bo29b3o74bo293b3o$270b3o29bo229bo33bo106bo366bo27bo
140bo364bo29b3o$101b3o29bo168bo229bo106bo33bo366bo134bo33bo259b3o362b
3o29bo$133bo140bo27bo229bo29b3o74bo366bo33bo134bo400b3o287bo$105bo27bo
140bo364bo29b3o334bo168bo29b3o227b3o29bo370bo27bo$105bo134bo33bo259b3o
469bo29b3o428bo74b3o29bo263bo$71bo33bo134bo400b3o533b3o259bo27bo106bo
229bo33bo$71bo168bo29b3o227b3o29bo475b3o428bo106bo27bo229bo$71bo29b3o
428bo74b3o29bo451b3o49b3o29bo229bo33bo106bo257bo29b3o$242b3o259bo27bo
106bo334b3o29bo84bo83bo229bo106bo33bo$73b3o428bo106bo27bo366bo85bo54bo
27bo229bo29b3o74bo293b3o$208b3o29bo229bo33bo106bo366bo27bo140bo364bo
29b3o396b3o$39b3o29bo168bo229bo106bo33bo366bo134bo33bo259b3o362b3o29bo
$71bo140bo27bo229bo29b3o74bo366bo33bo134bo400b3o287bo140bo$43bo27bo
140bo364bo29b3o334bo168bo29b3o227b3o29bo370bo27bo140bo$43bo134bo33bo
259b3o469bo29b3o428bo74b3o29bo263bo134bo33bo$9bo33bo134bo400b3o533b3o
259bo27bo106bo229bo33bo134bo$9bo168bo29b3o227b3o29bo475b3o428bo106bo
27bo229bo168bo29b3o$9bo29b3o428bo74b3o29bo503b3o29bo229bo33bo106bo257b
o9bo19b3o$180b3o259bo27bo106bo334b3o29bo168bo229bo106bo33bo265bobo160b
3o$11b3o428bo106bo27bo366bo140bo27bo229bo29b3o74bo293b3o4b2o$146b3o29b
o229bo33bo106bo366bo27bo140bo364bo29b3o396b3o29bo$9bo168bo229bo106bo
33bo240bo125bo134bo17bo15bo259b3o362b3o29bo168bo$9bo140bo27bo229bo29b
3o74bo274b2o90bo33bo134bo18b2o380b3o287bo140bo27bo$9bo140bo364bo29b3o
241bobo90bo168bo17b2o10b3o227b3o29bo370bo27bo140bo$116bo33bo259b3o469b
o29b3o428bo74b3o29bo263bo134bo33bo$116bo400b3o533b3o259bo27bo106bo229b
o33bo134bo$116bo29b3o227b3o29bo475b3o428bo106bo27bo229bo168bo29b3o$
408bo74b3o29bo503b3o29bo229bo33bo106bo257bo29b3o$118b3o259bo27bo106bo
334b3o29bo168bo229bo106bo33bo428b3o$380bo106bo27bo241b3o122bo140bo27bo
229bo29b3o74bo293b3o$84b3o29bo229bo33bo106bo268bo2bo94bo27bo140bo364bo
29b3o396b3o29bo$116bo229bo106bo33bo272b2o92bo134bo33bo259b3o362b3o29bo
168bo$88bo27bo229bo29b3o74bo304b2o60bo33bo134bo400b3o287bo140bo27bo$
88bo364bo29b3o269bob2o3bo57bo168bo29b3o227b3o29bo370bo27bo140bo$54bo
33bo259b3o405bobo61bo29b3o428bo74b3o29bo263bo134bo33bo$54bo400b3o301bo
bo229b3o259bo27bo106bo229bo33bo134bo$54bo29b3o227b3o29bo475b3o428bo
106bo27bo229bo168bo29b3o$346bo74b3o29bo503b3o29bo229bo33bo106bo257bo
29b3o$56b3o259bo27bo106bo304b2o28b3o29bo168bo229bo106bo33bo428b3o$318b
o106bo27bo304b2o60bo140bo27bo229bo29b3o74bo293b3o$22b3o29bo229bo33bo
106bo366bo27bo140bo364bo29b3o396b3o29bo$54bo229bo106bo33bo366bo134bo
33bo259b3o362b3o29bo168bo$26bo27bo229bo29b3o74bo368bo31bo7b2o125bo400b
3o287bo140bo27bo$26bo364bo29b3o334bo2bo38b2o125bo29b3o227b3o29bo370bo
27bo140bo$26bo259b3o468bo30b3o428bo74b3o29bo263bo134bo33bo$393b3o361bo
4bo166b3o141b3o115bo27bo106bo229bo33bo134bo$22b3o227b3o29bo472b2o179b
2o135bo115bo106bo27bo229bo168bo29b3o58bo$284bo74b3o29bo377b2o124b3o29b
o10b2o134bo82bo33bo106bo257bo29b3o228b2o$256bo27bo106bo367b3o7b2o156bo
229bo106bo33bo428b3o86b2o$256bo106bo27bo450bo56bo27bo229bo29b3o74bo
293b3o$222bo33bo106bo361bo117b2o54bo364bo29b3o396b3o29bo229bo$222bo
106bo33bo361bo116b2o21bo33bo7b2o250b3o362b3o29bo168bo229bo$222bo29b3o
74bo395bo139bo41b2o357b3o287bo140bo27bo229bo$329bo29b3o503bo29b3o227b
3o29bo370bo27bo140bo$224b3o500b3o201b2o224bo74b3o29bo263bo134bo33bo
259b3o$331b3o533b3o60bobo196bo27bo106bo229bo33bo134bo$190b3o29bo470b3o
29bo150b2o54bo196bo106bo27bo229bo168bo29b3o227b3o29bo$222bo74b3o29bo
395bo107b3o29bo10b2o217bo33bo106bo257bo29b3o428bo$194bo27bo106bo367bo
27bo139bo229bo106bo33bo428b3o259bo27bo$194bo106bo27bo367bo121bo17bo27b
o229bo29b3o74bo293b3o428bo$160bo33bo106bo361bo33bo139bo364bo29b3o396b
3o29bo229bo33bo$160bo106bo33bo361bo151bob2o18bo7b2o250b3o362b3o29bo
168bo229bo$160bo29b3o74bo395bo29b3o115b2obobo28b2o357b3o287bo140bo27bo
229bo29b3o$267bo29b3o511b2ob3o16b3o227b3o29bo370bo27bo140bo$162b3o500b
3o145b2o280bo74b3o29bo263bo134bo33bo259b3o$269b3o528b3o19b3o242bo27bo
106bo229bo33bo134bo$128b3o29bo470b3o29bo158bo244bo106bo27bo229bo168bo
29b3o227b3o29bo$160bo74b3o29bo395bo140bo18bo209bo33bo106bo257bo29b3o
428bo$132bo27bo106bo367bo27bo140bo228bo106bo33bo428b3o259bo27bo$132bo
106bo27bo367bo134bo33bo228bo29b3o74bo293b3o428bo$98bo33bo106bo361bo33b
o134bo369bo29b3o396b3o29bo229bo33bo$98bo106bo33bo361bo168bo29b3o232b3o
362b3o29bo168bo229bo106bo$98bo29b3o74bo395bo29b3o508b3o287bo140bo27bo
229bo29b3o74bo$205bo29b3o534b3o226b3o29bo370bo27bo140bo364bo$100b3o
500b3o427bo74b3o29bo263bo134bo33bo259b3o$207b3o528b3o29bo234bo27bo106b
o229bo33bo134bo342bo57b3o$66b3o29bo470b3o29bo168bo234bo106bo27bo229bo
168bo29b3o227b3o29bo51bo$98bo74b3o29bo395bo140bo27bo200bo33bo106bo257b
o29b3o428bo49b3o22b3o29bo$70bo27bo106bo367bo27bo140bo165bo62bo106bo33b
o428b3o259bo27bo106bo$70bo106bo27bo367bo134bo33bo166bo61bo29b3o74bo
293b3o428bo106bo27bo$36bo33bo106bo361bo33bo134bo198b3o168bo29b3o396b3o
29bo229bo33bo106bo$36bo106bo33bo361bo168bo29b3o232b3o362b3o29bo168bo
229bo106bo33bo$36bo29b3o74bo395bo29b3o508b3o287bo140bo27bo229bo29b3o
74bo$143bo29b3o534b3o226b3o29bo370bo27bo140bo364bo29b3o$38b3o500b3o
427bo36b2o36b3o29bo263bo134bo33bo259b3o$145b3o528b3o29bo234bo27bo37b2o
67bo229bo33bo134bo400b3o$4b3o29bo470b3o29bo168bo234bo64bo41bo27bo229bo
168bo29b3o227b3o29bo$36bo74b3o29bo395bo140bo27bo200bo33bo106bo257bo29b
3o428bo74b3o29bo$8bo27bo106bo367bo27bo140bo228bo106bo33bo428b3o259bo
27bo106bo$8bo106bo27bo367bo134bo33bo228bo29b3o74bo293b3o428bo106bo27bo
$8bo106bo361bo33bo134bo140b3o226bo29b3o396b3o29bo229bo33bo106bo$81bo
33bo361bo168bo29b3o110bo121b3o362b3o29bo168bo229bo106bo33bo$4b3o74bo
395bo29b3o278bo229b3o287bo140bo27bo229bo29b3o74bo$81bo29b3o534b3o215bo
10b3o29bo370bo27bo140bo364bo29b3o$479b3o384b2o41bo74b3o29bo263bo134bo
33bo259b3o$83b3o528b3o29bo218bobo13bo27bo106bo229bo33bo134bo400b3o$
445b3o29bo168bo106b2o126bo106bo27bo229bo168bo29b3o227b3o29bo$49b3o29bo
395bo140bo27bo106b4o90bo33bo106bo257bo29b3o428bo74b3o29bo$81bo367bo27b
o140bo132bo4bo90bo106bo33bo428b3o259bo27bo106bo$53bo27bo367bo134bo33bo
135bo92bo29b3o74bo293b3o428bo106bo27bo$53bo361bo33bo134bo165bo3bo199bo
29b3o396b3o29bo229bo33bo106bo$19bo33bo361bo168bo29b3o134bo6bo90b3o362b
3o29bo168bo229bo106bo33bo$19bo395bo29b3o304bo4b2o197b3o287bo140bo27bo
229bo29b3o74bo$19bo29b3o534b3o168bo57b3o29bo370bo27bo140bo364bo29b3o$
417b3o406b2o19bo74b3o29bo263bo134bo33bo259b3o$21b3o528b3o29bo234bo5b2o
20bo106bo229bo33bo134bo400b3o189bobo$383b3o29bo168bo234bo7bo98bo27bo
229bo168bo29b3o227b3o29bo301b2o$19bo395bo140bo27bo200bo33bo106bo257bo
29b3o428bo74b3o29bo194bo$19bo367bo27bo140bo197b2o29bo106bo33bo7b2o419b
3o259bo27bo106bo$19bo367bo134bo33bo197b2o29bo29b3o74bo41b2o250b3o428bo
106bo27bo$353bo33bo134bo369bo29b3o396b3o29bo229bo33bo106bo$353bo168bo
29b3o232b3o362b3o29bo168bo229bo106bo33bo$353bo29b3o410b2o96b3o287bo
140bo27bo229bo29b3o74bo$524b3o224b4o30bo10b2o105b2o251bo27bo140bo364bo
29b3o$355b3o392b2ob2o30bo44b2o28b3o29bo10b2o251bo134bo33bo259b3o$490b
3o29bo226b2o2bo2bo28bo44b2o60bo229bo33bo134bo400b3o$321b3o29bo168bo
227bo3b3o107bo27bo229bo168bo29b3o227b3o29bo$353bo140bo27bo228bo2bo2bo
7b2o97bo257bo29b3o428bo74b3o29bo$325bo27bo140bo260bobo7b2o57b2o38bo7b
2o419b3o259bo27bo106bo$325bo134bo33bo260b2o65b2o2bo3b3o39b2o250b3o428b
o106bo27bo$291bo33bo134bo360bo5bo2bo29b3o396b3o29bo229bo33bo106bo$291b
o168bo29b3o227b3o98bo2b3o2b2obo257b3o29bo168bo229bo106bo33bo$291bo29b
3o497b3o3bob2obo289bo140bo27bo229bo29b3o74bo$462b3o259bo102b2obo10b2o
100b2o149bo27bo140bo364bo29b3o$293b3o428bo100bo15b2o99bobo149bo134bo
33bo259b3o$428b3o29bo229bo33bo100bo2b3o113bo115bo33bo134bo400b3o$259b
3o29bo168bo229bo106bo31bo4bo225bo168bo29b3o227b3o29bo$291bo140bo27bo
229bo29b3o74bo31bo4bo225bo29b3o428bo74b3o29bo$263bo27bo140bo364bo32bo
2bo397b3o259bo27bo106bo$263bo134bo33bo259b3o367b3o428bo106bo27bo$229bo
33bo134bo400b3o395b3o29bo229bo33bo106bo$229bo168bo29b3o227b3o29bo337b
3o29bo168bo229bo106bo33bo$229bo29b3o428bo74b3o29bo262bo140bo27bo229bo
29b3o74bo$400b3o259bo27bo106bo234bo27bo140bo364bo29b3o$231b3o428bo106b
o27bo234bo134bo33bo259b3o$366b3o29bo229bo33bo106bo228bo33bo134bo400b3o
$197b3o29bo168bo229bo106bo33bo228bo168bo29b3o227b3o29bo$229bo140bo27bo
229bo29b3o74bo262bo29b3o428bo74b3o29bo$201bo27bo140bo364bo29b3o401b3o
259bo27bo106bo$201bo134bo33bo259b3o367b3o428bo106bo27bo$167bo33bo134bo
400b3o395b3o29bo229bo33bo106bo$167bo168bo29b3o227b3o29bo337b3o29bo168b
o229bo106bo33bo$167bo29b3o428bo74b3o29bo262bo140bo27bo229bo29b3o74bo$
338b3o259bo27bo106bo234bo27bo140bo364bo29b3o$169b3o428bo106bo27bo234bo
134bo33bo259b3o$304b3o29bo229bo33bo106bo228bo33bo134bo400b3o$135b3o29b
o168bo229bo106bo33bo197b2o29bo168bo29b3o227b3o29bo$167bo140bo27bo229bo
29b3o74bo233bo28bo29b3o428bo74b3o29bo$139bo27bo140bo364bo29b3o199b2o
200b3o259bo27bo106bo$139bo134bo33bo259b3o336bo30b3o428bo106bo27bo$105b
o33bo134bo400b3o219bo4bobo2b2o38b2o124b3o29bo229bo33bo106bo$105bo168bo
29b3o227b3o29bo326b2o2bo3bo6b2o26bo10b2o156bo229bo106bo33bo$105bo29b3o
428bo74b3o29bo218bo5bo9b2o26bo140bo27bo229bo29b3o74bo$276b3o259bo27bo
106bo217b2o2bobo7b4o27bo140bo364bo29b3o$107b3o428bo106bo27bo218b2o3bo
7b3o135bo33bo259b3o$242b3o29bo229bo33bo106bo247b3o6b2o12b2o125bo400b3o
$73b3o29bo168bo229bo106bo33bo270b2o125bo29b3o227b3o29bo$105bo140bo27bo
229bo29b3o74bo723bo74b3o29bo$77bo27bo140bo364bo29b3o401b3o259bo27bo
106bo$77bo134bo33bo259b3o362b3o180b2o251bo106bo27bo$43bo33bo134bo400b
3o395b3o29bo10b2o217bo33bo106bo$43bo168bo29b3o227b3o29bo370bo167bo229b
o106bo33bo$43bo29b3o428bo74b3o29bo263bo139bo27bo229bo29b3o74bo$214b3o
259bo27bo106bo229bo33bo120bo18bo364bo29b3o$45b3o428bo106bo27bo229bo
139bo15bo17bo7b2o250b3o$180b3o29bo229bo33bo106bo257bo29b3o107bo13b3o
25b2o357b3o$11b3o29bo168bo229bo106bo33bo397bo29b3o227b3o29bo$43bo140bo
27bo229bo29b3o74bo293b3o105b3o319bo74b3o29bo$15bo27bo140bo364bo29b3o
368bo3bo28b3o259bo27bo106bo$15bo134bo33bo259b3o362b3o29bo108bo41b2o
251bo106bo27bo$15bo134bo400b3o287bo112b2o25bo10b2o217bo33bo106bo$150bo
29b3o227b3o29bo370bo27bo106bob5obo24bo229bo106bo33bo$11b3o428bo74b3o
29bo263bo133bo3bob2o2bo23bo229bo29b3o74bo$152b3o259bo27bo106bo229bo33b
o133bo2b2ob5o360bo29b3o$414bo106bo27bo229bo168bobo4b2o4b2o250b3o$118b
3o29bo229bo33bo106bo257bo29b3o138bo10b2o357b3o$150bo229bo106bo33bo428b
2o227b3o29bo$122bo27bo229bo29b3o74bo293b3o427bo74b3o29bo$122bo364bo29b
3o396b3o29bo234bo27bo106bo$88bo33bo259b3o362b3o29bo168bo234bo106bo27bo
$88bo400b3o287bo140bo27bo200bo33bo106bo$88bo29b3o227b3o29bo370bo27bo
140bo228bo106bo33bo$380bo74b3o29bo263bo134bo33bo228bo29b3o74bo$90b3o
259bo27bo106bo229bo33bo134bo369bo29b3o$352bo106bo27bo229bo168bo29b3o
232b3o$56b3o29bo229bo33bo106bo257bo29b3o508b3o$88bo229bo106bo33bo428b
3o226b3o29bo$60bo27bo229bo29b3o74bo293b3o427bo74b3o29bo$60bo364bo29b3o
396b3o29bo234bo27bo106bo$26bo33bo259b3o362b3o29bo168bo234bo106bo27bo$
26bo400b3o287bo140bo27bo200bo33bo106bo$26bo29b3o227b3o29bo370bo27bo
140bo82bo145bo106bo33bo$318bo74b3o29bo263bo134bo33bo82b2o144bo29b3o74b
o$28b3o259bo27bo106bo229bo33bo134bo115bobo117bobo131bo29b3o$290bo106bo
27bo229bo168bo29b3o204b2o26b3o$26bo229bo33bo106bo257bo29b3o331b2o40bo
134b3o$26bo229bo106bo33bo428b3o189bobo34b3o29bo$26bo229bo29b3o74bo293b
3o360bo66bo74b3o29bo$363bo29b3o396b3o29bo234bo27bo106bo$258b3o362b3o
29bo168bo234bo106bo27bo$365b3o287bo140bo27bo200bo33bo106bo$224b3o29bo
370bo27bo140bo228bo106bo33bo$256bo74b3o29bo263bo134bo33bo228bo29b3o74b
o$228bo27bo106bo229bo33bo134bo369bo29b3o$228bo106bo27bo229bo168bo29b3o
232b3o$194bo33bo106bo257bo29b3o508b3o$194bo106bo33bo428b3o199b3o24b3o
29bo$194bo29b3o74bo293b3o368bo58bo74b3o29bo$301bo29b3o396b3o29bo204bo
29bo27bo106bo$196b3o362b3o29bo168bo234bo106bo27bo$303b3o287bo140bo27bo
200bo33bo106bo$162b3o29bo370bo27bo140bo228bo106bo33bo$194bo74b3o29bo
263bo134bo33bo228bo29b3o74bo$166bo27bo106bo229bo33bo134bo369bo29b3o$
166bo106bo27bo229bo168bo29b3o232b3o$132bo33bo106bo257bo29b3o508b3o$
132bo106bo33bo428b3o226b3o29bo117b2o$132bo29b3o74bo293b3o427bo74b3o29b
o10b2o$239bo29b3o396b3o29bo234bo27bo106bo$134b3o362b3o29bo168bo234bo
106bo27bo$241b3o287bo140bo27bo234bo7b2o97bo$100b3o29bo370bo27bo140bo
216bobo51b2o63bo33bo7b2o$132bo74b3o29bo263bo134bo33bo211b3o7b2o5bo29b
3o74bo41b2o$104bo27bo106bo229bo33bo134bo245bo2b2o4bobo4b3o105bo29b3o$
104bo106bo27bo229bo168bo29b3o213b2ob4o8b2ob2o$70bo33bo106bo257bo29b3o
384b3o11b3o9b2o96b3o$70bo106bo33bo428b3o258bo10b2o105b2o$70bo29b3o74bo
293b3o502b3o29bo10b2o$177bo29b3o396b3o29bo229bo88b3o48bo$72b3o362b3o
29bo168bo229bo88b2ob2o9b3o6bo27bo$179b3o287bo140bo27bo229bo88b2ob2o10b
2o6bo$38b3o29bo370bo27bo140bo348b2o11b2o6bo7b2o$70bo74b3o29bo263bo134b
o33bo259b3o115b2o$42bo27bo106bo229bo33bo134bo399b3o$42bo106bo27bo229bo
168bo29b3o227b3o29bo$8bo33bo106bo257bo29b3o428bo74b3o$8bo106bo33bo428b
3o259bo27bo$8bo29b3o74bo293b3o428bo106bo$115bo29b3o396b3o29bo229bo33bo
106bo$10b3o362b3o29bo168bo229bo106bo33bo$117b3o287bo140bo27bo229bo29b
3o74bo$8bo370bo27bo140bo364bo29b3o$8bo74b3o29bo263bo134bo33bo259b3o$8b
o106bo229bo33bo134bo400b3o$87bo27bo229bo168bo29b3o227b3o29bo$87bo257bo
29b3o428bo74b3o29bo$53bo33bo428b3o259bo27bo106bo$53bo293b3o428bo106bo
27bo$53bo29b3o396b3o29bo229bo33bo106bo$313b3o29bo168bo229bo106bo33bo$
55b3o287bo140bo27bo229bo29b3o74bo$317bo27bo140bo364bo29b3o$21b3o29bo
263bo134bo33bo259b3o$53bo229bo33bo134bo400b3o$25bo27bo229bo168bo29b3o
227b3o29bo$25bo257bo29b3o428bo74b3o29bo$25bo428b3o259bo27bo106bo$285b
3o428bo106bo27bo$21b3o396b3o29bo229bo33bo106bo$251b3o29bo168bo229bo
106bo33bo$283bo140bo27bo229bo29b3o74bo$255bo27bo140bo364bo29b3o$255bo
134bo33bo259b3o$221bo33bo134bo400b3o$221bo168bo29b3o227b3o29bo$221bo
29b3o428bo74b3o29bo$392b3o259bo27bo106bo$223b3o428bo106bo27bo$358b3o
29bo229bo33bo106bo$189b3o29bo168bo229bo106bo33bo$221bo140bo27bo229bo
29b3o74bo$193bo27bo140bo364bo29b3o$193bo134bo33bo259b3o$159bo33bo134bo
400b3o$159bo168bo29b3o227b3o29bo$159bo29b3o428bo74b3o29bo$330b3o259bo
27bo106bo$161b3o428bo106bo27bo$296b3o29bo229bo33bo106bo$127b3o29bo168b
o229bo106bo33bo$159bo140bo27bo229bo29b3o74bo$131bo27bo140bo364bo29b3o$
131bo134bo33bo259b3o$97bo33bo134bo400b3o$97bo168bo29b3o227b3o29bo$97bo
29b3o428bo74b3o29bo$268b3o259bo27bo106bo$99b3o428bo106bo27bo$234b3o29b
o229bo33bo106bo$65b3o29bo168bo229bo106bo33bo$97bo140bo27bo229bo29b3o
74bo$69bo27bo140bo364bo29b3o$69bo134bo33bo259b3o$35bo33bo134bo400b3o$
35bo168bo29b3o227b3o29bo$35bo29b3o428bo74b3o29bo$206b3o259bo27bo106bo$
37b3o428bo106bo27bo$172b3o29bo229bo33bo106bo$3b3o29bo168bo229bo106bo
33bo$35bo140bo27bo229bo29b3o74bo$7bo27bo140bo364bo29b3o$7bo134bo33bo
259b3o$7bo134bo400b3o$142bo29b3o227b3o29bo$3b3o428bo74b3o29bo$144b3o
259bo27bo106bo$406bo106bo27bo$110b3o29bo229bo33bo106bo$142bo229bo106bo
33bo$114bo27bo229bo29b3o74bo$114bo364bo29b3o$80bo33bo259b3o$80bo400b3o
$80bo29b3o227b3o29bo$372bo74b3o29bo$82b3o259bo27bo106bo$344bo106bo27bo
$48b3o29bo229bo33bo106bo$80bo229bo106bo33bo$52bo27bo229bo29b3o74bo$52b
o364bo29b3o$18bo33bo259b3o$18bo400b3o$18bo29b3o227b3o29bo$310bo74b3o
29bo$20b3o259bo27bo106bo$282bo106bo27bo$18bo229bo33bo106bo$18bo229bo
106bo33bo$18bo229bo29b3o74bo$355bo29b3o$250b3o$357b3o$216b3o29bo$248bo
74b3o29bo$220bo27bo106bo$220bo106bo27bo$186bo33bo106bo$186bo106bo33bo$
186bo29b3o74bo$293bo29b3o$188b3o$295b3o$154b3o29bo$186bo74b3o29bo$158b
o27bo106bo$158bo106bo27bo$124bo33bo106bo$124bo106bo33bo$124bo29b3o74bo
$231bo29b3o$126b3o$233b3o$92b3o29bo$124bo74b3o29bo$96bo27bo106bo$96bo
106bo27bo$62bo33bo106bo$62bo106bo33bo$62bo29b3o74bo$169bo29b3o$64b3o$
171b3o$30b3o29bo$62bo74b3o29bo$34bo27bo106bo$34bo106bo27bo$o33bo106bo$
o106bo33bo$o29b3o74bo$107bo29b3o$2b3o$109b3o$o$o74b3o29bo$o106bo$79bo
27bo$79bo$45bo33bo$45bo$45bo29b3o2$47b3o2$45bo$45bo$45bo!

[AlbertArmStain]

Failed blinker crawler:

Code: Select all

x = 7, y = 16, rule = B3/S23
3o13$3b3o$4bo$4b3o!

EDIT:
Two more:

Code: Select all

x = 98, y = 12, rule = LifeHistory
A82.A$A.A80.A.A$3A80.3A$2.A82.A2$95.3A4$9.A$9.A$9.A!

[AlbertArmStain]

This one makes two different B’s

Code: Select all

x = 16, y = 16, rule = LifeHistory
14.2A$14.2A11$2A$.2A$2A$A!

[Gustone]

(1-n,43+n)c/199+4n

Code: Select all

x = 9, y = 233, rule = B3/S23
3o$o2bo$o$o3bo$o3bo2bo$o5b2o$bobo2bobo50$2bo$b3o$2obo$3o$3o$3o$b2o51$
2b3o$bo2bo$4bo$o3bo$o3bo$4bo$bobo50$4bo$3b3o$3bob2o$4b3o$4b3o$4b3o$4b
2o51$4b3o$4bo2bo$4bo$4bo3bo$4bo3bo$4bo$5bobo!

In a spaceship like this, all the tracks must be made at the very bottom, and it's possible to make arbitary adjustments to the output. It would also be Life's first non-self-synthesizing SMOS. EDIT: No it won't, i just rediscovered Caterloopillars, but slighty different. Still, it would be nice to see an oblique caterloopillar.
Clean example:

Code: Select all

x = 70, y = 1320, rule = B3/S23
3o$o2bo$o$o3bo$o3bo2bo$o5b2o$bobo2bobo50$2bo$b3o$2obo$3o$3o$3o$b2o9$
45bo$44b3o$43b2obo$43b3o$43b3o$44b2o37$2b3o$bo2bo$4bo$o3bo$o3bo$4bo$bo
bo9$45b3o$44bo2bo$47bo$43bo3bo$47bo$44bobo36$4bo$3b3o$3bob2o$4b3o$4b3o
$4b3o$4b2o9$47bo$46b3o$46bob2o$47b3o$47b3o$47b2o37$4b3o$4bo2bo$4bo$4bo
3bo$4bo3bo$4bo$5bobo9$47b3o$47bo2bo$47bo$47bo3bo$47bo$48bobo36$6bo$5b
3o$4b2obo$4b3o$4b3o$4b3o$5b2o9$49bo$48b3o$47b2obo$47b3o$47b3o$48b2o37$
6b3o$5bo2bo$8bo$4bo3bo$4bo3bo$8bo$5bobo9$49b3o$48bo2bo$51bo$47bo3bo$
51bo$48bobo36$8bo$7b3o$7bob2o$8b3o$8b3o$8b3o$8b2o9$51bo$50b3o$50bob2o$
51b3o$51b3o$51b2o37$8b3o$8bo2bo$8bo$8bo3bo$8bo3bo$8bo$9bobo9$51b3o$51b
o2bo$51bo$51bo3bo$51bo$52bobo36$10bo$9b3o$8b2obo$8b3o$8b3o$8b3o$9b2o9$
53bo$52b3o$51b2obo$51b3o$51b3o$52b2o37$10b3o$9bo2bo$12bo$8bo3bo$8bo3bo
$12bo$9bobo9$53b3o$52bo2bo$55bo$51bo3bo$55bo$52bobo36$12bo$11b3o$11bob
2o$12b3o$12b3o$12b3o$12b2o9$55bo$54b3o$54bob2o$55b3o$55b3o$55b2o37$12b
3o$12bo2bo$12bo$12bo3bo$12bo3bo$12bo$13bobo9$55b3o$55bo2bo$55bo$55bo3b
o$55bo$56bobo36$14bo$13b3o$12b2obo$12b3o$12b3o$12b3o$13b2o9$57bo$56b3o
$55b2obo$55b3o$55b3o$56b2o37$14b3o$13bo2bo$16bo$12bo3bo$12bo3bo$16bo$
13bobo9$57b3o$56bo2bo$59bo$55bo3bo$59bo$56bobo36$16bo$15b3o$15bob2o$
16b3o$16b3o$16b3o$16b2o9$59bo$58b3o$58bob2o$59b3o$59b3o$59b2o37$16b3o$
16bo2bo$16bo$16bo3bo$16bo3bo$16bo$17bobo9$59b3o$59bo2bo$59bo$59bo3bo$
59bo$60bobo36$18bo$17b3o$16b2obo$16b3o$16b3o$16b3o$17b2o9$61bo$60b3o$
59b2obo$59b3o$59b3o$60b2o37$18b3o$17bo2bo$20bo$16bo3bo$16bo3bo$20bo$
17bobo9$61b3o$60bo2bo$63bo$59bo3bo$63bo$60bobo36$20bo$19b3o$19bob2o$
20b3o$20b3o$20b3o$20b2o9$63bo$62b3o$62bob2o$63b3o$63b3o$63b2o37$20b3o$
20bo2bo$20bo$20bo3bo$20bo3bo$20bo$21bobo9$63b3o$63bo2bo$63bo$63bo3bo$
63bo$64bobo36$22bo$21b3o$20b2obo$20b3o$20b3o$20b3o$21b2o9$65bo$64b3o$
63b2obo$63b3o$63b3o$64b2o37$22b3o$21bo2bo$24bo$20bo3bo$20bo3bo$24bo$
21bobo9$65b3o$64bo2bo$67bo$63bo3bo$67bo$64bobo51$67bo$66b3o$66bob2o$
67b3o$67b3o$67b2o!

More reactions but with the WSS going the opposite way:

Code: Select all

x = 8, y = 7, rule = B3/S23
4o$o3bo$o$bo2bo$6bo$6b2o$5bobo!

Code: Select all

x = 7, y = 9, rule = B3/S23
b3o$3bo$2bo2$3b2o$bo4bo$o$o5bo$6o!

This gave me an idea: reinterpreting the HBK reaction as a (21+n,23+n)c/131+4n

Code: Select all

x = 52, y = 47, rule = B3/S23
bo$obo$o2bo$b2obo$3bobo$3bo2bo$4b2o2$17bo$16bobo$16bo2bo$17b2obo$19bob
o$19bo2bo$20b2o9$22bo$21bobo$21bo2bo$22b2obo$24bobo$24bo2bo$25b2o2$27b
3o8bo$27bo9bobo$28bo8bo2bo$38b2obo$40bobo$40bo2bo$41b2o7$50bo$49b2o$
49bobo!

P.S.: Can the standard spaceship be replaced with something else?

Code: Select all

x = 8, y = 25, rule = B3/S23
2o$b2o$2o$o17$4b3o$4bo2bo$4bo$4bo$5bobo!

[FWKnightship]

47c/207 crawler:

Code: Select all

x = 212, y = 406, rule = B3/S23
o$b2o$2o97$53bo$51bobo$52b2o97$103bobo$104b2o$104bo96$156bo$157bo$155b
3o97$207bo$208b2o$207b2o6$210bo$209b2o$209bobo!

At least the glider is reusable:

Code: Select all

x = 303, y = 650, rule = B3/S23
o$b2o$2o97$53bo$51bobo$52b2o97$103bobo$104b2o$104bo96$156bo$157bo$155b
3o97$207bo$208b2o$207b2o97$260bo$258bobo$259b2o23$277b3o$277bo$278bo
21$290b2o$290b2o3$282b2o$282b2o4$301b2o$300bobo$300b2o$269b2o$269b2o
24$254bo$252b2o$253b2o8$290b2o$290b2o3$282b2o$282b2o4$301b2o$300bobo$
300b2o$269b2o$269b2o9$227bo$227b2o$226bobo23$290b2o$290b2o3$282b2o$
282b2o4$301b2o$300bobo$300b2o$269b2o$269b2o!