Spaceships made up of other spaceships (SMOS)

For discussion of other cellular automata.
shuich01
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Re: Spaceships made up of other spaceships (SMOS)

Post by shuich01 » August 7th, 2021, 9:26 am

Found some spaceships that made up of jellyfish:
(4c/47o)

Code: Select all

x = 4, y = 12, rule = B2ci3-kqry6e7e/S02-i3ei4-ejknq5ajnr8
2bo$3bo$obo$bo5$bo$obo$3bo$2bo!
(5c/53o)

Code: Select all

x = 4, y = 13, rule = B2i3-qry4ai5cj6ei/S2-i3ikry4aeijnrw5ajnqy6ce7c
2bo$3bo$obo$bo6$bo$obo$3bo$2bo!
EDIT:
(5c/58o)

Code: Select all

x = 4, y = 14, rule = B2ci3-kqry4qy5ejqr6k/S023iq4-ckqy5-cikq6ac7c8
2bo$3bo$obo$bo7$bo$obo$3bo$2bo!
(9c/85o)

Code: Select all

x = 4, y = 15, rule = B2i3-kr4cnz5e6-k/S23eir4aeijrw5aijkn6aei7e8
2bo$3bo$obo$bo8$bo$obo$3bo$2bo!
Still wandering ...

shuich01
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Re: Spaceships made up of other spaceships (SMOS)

Post by shuich01 » August 11th, 2021, 12:00 am

Some ships made up of slope-11 ships:

Code: Select all

x = 10, y = 25, rule = B3-k4ce6i7c/S2-i3-cy4ceyz5cejk6a8
4b2o$7bo$2b2o4b2o$b2o6bo$3o2b2o2bo$5b2obo14$5b2obo$3o2b2o2bo$b2o6bo$2b
2o4b2o$7bo$4b2o!

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x = 3, y = 24, rule = B3-k6in7c/S2-i3-cey4eyz5cj6a8
3o$2bo$obo$2o17$2o$obo$2bo$3o!
Still wandering ...

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hotcrystal0
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Re: Spaceships made up of other spaceships (SMOS)

Post by hotcrystal0 » January 18th, 2022, 11:09 pm

Does this count?

Code: Select all

x = 7, y = 22, rule = B3-ceky4-cirz5nr6n/S2-ac3-y4eiktz5r
2b2o$bo3bo$o5bo$6bo$b6o4$b6o$6bo$o5bo$bo3bo$2b2o5$2b2o$bo3bo$o5bo$6bo
$b6o!
Edit: One that's made from FWknightships

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x = 3, y = 23, rule = B2ikn3-eq4ejty5-ejr6in8/S2-i3-cny4cjw5en6ek7c
bo$2bo$3o11$bo$2bo$3o5$3o$2bo$bo!

Code: Select all

x = 192, y = 53, rule = B3/S23
33$42b4o$41b6o$40b2ob4o$41b2o3$41b2o$39bo6bo$38bo8bo$38bo8bo$38b9o3$42b
4o$41b6o$40b2ob4o$41b2o!

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hotcrystal0
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Re: Spaceships made up of other spaceships (SMOS)

Post by hotcrystal0 » February 24th, 2022, 11:11 am

This one I found by accident about two weeks ago

Code: Select all

x = 3, y = 9, rule = B2i3-eky4k6c8/S23-a4ciqz5e6i
obo$b2o$bo4$bo$b2o$obo!

Code: Select all

x = 192, y = 53, rule = B3/S23
33$42b4o$41b6o$40b2ob4o$41b2o3$41b2o$39bo6bo$38bo8bo$38bo8bo$38b9o3$42b
4o$41b6o$40b2ob4o$41b2o!

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NimbleRogue
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » April 7th, 2022, 8:22 pm

79c/13756d SMOS. This has 4 separate instances of being a SMOS!

Code: Select all

x = 5, y = 6, rule = B2in3-ekny4ckqtz5ekry6in7c/S2aek3-ace4ceiyz5n6n7
2bo$b3o$bobo$bob2o$2bo$obo!
SMOO, just thought it looked cool.

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x = 355, y = 213, rule = B2in3-cekn4ceikqtz5ry6cn8/S2aek3-ae4ciz5cinr6cn7c
27$234bo2bo$233bo3bo$233bo3bo7b2o41b2o$233b4o8bobo39bobo$235bo11bo15b
2o20bobobo$242bo2b3o15bo21b2o11bo$241bo2bo17b2o22b2o10b2o$243bo51b2o2b
o$294b5obo$293b2obo2bo$298b2o4$296bo$293bob4o$293b2obo$294bo3bo$297bo$
299bo$296b4o$296bo3$26b3o$25bo2bo$28bo$24bo$24b2obo$24bobo$26bo2$27bo$
29b2o$30bo$27bo2bo$28b2obo$30bo!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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Period1GliderGun
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Re: Spaceships made up of other spaceships (SMOS)

Post by Period1GliderGun » April 14th, 2022, 8:50 pm

3c/22 diagonal, based on PondLife's T ship:

Code: Select all

x = 7, y = 8, rule = B3-kq4c5cy6ci/S2-i3-q5acij
3o2$3o$bo2$4bobo$3b2obo$4bobo!
It's OK to abbreviate my username to "P1GG," but never, never, call me "pig."

Code: Select all

x = 36, y = 9, rule = B3/S23
23bobo$21bo3bo$13bo7bo$12b4o4bo4bo8b2o$11b2obobo4bo12b2o$2o8b3obo2bo3b
o3bo$2o9b2obobo6bobo$12b4o$13bo!
[[ STEP 30 ]]

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NimbleRogue
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » April 18th, 2022, 12:03 pm

NimbleRogue wrote:
April 7th, 2022, 8:22 pm
79c/13756d SMOS. This has 4 separate instances of being a SMOS!

Code: Select all

x = 5, y = 6, rule = B2in3-ekny4ckqtz5ekry6in7c/S2aek3-ace4ceiyz5n6n7
2bo$b3o$bobo$bob2o$2bo$obo!
Oh my god, Knighship SMOS in the same rule

Code: Select all

x = 9, y = 10, rule = B2in3-ekny4ckqtz5ekry6in7c/S2aek3-ace4ceiyz5n6n7
b2o$ob2o$b2o3$7bo$7b2o$6bobo$7b2o$7bo!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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NimbleRogue
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » April 21st, 2022, 1:49 am

This 972c/9426o SMOS is made of low slope knigthships that are not in sync

Code: Select all

x = 32, y = 74, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2bo$b3o$2o2bo$o$o2bo$2bo64$30bo$27b3obo$27bo2bo$27b2obo$29bobo!
Last edited by NimbleRogue on April 21st, 2022, 11:18 am, edited 1 time in total.

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

ZackBuildit777
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Re: Spaceships made up of other spaceships (SMOS)

Post by ZackBuildit777 » April 21st, 2022, 8:21 am

NimbleRogue wrote:
April 21st, 2022, 1:49 am
This 972c/9426o SMOS is made of high slope knigthships that are not in sync

Code: Select all

x = 32, y = 74, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2bo$b3o$2o2bo$o$o2bo$2bo64$30bo$27b3obo$27bo2bo$27b2obo$29bobo!
wouldn't that be a very very low slope? higher slopes should be closer to diagonal, lower slopes should be closer to orthogonal
contact me if ya want help in designing any sort of really weird uncommon types of rules that most people don't like/work with, I'd love to help.

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May13
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Re: Spaceships made up of other spaceships (SMOS)

Post by May13 » April 22nd, 2022, 1:25 am

ZackBuildit777 wrote:
April 21st, 2022, 8:21 am
NimbleRogue wrote:
April 21st, 2022, 1:49 am
This 972c/9426o SMOS is made of high slope knigthships that are not in sync

Code: Select all

x = 32, y = 74, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2bo$b3o$2o2bo$o$o2bo$2bo64$30bo$27b3obo$27bo2bo$27b2obo$29bobo!
wouldn't that be a very very low slope? higher slopes should be closer to diagonal, lower slopes should be closer to orthogonal
LifeViewer reports slope 20 for these "knightships". Is slope 20 really very very low???
For example, camelships are closer to orthogonal (slope 3); zebraships are closer to diagonal (slope 3/2). So higher slopes should be closer to orthogonal, lower slopes should be closer to diagonal.
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confocaloid
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Re: Spaceships made up of other spaceships (SMOS)

Post by confocaloid » April 22nd, 2022, 11:15 am

These oblique spaceships are (20,1)c/183:

Code: Select all

x = 4, y = 5, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2bo$b2o$2obo$bobo$2b2o!
LifeWiki defines the slope of a spaceship with displacement (n, m) as the maximum of m and n divided by the minimum of m and n if both are non-zero, zero otherwise. Here the displacement is (20,1) so the slope is indeed 20/1 = 20.

There is also a 6c/12o in the same rule:

Code: Select all

x = 6, y = 5, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2b2o$b2obo$2o2b2o$bo3bo$2b2o!
127:1 B3/S234c User:Confocal/R (isotropic rules, incomplete)
Unlikely events happen.
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ZackBuildit777
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Re: Spaceships made up of other spaceships (SMOS)

Post by ZackBuildit777 » April 22nd, 2022, 1:35 pm

May13 wrote:
April 22nd, 2022, 1:25 am
ZackBuildit777 wrote:
April 21st, 2022, 8:21 am
NimbleRogue wrote:
April 21st, 2022, 1:49 am
This 972c/9426o SMOS is made of high slope knigthships that are not in sync

Code: Select all

x = 32, y = 74, rule = B2k3acijr4ijy5e6c8/S2-ci3-acey4ciqy5aeknr6cin7e8
2bo$b3o$2o2bo$o$o2bo$2bo64$30bo$27b3obo$27bo2bo$27b2obo$29bobo!
wouldn't that be a very very low slope? higher slopes should be closer to diagonal, lower slopes should be closer to orthogonal
LifeViewer reports slope 20 for these "knightships". Is slope 20 really very very low???
For example, camelships are closer to orthogonal (slope 3); zebraships are closer to diagonal (slope 3/2). So higher slopes should be closer to orthogonal, lower slopes should be closer to diagonal.
i was thinking along graphing, since the rule has mirror symmetry, a slope greater than diagonal would simplify to a slope that isnt, via reflecting across the diagonal, and therefore the closer a slope is to orthogonal, the lower the slope is in simplest form. the highest slope that wouldn't be in a simpler form when reflected across the diagonal would be a diagonal slope, so diagonal would be the highest, not lowest.

btw the reason the simplest form of a slope in a circumstance where 90 degree rotations and mirror reflections would always be closer to the x axis than the y has to do with irrational slopes. if the simplest form where above diagonal, than a horizontal line would be simplified to a line with an undefined slope.
contact me if ya want help in designing any sort of really weird uncommon types of rules that most people don't like/work with, I'd love to help.

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NimbleRogue
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » May 3rd, 2022, 11:16 pm

Some cool diagonal SMOS ships

Code: Select all

x = 25, y = 21, rule = B2k3acijr4cijty5k6cn/S2aek3-acey4city5-jqy6ce7e8
7$8b3o$8bobo2$8bo$6bo4b2o$10bobo$9bo2bo$9b3o!

Code: Select all

x = 12, y = 11, rule = B2k3acijr4ijqty5k6cn/S2aek3-acey4eiqty5aeknr6cin
2$4b2o$6bo$3bobo$3b2o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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NimbleRogue
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » May 5th, 2022, 1:27 am

Crazy Knightship SMOS

Code: Select all

x = 177, y = 187, rule = B2k3acijr4ijty6cn/S2aek3-acey4ceiy5aikn6aei7c8
27$101bobo4$81bo$80b3o13bo$80bob2o12bo$96bo$96bo7$74b2o2bo33$76bo$75b
3o$77bo$71b2ob2obo$70bo2b2o$70bo4bo$70b3o4bo$73b2o!
Rule is intresting too

Code: Select all

x = 986, y = 728, rule = B2k3acijr4ijty6cn/S2aek3-acey4ceiy5aikn6aei7c8
66$800bobo4$780bo$779b3o13bo$779bob2o12bo$795bo$795bo3$91bo7bo$90b3o5b
3o$89bo2b2o3b2o2bo$89b2obob3obob2o$90bo2bobobo2bo672b2o2bo$89bobo7bobo
$86b2obo4bobo4bob2o163b3o5b3o15b3o5b3o$86bo2b5o3b5o2bo163bo2bo3bo2bo
15bo2bo3bo2bo$86b3o5bobo5b3o162bo4b3o4bo13bo4b3o4bo$88bo6bo6bo164b2obo
bobobob2o13b2obobobobob2o$268bo4bo4bo15bo4bo4bo$267b2ob2o3b2ob2o13b2ob
2o3b2ob2o141b3o5b3o12b3o5b3o$264b4obobo3bobob4o7b4obobo3bobob4o138bo2b
o3bo2bo12bo2bo3bo2bo$263b2o2b2o9b2o2b2o5b2o2b2o9b2o2b2o136bo11bo10bo
11bo$80b2obo7b2o5b2o7bob2o153bobob4o3b4obobo7bobob4o3b4obobo138b2o2bob
o2b2o12b2o2bobo2b2o$78bob2o27b2obo153bo13bo11bo13bo138b2o2bob3obo2b2o
8b2o2bob3obo2b2o$76bo5bo2bo19bo2bo5bo329b2ob2o3bo3b2ob2o6b2ob2o3bo3b2o
b2o$75bo3b3obobo6bo5bo6bobob3o3bo329bo3bo5bo3bo8bo3bo5bo3bo$75bo3bo2bo
2bo5bo7bo5bo2bo2bo3bo$75b2o2bob2o8bo7bo8b2obo2b2o$77bo7b2o17b2o7bo146b
o12bo25bo12bo$78b3o3b2o2bo13bo2b2o3b3o142bobo3bo12b3o19b3o12bo3bobo$
83b2obobobo3b3o3bobobob2o147b3o57b3o$84b2o6bo5bo6b2o146b2o2b2o3bobo12b
o17bo12bobo3b2o2b2o$90bo4bo4bo151b2o2b2o2b2o7b2o5bob2o13b2obo5b2o7b2o
2b2o2b2o116b3o48b3o$69bo20b2ob2ob2ob2o20bo131b2o3b3o2bo11b2o2bo13bo2b
2o11bo2b3o3b2o115bobo14bo2bo16bo2bo14bobo$66bo4bo19bob2ob2obo19bo4bo
129bo2b2o3b4o9bob3o13b3obo9b4o3b2o2bo115bo2bob2o9b3ob2o16b2ob3o9b2obo
2bo$65bo5b2o18b2o5b2o18b2o5bo130bo4bobobo7bob3obo13bob3obo7bobobo4bo
116b2o17bobo18bobo17b2o$64bo5b2o47b2o5bo130bo3bobobobobobo29bobobobobo
bo3bo118b2ob2o14bo20bo14b2ob2o$64bo3bo53bo3bo134b3o3bo3bobobo10bo10bob
obo3bo3b3o123b3o14bo22bo14b3o$64b3o15bo25bo15b3o141bo3bo2bo21bo2bo3bo$
68bo11b5o21b5o11bo125bo19b3o5bo7b5o7bo5b3o19bo$83b2o21b2o141b2o22bo2b
3o7bo7b3o2bo22b2o116b2ob2o38b2ob2o$85bo19bo144bo18b3o3b3o17b3o3b3o18bo
117bo3bo38bo3bo$81b2ob2o19b2ob2o132b2o3b4o71b4o3b2o$81bo2b2o19b2o2bo
131b2o2bobo77bobo2b2o94b2o72b2o115bo4bo$82b3o21b3o18b3o112b2o16bo51bo
16b2o93b2obo72bob2o112b3o2b3o$83bo23bo19bobo2b2o109bobo13bo53bo13bobo
93bo3bo2bo66bo2bo3bo113bo2bo43bo109bo$125bo3bobo2bo124bo3bo45bo3bo108b
2o2bo2bo68bo2bo2b2o158b4o106b3o$125b2o4bo129bobo45bobo111b2o2bob2o66b
2obo2b2o110bo8bo39bo3bo107bo$125b2o2bo2b2o125b3o2bo43bo2b3o110bobo74bo
bo161bo2bo101b2ob2obo$75bobo35bobo12b2ob2o126bo53bo126bo46bo177b3o101b
o2b2o$128bo2bo128bo2bo45bo2bo125bobob2o40b2obobo279bo4bo$55bo7bobo7b2o
bo37bob2o142b3o47b3o125bobo46bobo279b3o4bo$53b2o8b2o6b2ob2o39b2ob2o
325b2o34b2o289b2o$52bob2o6b3o6bo3bo6bo25bo6bo3bo322b2o2bo34bo2b2o$51b
2ob2obo6bo6bo35bobo9bo120bo91bo109b2ob2o34b2ob2o$52b2o2bo3bob2o8bo35bo
9bo324b2o38b2o$53b3o3b2obo12bo6bobo21b3o6bo122b2ob2o87b2ob2o$59b2obo
20b2o$61bo22bobo$61bo19bo3b2o52b3o$81b3obo52b2obob2o$83b2o53b2obo2bo$
61bo40bo21bo13b7o2bo$71bo2b2o5b3o30b2obo7b2o12bo6b3o$72b3obo3b2o2bo17b
2ob2o7bo2bo8bo14b2o2b2o2bo$72b2o2bo4bo2b2o13b3o12bo9b3o15bo6b2o$74bobo
5b3o13b2o2b2o12b3o5bo16bo2b2ob3o$74b2o7bo15bo2bo13b3o20bo2bo2b2obo$72b
obo25b2o36b2obo2bo$70bo2bo65b2o$70bo2bo196b2o2bo23bo2b2o$71bo198bo2bo
2bo19bo2bo2bo$42b2o33b3o190b3o3bo19bo3b3o$43b2o32bo2bo191bobo23bobo$
42b2o34bo194bo2b2o17b2o2bo$45b2o61b2o162b2obo21bob2o$42b5o26bo4bo28bob
o163b3o21b3o122bo82bo$44bo3bo5bo15bobo6bob3o22b2o2bo163bo23bo122b3o80b
3o$42b2obo8b2obo12bob2obo2b2obo25bobo110b3o127b3o67bo2b2o78b2o2bo$42b
2obo9bo5bobo9bobo3bo14b2o10bo2bo112bo127bo71bobo78bobo$44bo12bo3bo11b
2o4bo12bo2bo12bobob2o106b2o129b2o67bo86bo$55b4o5bo8b2o3bo14b2o15bobo
107bo47bobo31bobo47bo70b3o76b3o$57b2obob4o24bo18bo3bo107bo44bo3b2o29b
2o3bo44bo68bo86bo$60bobo2bo25bo11bo5b3o108bo4bo40bo39bo40bo4bo68bo2b2o
76b2o2bo$61bo2bobo11bobo8bobo9bo2bo4b2o112bo15b3o23bo2b3o31b3o2bo23b3o
15bo69bo88bo$61b2o2b2o11bobo8b2o10bo121bo15bobo22b2obobo3b3o21b3o3bobo
b2o22bobo15bo$65bo12b3o140bo17bobo23b3o4bobo23bobo4b3o23bobo17bo$65bo
3b2o167b3o25bo5b4obo17bob4o5bo25b3o$66b4o206b2o17b2o$68bo50b3o153b3o
17b3o$119bobo$119bo$73bo43b2obo$71bo46bo8bo$69b4o44bob3obo2bo$72b2o43b
5o3bo3bo$68bob3o44bo7bo2bo155b2ob2o$68b2o2bo53b3o155b5o$69b3o35bo173b
2o2bobo2b2o$70bo36b2o171bobo2bobo2bobo$105bo2bo175b5o$105bo2bo171bobob
2ob2obobo$105bo2bo172bobo5bobo$105bobo174bo7bo$105b3o9b3obo$118b3obo
297bo86bo$121b2o297bo86bo7$107bo14b2o$105bobo$105b2o9b4o$102b2o2bo9bob
o$103b3o10b3o$104bo21$95b3o$95bobo$96b3o$93b3o$93b2obobo$93b2o$98bo$
79b2o13b2o3bo$80bobo6b3o4bob2o$77bo10b2o4b2ob2o$76bobo10b3o4b2o$59b2o
2b2o25bo$59bo5bobo$66b3o$60bo2bobo2b2o$61b2o5bo$64b4o$66bo23bo$88b3o$
88b2o$62b3o24b5o$61bo2bo28bo$61bo3bo24b2o$61bo3bo3b4o16bo24bo$89bo2bo
21bo$57b2o2b2o2bobo22b2o22bo$56bob2obo6bo$56bo7b2o2bo31b2o4b3obob2o$
56b3ob2o3bobo34b7ob2obo5bo$61bo3bo34b2o2b2o2bobobob2o5bo$66bo33b3o6bob
5o5bo$61bo38bobo10bo$102b2o16bobo$119bo2b3o$104b3o11bo4bo$104bo14b3o$
121b2o2$119b3o$119bo2bo$119bo2bo$120b3o11$98b2o$98b2o$98b2o$98b2o6$90b
2o12b3o$89bob2o10bo2bo$90b2o11b2o2bo$83bo6bo15b2o$83bo20bo$82bo23bo$
104b3o$97b2o$78b2ob2o13bobobobo9b2o$78bo3bo13bo5bo6b2obob2o$77b2obob2o
12b2obob2o6bo5bo$78bo2b2o15b2o9bobobobo$79bo2bo30b2o$79b3o23b3o$105bo$
107bo$104b2o$104bo2b2o$105bo2bo$105b3o8$113b2o$112bobo$111b2obo$112b2o
$113bo11$68b2o$57b3o4b2o$55b2o4bo2bo5bo$55bo4bobo8bo$55bo2b4obo2b2obo$
56b3o2bob2o3bo2b2o$68b2obo$69bo3$114bobo$114bobo$117b2o$114b2o2b2o$
112bo4b2o$112bob4o4$98bo$97b3o$96b2o2bo$97bo2b2o$98b3o2$97b2o$96bob3o$
95b2o3bo$95bobo$97b2o$97bobo6bo$109bo$110bo$99bo6bo3bo$106b2ob2o$105bo
b2o2$104bobo14$148bo$148bo$113b3o32bo$58bo54bobo32bo$57b3o53bobo34bo$
114bob3o32bo$56b2o2bo54b4o32bo4b2o$55b3obo52bo2b2o17bo15bo2bobob2o$56b
o2b2o51bo2bo17b3o14bobobo$58bo56bo16bo2bo$56bob2o36bo19bo14bo2b2o$59bo
35b2o13b2o3b2o15bobo$52b2o5bo33b2o15b2obo2b2o13bob2o18bob2o$49b2ob2o3b
o35bobo16bob2obo14bo20b3o$49bo5bo37b2o4b2o12b3ob2o35bo$49b2o3b2o2bo39b
o2bo12b4o$51bo2bo3b2o37bob2o15bo$51b3o42bobob2o$97b3obo15bob2o$97bobo
17bob2o$98bo19b5o$114bo3bobo$117b3o$115b4o$116bo3$68b3o$86bo$86bo3b2o$
84b3o3b2o$90bo$83b2o2b2o$84b2obo$71b2o12b4o$86b2o18b2o$71bo34bobo$68bo
bo37bo$69bo2b2o30b4o$70bo2bo30bo2bo$70b3o32b2o$96b2o$95b2o$95bobo6bo$
93b3o7b3o$94b4ob2ob2obo$94bo2b4o5b2o$96bo6bo3b2o$92bob2obo9bo$92bo2bo
7bo$67b4o23b2o8bo$66b2obobo20bo$65b2obo23bobo$66b2o2b3o19b3o2$70b2o4$
65bo$66bob2o$65bo3bo$66b4o$65b3o$67b2obo$65b2o2b2o$50bo$49bob2o13b3o$
48bob2o$47bo$48bobo$49b2o3$61bo$60b4o$54bo3bo3b2o2bo68b2obo$53bo3bo4b
2o70bo2bo$52bobo2b2ob2o50bo19b2obo2b2o$51b2o9bo7b2o39b3o18bo2b5o$52b2o
3bo4bo4bo2b2o38b2o2bo17bo2b3obo9bo$53bo3bo4bo2bo3b3o38b6o17b2o4b2o7b3o
$55b2o5b3o4b2o38b2o2bobo21bobo7bo2bo$73b2o11b2o22bo26bo8bobo$71bobo10b
o2b2o21bo2b3obo$69b2obo11bob2o25b2o2bo30bo$71bo14bo25b2o2b2o31bo$112bo
4bobo27bo$118b2o23b3o4bo$112b2o4b2o22b3obo2bobo$113b2o3bo22b2o3bo2bo2b
2o$112bo2bobo24b3o2bo2b2ob2o$111b5ob2o24b2o6b3o$150bo$113bo3b2o28bo2b
2o$112bo7b2o27bo$114b2o4bob2o23b3o$115b2o3bo2bo24bo$114bo2b3ob3o$117bo
2bo$118bobo$118b3o14$92bo$91b3o$90b2o2bo$90bo3bo$90bob2o$90b2o13$92b3o
$92bobo$91b2o$94bo57b3o$87b3o3bo58bobo$86b2ob3o59b2o27b2o$85b2ob2o64bo
bo20b4ob2o$86b2o2bob3o56bo25b2obobobo$88bo3bo60bo2bo19b2o2bo3b2o$153bo
bo26b3o$152bo26b3o$83b2o18bo32b4o13bo28bo$83b3o17b2o30b2o2bo41bo$83b2o
15bo3bo29b2o2bo14bo$99b2o2bo31bob3obo8bo2bo$98b2o3bo33bo3bo8b2o$99b3ob
2o37bo$62bobo35b3obo$62bob2o11bo2bo18bo4bo$63bobo13b2o16b2o2bo40b2o$
96bo2bob2o37b2o$96bo2bo2bo$96b3o39b2o$139bo2$139bo$60bo$58b3o$57bobo
99bo2bo$57b2o103bo$158b2o2bo$160bo24$103b3o$102b2o$102bobo$101b2o$102b
2o$102b2ob3o$105b2o$105b2o$100b2o$101b3o3bo$110b2o$110bo2bo$110bo2bo$
111b3o6$110bo$108bobo$107b2o4b2o$107bobo4bo$107b2o3b3o$92b2o16bo$91b4o
9b2o2bo5b3o$90bo2bo12bo4b2o$95bo7b2obo5bo2bo$93bo9b3o6b3o$93bo$89b3obo
$91bobo$91bo4$74b3o$73b2ob2o$73bobobo$74b3o27$97b3o$96bo2bo$96bo3bo$
95b2o3b2o$97bob3o$99bo$101bo2$90bo9bo$88b3o13bob2o$87bo3bo10bo3b3o$87b
o17b2o2b2o$87b2o2b2o17bo$89b3o3bo10bo3bo$90b2obo13b3o$97bo9bo2$96bo$
98bo$96b3obo$96b2o3b2o$97bo3bo$98bo2bo$98b3o!
High Period SMOS

Code: Select all

x = 120, y = 104, rule = B2k3acijr4ijy5k6c/S2-ci3-acey4ceiqty5aeikn6c78
18$96bobo$96b4o$95bo3b2o$94bo2bobo$97bo$93bo2b2o24$34b3o$34bobo$36b2o$
35b2o$34b2o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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breaker's glider gun
Posts: 670
Joined: May 23rd, 2021, 10:26 am
Location: the inside of a stuffed anaconda or maybe [click to not expand]

Re: Spaceships made up of other spaceships (SMOS)

Post by breaker's glider gun » May 17th, 2022, 12:50 pm

I want an SMOCG (Spaceship Made Of Counterfeit Gliders)
:?: :?: . . . :!:
Give me a suggestion of something to draw here!

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LaundryPizza03
Posts: 2295
Joined: December 15th, 2017, 12:05 am
Location: Unidentified location "https://en.wikipedia.org/wiki/Texas"

Re: Spaceships made up of other spaceships (SMOS)

Post by LaundryPizza03 » May 17th, 2022, 1:01 pm

breaker's glider gun wrote:
May 17th, 2022, 12:50 pm
I want an SMOCG (Spaceship Made Of Counterfeit Gliders)
c/2o Alpha-glider, 3c/54o:

Code: Select all

x = 3, y = 11, rule = B2c3aiy4aceikny5c6in8/S1e2cek3-cky4nqrt5acjkr6ak7e
bo$2bo$3o6$3o$2bo$bo!
c/4d Beta-glider, 12c/36o:

Code: Select all

x = 3, y = 10, rule = B2ei3-jkqy4ajkn5iqy6k7c8/S1c23ijqr4aeijtz5ejkny6cen
obo$b2o$bo5$bo$b2o$obo!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
LaundryPizza03 at Wikipedia

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NimbleRogue
Posts: 524
Joined: January 11th, 2021, 11:48 pm

Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » May 30th, 2022, 11:08 pm

This rule has a SMOS

Code: Select all

x = 32, y = 22, rule = B3aeijr4z5er/S2-i3-ay4einrtz5acj6ac78
4$8b3o$10bo$7bob2o$7b2o2$13b3o$13bobo$12bo2bo$12b2o!
A SMOOASL(spaceship made of oscilators and still lifes)

Code: Select all

x = 24, y = 18, rule = B3aeijr4z5er/S2-i3-ay4einrtz5acj6ac78
4$16b3o$15b2ob3o$16bo3bo$17bo2bo$17b3o6$11bo!
A SMOOAS(Spaceship made of oscillators and spaceships)

Code: Select all

x = 31, y = 29, rule = B3aeijr4z5er/S2-i3-ay4einrtz5acj6ac78
8$20bo2bo13$19bo$15b2obo$15bo2bo$16b3o!
And a Gun

Code: Select all

x = 26, y = 16, rule = B3aeijr4z5er/S2-i3-ay4einrtz5acj6ac78
16b2o$15b2ob2o$3bobo8b2ob3o$2b2o11b2o$3bo!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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LaundryPizza03
Posts: 2295
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Re: Spaceships made up of other spaceships (SMOS)

Post by LaundryPizza03 » July 13th, 2022, 10:38 pm

4c/158o SMOS of antiparallel 7c/50o ships which travels in the perpendicular direction.

Code: Select all

x = 16, y = 5, rule = B3-y4t5y6ci7e8/S23-n4ct5r6c
bo$2o$bo8b2o2b2o$10bobo2bo$10b2o2b2o!

Code: Select all

x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!
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NimbleRogue
Posts: 524
Joined: January 11th, 2021, 11:48 pm

Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » July 17th, 2022, 2:34 am

Sweet and simple SMOS

Code: Select all

x = 3, y = 4, rule = B3aeijr4jkz5ekr6in8/S2-i3-ak4einrtz5aejkn6cen7c
2bo$3o$o$3o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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confocaloid
Posts: 2723
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Re: Spaceships made up of other spaceships (SMOS)

Post by confocaloid » July 17th, 2022, 1:07 pm

NimbleRogue wrote:
July 17th, 2022, 2:34 am
Sweet and simple SMOS

Code: Select all

x = 3, y = 4, rule = B3aeijr4jkz5ekr6in8/S2-i3-ak4einrtz5aejkn6cen7c
2bo$3o$o$3o!
p292 double-barrelled 17c/87d SMOSMOS gun:

Code: Select all

x = 251, y = 394, rule = B3aeijr4jkz5ekr6in8/S2-i3-ak4einrtz5aejkn6cen7c
13bo$12bobo$13bo8$9bo$8bobo$9bo3$16b3o$16bobo$16bob2o$15bo2bo$7bo9b2o$
6bobo7bobo$7bo10bo$16b2o154bo$4bo162bo3bobo$3bobo4b3o159bo$4bo5bobo
154bo8bo$9bo2bo153b3o6bobo$9bobo164bo$9b3o8$14bo147b3o$15bo62bo84bo$
15bo62b2obo$13b2obo61bo84bo$18bo4bo$13b3obo5b2o47bo$19b2o3b2o44b3o$14b
2o2b2o3b2o45bo$14b2o2b2ob2o47b3o$16bo3b2o50bo$17b4o75$153bo$152b3o$
152bobo$152bobo9$158bo$157b3o$157b3o18$18b3o$18b3o$19bo$22b2ob2o$23bob
o$23b3o$24bo4$9bo$8bo$9b2o$9b2obo$11bo3$39bo$39bob2o$42bo$39bob2o$39bo
2$26bo$23bob2o$26bo6$144bo$141b2ob3o$141bo$142bo2bo$bo140b3o$obo$bo
171bo$5bo166bobo$4bobo166bo$5bo$170bo$169bobo$170bo20$224bo$223bobo$
224bo$59bo$58bobo166bo$59bo166bobo$55bo171bo$54bobo$55bo$224bo$224b2ob
o$224bo2$214bo$211bob2o$214bo3$115b2o$115b3o$115b2o3$126b3o$128b2o$
126b3o5$248bo$65bo181b3o$63bobo181b3o$62bo2b2o$62bo$62b2obo$64b2o60$
212bo2$212bo$211b3o6$205b2ob2o$206bobo$206b3o28$77b3o$77bobo2$76b2ob2o
13$72b3o19bo$73bo18b3o113bo$91b2o114b3o$73bo18b3o112bob2o$94bo111bo$
205b2o$96b2o106b2o2bo$95b3o106bob3o24bo$96b2o106bob2o2bo18b7o$204bo4bo
18bo2bo3bo$205bo5bo16bobo2b3o$206b2obo2b2o18bo$206b2obobo2bo34bo$209bo
bo36bobo$84bo139b3o22bo$83bo138b2o2bo$84b2o136bo2b2o12bo$84b2obo134b3o
13bobo$86bo143bo8bo$229bobo$58bo171bo$57bobo166bo$58bo166bobo$226bo$
61bo$60bobo$61bo!
#C [[ THEME LifeHistory ]]
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FWKnightship
Posts: 1464
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Re: Spaceships made up of other spaceships (SMOS)

Post by FWKnightship » September 30th, 2022, 2:42 am

C/8 SMOS:

Code: Select all

x = 3, y = 6, rule = B2eik3eikny4ent/S1e2ac3a4t5i7e
obo$bo3$3o$bo!
SMOSMOS made up of it:

Code: Select all

#C c/79d
x = 11, y = 11, rule = B2eik3-aj4ejnqty5cjkqr6ae7e8/S1e2ack3-eijn4ikntwyz5eijq6ik7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/40d
x = 11, y = 11, rule = B2eik3eikny4einrt5acqy6-ik7c/S1e2-ik3ackq4eknqtwz5aiqr6kn7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/70d
x = 11, y = 11, rule = B2eik3-acjq4-ackrw5ck6ac/S1e2-ik3acy4ijqtwyz5acik6en7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/91d
x = 11, y = 11, rule = B2eik3-ajqr4ejkntz5aejkr6ek7/S1e2acn3ary4ejktwyz5cijr6e7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/47d
x = 11, y = 11, rule = B2eik3-ajr4eknrtwz5cjqy6kn7c/S1e2ack3acr4cejktw5acik7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/33d
x = 11, y = 11, rule = B2eik3-a4eknt/S1e2-ei3ay4tw5ik7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/90d
x = 11, y = 11, rule = B2eik3-ajq4-acrwz5ajy6c7/S1e2ack3acqry4eintwz5-ekny6ei7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/41d
x = 11, y = 11, rule = B2eik3-acqr4enrt7c/S1e2ac3acy4knt5ik7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/75d
x = 11, y = 11, rule = B2eik3-acqr4ejkntyz5acjy6ckn/S1e2-ik3akqr4ceqtwyz5iqr6k7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/93d
x = 11, y = 11, rule = B2eik3eikny4eiknrtw5ajqr6aek7e/S1e2acn3acr4eijktw5-cnry6n7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 3c/44d
x = 11, y = 11, rule = B2eik3-ajr4einqt5aqr6ci/S1e2-i3acqr4jnqtw5i7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/67d
x = 11, y = 11, rule = B2eik3-acjr4ejknrtz5aej6n7c/S1e2ac3-einy4-acrz5iqr6ek7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/178d
x = 11, y = 11, rule = B2eik3-acjr4-ajkqw5ajr6aci7c8/S1e2-ik3aqry4etwyz5ikq6ekn7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/39d
x = 11, y = 11, rule = B2eik3-ar4einqty5acjy6acn/S1e2ac3acjqy4kqtw5ikq7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/71d
x = 11, y = 11, rule = B2eik3-ajq4eijnqtz5aq7e/S1e2-in3aqr4citwyz5ikqr7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/31d
x = 11, y = 11, rule = B2eik3-ajr4ejknrtw5aj6a/S1e2acn3acjk4tw5cikr7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/101d
x = 11, y = 11, rule = B2eik3eikny4centwyz5aekr6cen78/S1e2ace3akqry4centy5ceikr7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 2c/31d
x = 11, y = 11, rule = B2eik3-acqr4einrt6-in/S1e2ac3acjk4jkntw5ceiky7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/35d
x = 11, y = 11, rule = B2eik3eikny4ejnqt5a/S1e2-ei3ac4tw5ir7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C 3c/52d
x = 11, y = 11, rule = B2eik3-acj4-acjk5cjkqr6cn8/S1e2acn3ackqr4cjknqty5-jny6k7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/33d
x = 11, y = 11, rule = B2eik3-a4eknt/S1e2-ei3ay4tw5ik7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/75d
x = 11, y = 11, rule = B2eik3eikny4eijnty5ajr6-ik7c/S1e2-i3acqry4eiqtwy5ai6ekn7
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/50d
x = 11, y = 11, rule = B2eik3-ac4enrtw5q6c/S1e2-i3acjqr4ent5cijky6k7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/38d
x = 11, y = 11, rule = B2eik3-acr4eknty6c7c/S1e2-in3ac4-aceir5iry6n7e
bo3bo$2o2bo$bo3bo3$8bobo$9bo3$8b3o$9bo!

Code: Select all

#C c/33
x = 11, y = 5, rule = B2eik3-acjr4eiknrtz5e6ai7c/S1e2ace3ajr4tw5eir7e
9bo$bo3bo3b2o$2o2bo4b2o$bo3bo3b2o$9bo!

Code: Select all

#C c/54
x = 11, y = 5, rule = B2-ac3-acq4-ajkrw5ceqr6ce7c/S1e2ac3akqry4ciktwyz5-anqy6ek7e
9bo$bo3bo3b2o$2o2bo4b2o$bo3bo3b2o$9bo!

Code: Select all

#C 5c/80
x = 11, y = 5, rule = B2eik3-acjr4enrtyz5aeky6-ck/S1e2acn3acjkr4ijty5aei6eik7
9bo$bo3bo3b2o$2o2bo4b2o$bo3bo3b2o$9bo!

Code: Select all

#C c/32
x = 11, y = 5, rule = B2-ac3-ajr4cenrty5acej6i7c/S1e2ac3acqy4ijtwy5eijqy6k7e
9bo$bo3bo3b2o$2o2bo4b2o$bo3bo3b2o$9bo!

Code: Select all

#C c/35
x = 11, y = 5, rule = B2eik3-acjq4ejnrt5ae6ik7e/S1e2-i3acky4-aeqrz5ijq7e
9bo$bo3bo3b2o$2o2bo4b2o$bo3bo3b2o$9bo!
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
AttributeError: 'FWKnightship' object has no attribute 'signature'

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FWKnightship
Posts: 1464
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Re: Spaceships made up of other spaceships (SMOS)

Post by FWKnightship » October 20th, 2022, 12:56 am

SMOS in a rule with a small splitter(the same as the one in Dotstellations):

Code: Select all

#C the SMOS is 4c/26d
x = 7, y = 26, rule = B2-ae3aqry4-at5-ky6-i7/S02-kn3eknq4aeijntz5k6c7c
2o$o$2o3$4bobo$4b3o9$2bo9$bobo$b3o!
EDIT:More:

Code: Select all

#C 4c/34d
x = 21, y = 15, rule = B2-ae3-eijn4-art5-y6-i7/S01c2-kn3-acij4-cjqrw5ejknr6-a7c
14b2o$14bo$14b2o3$18bobo$18b3o3$bo4$obo$3o!

Code: Select all

#C c/25d
x = 7, y = 21, rule = B2-ae3akqr4ceikqrw5aikr6c7c/S02-k3ekq4aeitz6ck
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C 3c/31d
x = 7, y = 21, rule = B2-ae3aqr4-aitwy5cijkr6ckn7/S02-k3ekq4aeijknt5r6ci
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C 2c/35d
x = 7, y = 21, rule = B2-ae3akqr4ceinry5cikr7/S02-k3ekqr4aeity5c6c
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C 3c/16d
x = 7, y = 21, rule = B2-ae3-eijn4-anqtw5-ey6cek7e/S02-kn3cekq4aeit5cj6c
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C c/22d
x = 7, y = 21, rule = B2cik3-eijn4-at5-ceky6ekn7/S02-kn3ekq4aeirt5r6c
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C 4c/60d
x = 7, y = 21, rule = B2cik3aq4-antyz5-akqy6ace/S01c2-n3-aij4-cjqw5-aiqy6-a7c
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!

Code: Select all

#C 3c/15d
x = 7, y = 21, rule = B2cik3akq4cejqrw5ciq6a7c/S02-kn3eknq4aeijrt5ckr6cin7c
2o$o$2o3$4bobo$4b3o9$2bo4$bobo$b3o!
EDIT2:Different splitter:

Code: Select all

#C 4c/28d
x = 7, y = 20, rule = B2ein3cijn4cnrtyz5-ijry6i/S1c2-ai3ackny4acnqwy5c6kn7c
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 6c/28d
x = 7, y = 20, rule = B2ein3cijn4jnrty5cnqr6ik/S1c2cek3acny4anwy5cq6kn7c
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 2c/29d
x = 7, y = 20, rule = B2ein3cijn4nqrwyz5acknq6ei/S1c2cek3acn4anqy5ac6kn7e
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 11c/78d
x = 7, y = 20, rule = B2ein3cijn4cnrtyz5acknq6kn/S1c2cek3ackn4aejnqty5cek6eik78
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 3c/47d
x = 7, y = 20, rule = B2ein3cijn4cnqrty5cnq6n/S1c2cek3ackn4ajnqty5ce6eik7c8
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 8c/124d
x = 7, y = 20, rule = B2ein3cijn4nry5cnq/S1c2cek3acny4-ikrtz5acnq6-ac7e8
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 4c/27d
x = 7, y = 20, rule = B2ein3cijn4jnrty5cenqr6ek/S1c2cek3acny4ajny5cenq6kn
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 4c/64d
x = 7, y = 20, rule = B2ein3cijn4jnrwy5acnqr6cek7e/S1c2cek3acn4anqy5ac6k7c
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!

Code: Select all

#C 3c/92d
x = 7, y = 20, rule = B2ein3cijn4nry5cnqr/S1c2cek3ackn4aejnqty5ce6ikn78
2b2o$2b2o3$3bo$2bobo8$6bo$5bo$6bo3$bo$obo!

Code: Select all

#C 4c/39d
x = 7, y = 20, rule = B2ein3cijn4cjnrwyz5cnqr7e/S1c2cek3ackn4aejnqwy5c6k7e8
2b2o$2b2o3$3bo$2bobo8$4bobo$5bo3$o$bo$o!
Traceback (most recent call last):
File "<stdin>", line 1, in <module>
AttributeError: 'FWKnightship' object has no attribute 'signature'

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NimbleRogue
Posts: 524
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Re: Spaceships made up of other spaceships (SMOS)

Post by NimbleRogue » January 21st, 2023, 4:01 am

SMOS, where the spaceships start out super far apart

Code: Select all

x = 4, y = 8, rule = B2en3ij4ae5e7e8/S1c2cek3-a4aciqw5eky6e7c
2o$obo$bobo$2b2o$2b2o$bobo$obo$2o!

Code: Select all

x = 4, y = 3, rule = B3-cnqy4e5kr6n7c/S2-i3-ay4einrtyz5cejn6cin78
bo$3o$ob2o!

Code: Select all

#14c/85265o
x = 10, y = 4, rule = B2-an3-iqy4iknrtz5aijqy6aei78/S02ck3nqy4eiqrtwy5-ekq6-i78
2bo4bo$3b4o$ob6obo$2b6o!

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confocaloid
Posts: 2723
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Re: Spaceships made up of other spaceships (SMOS)

Post by confocaloid » January 21st, 2023, 5:08 am

NimbleRogue wrote:
January 21st, 2023, 4:01 am
SMOS, where the spaceships start out super far apart

Code: Select all

x = 4, y = 8, rule = B2en3ij4ae5e7e8/S1c2cek3-a4aciqw5eky6e7c
2o$obo$bobo$2b2o$2b2o$bobo$obo$2o!
Natural 8c/110o and natural linear growths in the same rule:

Code: Select all

#C [[ ZOOM 6 TRACK -8/110 0/110 ]]
x = 27, y = 44, rule = B2en3ij4ae5e7e8/S1c2cek3-a4aciqw5eky6e7c
b3o$bo$2o$2o2bo$2o$2o5bobo$b2o5b2ob2o$bobo8b2o$2bo8b2o$10bobo8$20b2o$20b2o$
20b2o$15bo2bo4bo$14bo4b2o2b3o$17bo5bobo$15b3o7b2o$17b3o5bo$19b2o2b2o$21b2o11$
8b3o$8bobo$8b2obo$8bo2bo$9bo3bo$10b4o$12b2o!

Code: Select all

x = 86, y = 16, rule = B2en3ij4ae5e7e8/S1c2cek3-a4aciqw5eky6e7c
3o6bo2b4o25b2o3bo5bobo15bo5bobo5bo$3b7obobobo28b2ob4o3bo15bo2bo4b2o2bo
bo$b2obob2o4b3o26bo2b2obobob3obo14b2ob9ob3o$6b3o2bob3o26bo4b2obobobo
15b2o2bobo2bo2b2obo$ob4obo3b2obo26b3o8b2obo14b2obob7obo$4o2bo2b4o2bo
24bobob5o3bo2bo15bo3b3o3b4o$4ob2o3bob4o26b2obo2bo2bo2b2o15bobob4o2b5o$
2o2bob3o4b2o26bobo2b3o2b3obo15bobo3bo6b2o$5obo2b2ob2obo24bo2bob4o4b2o
18b4ob2ob2ob2o$3obo2bobo2b4o25b6ob3o2bo16b2obo2bo2b3o3bo$4o3b2obo4bo
26bobo2b2obobobo17b2o3bob3o$3o2b6ob2o27bo3b2obo21b2ob2obo3bo3bo$ob2o4b
ob2obo26b2ob3o3b3ob2o17b2ob2o3b2obo$ob4ob4ob3o27b5o6bo16bob4obobobo2bo
$o4bo4b3o28b3o4bob4obo14bobob4o2b3obo$obo2bob3obob2o25b7o2bobobobo15b
2obob2obo3b3o!
127:1 B3/S234c User:Confocal/R (isotropic rules, incomplete)
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Re: Spaceships made up of other spaceships (SMOS)

Post by GUYTU6J » January 22nd, 2023, 1:23 pm

Happy Chinese New Year!

Recently B35e/S2-i36c (three transitions from Life) has been investigated in which four 2c/5 orthogonal spaceships constitute a p64 oscillator, removing one of which shifts the OMOS by four cells orthogonally.

Coincidentally, in a rule three transitions from Harvest Moon, four c/4 diagonal gliders constitute a p66 oscillator, removing one of which shifts the OMOS by three cells diagonally.

Code: Select all

x = 19, y = 19, rule = B3-ckq5y/S2-ci3-aek4ci5c
11bo$11bobo$11b2o3$17bo$16bo$16b3o4$3o$2bo$bo3$6b2o$5bobo$7bo!
I adjusted the rule for my taste, and decided to use the following one with 1,2-fold 14-cell p80 and 1,2,4-fold 9-cell p224 RROs. A period-108 glider gun can be made with the p66 and three ships, and a Heisenburp G-to-3G is easy to find.

Code: Select all

x = 128, y = 34, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
40bo27b4o25b2o$38b2o27b2o2bo24bobo25b3o$37bo2bo25b2o2bo25bo27bo2bo$37b
o29bo2bo25b2obo23bo2b2o$6bo29bobo29b2o28bo25bo$7b2o$6bo2bo34bobo$9bo
35bo$8bobo31bo2bo$43b2o$obo39bo28b2o$bo68bo2bo$bo2bo13b2o50bo2b2o$2b2o
13bobo49bo2b2o$4bo12b2o50b4o6$52bo$53b2o$37b2o13b2o$36bobo21b2o$36b2o
22bobo$61b2o$46bobo$47bo$37b2o8bo2bo47bo25bo$37bobo8b2o45b2o2bo23bob2o
$38b2o10bo44bo2bo27bo$14b2o80b3o25bobo$13b2o109b2o$15bo!
Now back to topic. As the displacement of OMOS upon impact is six half-diagonals (6hd), put a candidate input glider 3hd away from a selected output glider like this:

Code: Select all

x = 33, y = 25, rule = B3-ckq4ck5y/S2-ci3-aek4i6kHistory
2.A$A.A$.2A$3.D$4.D$5.D$6.D14.A$7.D11.A.A$8.D11.2A$9.D$10.D$11.D3.A4.
D$12.D3.A4.D$13.D3A5.D$14.D2.D5.D$15.D2.D5.D$16.D2.D5.D$17.D2.D5.D3.
3A$18.D2.D5.D2.A$19.D2.D8.A$20.D2.D$21.D2.D$22.D2.2A$23.D.A.A$25.A!
Try running the pattern for multiples of 4 ticks and pasting the same arrangement mirrored diagonally, and collect working spaceships. The result is a group of 3c/(186+66n) diagonal SMOS with four subgroups determined by n mod 4:

Code: Select all

x = 409, y = 613, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
7bo59bo$5bobo57bobo$6b2o58b2o3$bo59bo$2bo59bo$3o57b3o4$16b3o57b3o$16bo
59bo$17bo59bo3$11b2o58b2o$11bobo57bobo$11bo59bo4$32bo$30b2o$31b2o59bo$
90b2o$27bo61bo2bo$27b2o60bo$26bobo7bobo49bobo$36b2o$22b3o12bo44b3o11bo
bo$22bo59bo14bo$23bo8b2o49bo10bo2bo$33b2o60b2o$32bo61bo16$7bo59bo$5bob
o57bobo$6b2o58b2o3$bo59bo$2bo59bo$3o57b3o4$16b3o57b3o$16bo59bo$17bo59b
o3$11b2o58b2o$11bobo57bobo$11bo59bo8$37bo$35bobo$36b2o2$22b3o57b3o$22b
o8bo50bo$23bo8bo50bo19bo$30b3o68bobo$102b2o$44b3o57b3o$44bo59bo$45bo
51bo7bo$98bo$96b3o$39b2o58b2o$39bobo57bobo$39bo59bo18$7bo69bo69bo69bo$
5bobo67bobo67bobo67bobo$6b2o68b2o68b2o68b2o3$bo69bo69bo69bo$2bo69bo69b
o69bo$3o67b3o67b3o67b3o4$16b3o67b3o67b3o67b3o$16bo69bo69bo69bo$17bo69b
o69bo69bo3$11b2o68b2o68b2o68b2o$11bobo67bobo67bobo67bobo$11bo69bo69bo
69bo12$22b3o67b3o67b3o67b3o$22bo69bo69bo69bo$23bo69bo69bo69bo2$47bobo$
47b2o$48bo2$117bobo$54bo62b2o$52b2o64bo68bobo$53b2o132b2o68b3o$188bo
70bo$38b2o72b2o10bo59b2o69bo3bo$39b2o72b2o7b2o61b2o68bo$38bo73bo10b2o
59bo9bo60b3o$192b2o$193b2o68b3o$44bo73bo71bo74bo$44b2o72b2o70b2o69bo3b
o$43bobo71bobo69bobo69bo$261b3o19$7bo79bo$5bobo77bobo$6b2o78b2o3$bo79b
o$2bo79bo$3o77b3o4$16b3o77b3o$16bo79bo$17bo79bo3$11b2o78b2o$11bobo77bo
bo$11bo79bo12$22b3o77b3o$22bo79bo$23bo79bo11$54bo$55bo$53b3o2$138bo$
139bo$49bo87b3o$47bobo$48b2o11b2o78b2o$61bobo77bobo$61bo71bo7bo$131bob
o$132b2o2$55b3o77b3o$55bo79bo$56bo79bo11$7bo89bo$5bobo87bobo$6b2o88b2o
3$bo89bo$2bo89bo$3o87b3o4$16b3o87b3o$16bo89bo$17bo89bo3$11b2o88b2o$11b
obo87bobo$11bo89bo12$22b3o87b3o$22bo89bo$23bo89bo23$65bo$63b2o$64b2o
89bo$153b2o$60bo91bo2bo$60b2o90bo$59bobo7bobo79bobo$69b2o$70bo88bobo$
160bo$65b2o90bo2bo$66b2o90b2o$65bo91bo13$17bo89bo$15bobo87bobo$16b2o
88b2o3$11bo89bo$12bo89bo$10b3o87b3o4$26b3o87b3o$26bo89bo$27bo89bo3$21b
2o88b2o$21bobo87bobo$21bo89bo12$32b3o87b3o$32bo89bo$33bo89bo27$80bo$
78bobo$79b2o3$74bo$75bo100bo$73b3o98bobo$175b2o$87b3o87b3o$87bo89bo$
88bo81bo7bo$171bo$169b3o$82b2o88b2o$82bobo87bobo$82bo89bo15$17bo99bo
99bo109bo$15bobo97bobo97bobo107bobo$16b2o98b2o98b2o108b2o3$11bo99bo99b
o109bo$12bo99bo99bo109bo$10b3o97b3o97b3o107b3o4$26b3o97b3o97b3o107b3o$
26bo99bo99bo109bo$27bo99bo99bo109bo3$21b2o98b2o98b2o108b2o$21bobo97bob
o97bobo107bobo$21bo99bo99bo109bo12$32b3o97b3o97b3o107b3o$32bo99bo99bo
109bo$33bo99bo99bo109bo35$90bobo$90b2o$91bo2$190bobo$97bo92b2o$95b2o
94bo98bobo$96b2o192b2o108b3o$291bo110bo$81b2o102b2o10bo89b2o109bo3bo$
82b2o102b2o7b2o91b2o108bo$81bo103bo10b2o89bo9bo100b3o$295b2o$296b2o
108b3o$87bo103bo101bo114bo$87b2o102b2o100b2o109bo3bo$86bobo101bobo99bo
bo109bo$404b3o16$27bo109bo$25bobo107bobo$26b2o108b2o3$21bo109bo$22bo
109bo$20b3o107b3o4$36b3o107b3o$36bo109bo$37bo109bo3$31b2o108b2o$31bobo
107bobo$31bo109bo12$42b3o107b3o$42bo109bo$43bo109bo44$107bo$108bo$106b
3o2$221bo$222bo$102bo117b3o$100bobo$101b2o11b2o108b2o$114bobo107bobo$
114bo101bo7bo$214bobo$215b2o2$108b3o107b3o$108bo109bo$109bo109bo!
Similarly, put a candidate input glider on the same lane as an output glider, and then do the same to the shifted oscillator like this:

Code: Select all

x = 56, y = 68, rule = B3-ckq4ck5y/S2-ci3-aek4i6kHistory
7.A$5.A.A$6.2A$8.D$9.D$.A8.D$2.A8.D$3A9.D$13.D$14.D$15.D$D15.3A$.D14.
AD$2.D14.AD$3.D15.D$4.D15.D$5.D5.2A8.D$6.D4.A.A8.D$7.D3.A11.D$8.D15.D
$9.D15.D$10.D15.D$11.D15.D$12.D15.D$13.D15.D$14.D15.D$15.D16.2A$16.D
15.A.A$17.D14.A$18.D$19.D$20.D$21.D$22.D$23.D$24.D$25.D$26.D$27.D$28.
D$29.D$30.D$31.D$32.D$33.D$34.D$35.D$36.D$37.D$38.D$39.D$40.D$41.D$
42.D$43.D$44.D$45.D$46.D$47.D$48.D$49.D$50.D$51.D$52.D2$53.3A$53.A$
54.A!
Run to some generation when there is an input and an output glider, and then paste a rotationally symmetric copy. Try adjusting the distance between two halves, and collect working oscillators. The result is a group of period-(108+132n) OMOS with two subgroups.

Code: Select all

x = 551, y = 432, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
7bo49bo69bo89bo99bo119bo$8bo49bo69bo89bo99bo119bo$6b3o47b3o67b3o87b3o
97b3o117b3o4$2bo49bo69bo89bo99bo119bo$obo47bobo67bobo87bobo97bobo117bo
bo$b2o48b2o68b2o88b2o98b2o118b2o6$8b3o47b3o67b3o87b3o97b3o117b3o$8bo
49bo69bo89bo99bo119bo$9bo49bo69bo89bo99bo119bo3$20bo$21bo$19b3o6$27b2o
$27bobo$27bo3$83bo$21b3o60bo$21bo60b3o$22bo5$90b2o$90bobo$90bo4$84b3o$
84bo$85bo83bo$170bo$168b3o6$176b2o$176bobo$176bo2$57bo$58bo$56b3o111b
3o$170bo$171bo$276bo$52bo224bo$50bobo222b3o$51b2o5$283b2o$58b3o222bobo
$58bo224bo$59bo3$277b3o$127bo149bo$128bo149bo113bo$126b3o264bo$391b3o
3$122bo$120bobo$121b2o$399b2o$399bobo$399bo2$84bo$85bo42b3o$83b3o42bo
264b3o$129bo263bo$394bo$529bo$530bo$217bo310b3o$91b2o125bo$91bobo122b
3o$91bo3$212bo323b2o$85b3o122bobo323bobo$85bo125b2o323bo$86bo$317bo$
318bo$316b3o211b3o$530bo$218b3o310bo$218bo$219bo92bo$310bobo$311b2o2$
57bo$58bo$56b3o2$318b3o$318bo$52bo266bo$50bobo$51b2o$170bo$171bo265bo$
169b3o266bo$436b3o2$58b3o$58bo$59bo372bo$177b2o251bobo$177bobo251b2o$
177bo4$171b3o$171bo266b3o$172bo265bo$439bo8$85bo$86bo$84b3o4$127bo$
128bo$92b2o32b3o$92bobo$92bo2$122bo154bo$120bobo155bo$86b3o32b2o153b3o
$86bo$87bo4$128b3o153b2o$128bo155bobo$129bo154bo4$278b3o$278bo$279bo
10$393bo$394bo$392b3o6$217bo182b2o$218bo181bobo$216b3o181bo4$212bo181b
3o$210bobo181bo$211b2o182bo2$171bo$172bo$170b3o2$218b3o$218bo$219bo2$
178b2o$178bobo$178bo138bo$318bo$316b3o2$172b3o$172bo$173bo138bo$310bob
o$311b2o$530bo$531bo$529b3o3$318b3o$318bo$319bo$537b2o$537bobo$537bo$
127bo$128bo$126b3o$531b3o$531bo$532bo$122bo$120bobo$121b2o6$128b3o$
128bo$129bo4$447bo$448bo$446b3o4$442bo$278bo161bobo$279bo161b2o$277b3o
5$448b3o$285b2o161bo$285bobo161bo$285bo4$279b3o$279bo$280bo9$173bo$
174bo$172b3o6$180b2o$180bobo$180bo$394bo$395bo$393b3o$174b3o$174bo$
175bo3$401b2o$401bobo$401bo4$395b3o$395bo$396bo11$327bo$328bo$326b3o4$
322bo$320bobo$321b2o6$328b3o$328bo$329bo14$541bo$542bo$540b3o6$548b2o$
548bobo$548bo4$542b3o$542bo$543bo39$406bo$407bo$405b3o6$413b2o$413bobo
$413bo4$407b3o$407bo$408bo!
The two halves of a SMOS can be different. Combining one where input and output are on the same lane, and another where the input and output are 6hd apart, gives the following group of 3c/(186+66n) diagonal SMOS (and an outlier rake).

Code: Select all

x = 510, y = 614, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
7bo49bo49bo$5bobo47bobo47bobo$6b2o48b2o48b2o3$bo49bo49bo$2bo49bo49bo$
3o47b3o47b3o4$16b3o47b3o47b3o$16bo49bo49bo$17bo49bo49bo3$11b2o48b2o48b
2o$11bobo47bobo47bobo$11bo49bo49bo4$83bo$32bo49b3o49bo$31b3o47b2ob2o
48b3o$30bo2b2o45bobo52bobo$29b2o2bobo43b3o$30b3ob3o41b2o8bo50bo$31bobo
2b2o41b2o7b2o39b2o9bo$32b2o2bo43bo8b2o39b2o7b2o$33b3o51b3o40bo9b2o$26b
2o6bo41b2o8bobo37b2o3bo$26bobo47bobo4b2ob2o38bobo$26bo49bo7b3o39bo6bob
o$85bo48b3o$136bo25$7bo59bo$5bobo57bobo$6b2o58b2o3$bo59bo$2bo59bo$3o
57b3o4$16b3o57b3o$16bo59bo$17bo59bo3$11b2o58b2o$11bobo57bobo$11bo59bo
7$37bobo$36bo2bo$36bo$36bo2bo$38bobob2o$32b3o4bo3bo59bo$26b2o3bo12b2o
40b2o16bo$26bobo6bo4b2o3bo40bobo13b3o$26bo4b2obobo5bo43bo$35bo2bo3bo2b
o$38bo5bobob2o$35bo3b2o4bo52bo9b2o$35b2o12bo46bobo9bobo$37bo3bo4b3o48b
2o9bo$37b2obobo$41bo2bo$44bo$41bo2bo57b3o$41bobo58bo$103bo16$7bo69bo$
5bobo67bobo$6b2o68b2o3$bo69bo$2bo69bo$3o67b3o4$16b3o67b3o$16bo69bo$17b
o69bo3$11b2o68b2o$11bobo67bobo$11bo69bo13$26b2o68b2o$26bobo67bobo$26bo
69bo3$52bo$50b2o$51b2o69bo$120b2o$121b2o2$56bobo$56b2o$43bo13bo57bo10b
obo$43b2o70b2o9b2o$42bobo69bobo10bo4$48b2o70b2o$49b2o70b2o$48bo71bo8$
7bo159bo219bo$5bobo157bobo217bobo$6b2o158b2o218b2o3$bo159bo219bo$2bo
159bo219bo$3o157b3o217b3o4$16b3o157b3o217b3o$16bo159bo219bo$17bo159bo
219bo3$11b2o158b2o218b2o$11bobo157bobo217bobo$11bo159bo219bo13$26b2o
158b2o218b2o$26bobo157bobo217bobo$26bo159bo219bo9$55bo$53bobo$54b2o
381bo$435bobo$219bo216b2o$49bo167bobo$50bo167b2o$48b3o380bo$432bo$213b
o216b3o$214bo$64b3o145b3o9b3o217b3o$64bo159bo219bo$65bo159bo219bo3$59b
2o158b2o218b2o$59bobo157bobo217bobo$59bo159bo219bo10$7bo89bo89bo$5bobo
87bobo87bobo$6b2o88b2o88b2o3$bo89bo89bo$2bo89bo89bo$3o87b3o87b3o4$16b
3o87b3o87b3o$16bo89bo89bo$17bo89bo89bo3$11b2o88b2o88b2o$11bobo87bobo
87bobo$11bo89bo89bo13$26b2o88b2o88b2o$26bobo87bobo87bobo$26bo89bo89bo
19$67bobo$67b2o$68bo88bobo$157b2o$158bo88bobo$74bo172b2o$72b2o174bo$
73b2o89bo$162b2o$58b2o90b2o11b2o77b2o10bo$59b2o90b2o90b2o7b2o$58bo91bo
91bo10b2o3$64bo91bo91bo$64b2o90b2o90b2o$63bobo89bobo89bobo12$7bo89bo$
5bobo87bobo$6b2o88b2o3$bo89bo$2bo89bo$3o87b3o4$16b3o87b3o$16bo89bo$17b
o89bo3$11b2o88b2o$11bobo87bobo$11bo89bo13$26b2o88b2o$26bobo87bobo$26bo
89bo25$70bobo$69bo2bo$69bo$69bo2bo$71bobob2o$65b3o4bo3bo89bo$64bo12b2o
88bo$68bo4b2o3bo86b3o$64b2obobo5bo$68bo2bo3bo2bo$71bo5bobob2o$68bo3b2o
4bo82bo9b2o$68b2o12bo76bobo9bobo$70bo3bo4b3o78b2o9bo$70b2obobo$74bo2bo
$77bo$74bo2bo87b3o$74bobo88bo$166bo13$7bo109bo$5bobo107bobo$6b2o108b2o
3$bo109bo$2bo109bo$3o107b3o4$16b3o107b3o$16bo109bo$17bo109bo3$11b2o
108b2o$11bobo107bobo$11bo109bo13$26b2o108b2o$26bobo107bobo$26bo109bo
36$85bo$83b2o$84b2o109bo$193b2o$194b2o2$89bobo$89b2o$76bo13bo97bo10bob
o$76b2o110b2o9b2o$75bobo109bobo10bo4$81b2o110b2o$82b2o110b2o$81bo111bo
15$7bo219bo189bo$5bobo217bobo187bobo$6b2o218b2o188b2o3$bo219bo189bo$2b
o219bo189bo$3o217b3o187b3o4$16b3o217b3o187b3o$16bo219bo189bo$17bo219bo
189bo3$11b2o218b2o188b2o$11bobo217bobo187bobo$11bo219bo189bo13$26b2o
218b2o188b2o$26bobo217bobo187bobo$26bo219bo189bo42$88bo$86bobo$87b2o
411bo$498bobo$312bo186b2o$82bo227bobo$83bo227b2o$81b3o410bo$495bo$306b
o186b3o$307bo$97b3o205b3o9b3o187b3o$97bo219bo189bo$98bo219bo189bo3$92b
2o218b2o188b2o$92bobo217bobo187bobo$92bo219bo189bo!
How about non-diagonal spaceships? Take the first 3c/252 SMOS and prepare two halves as follows:

Code: Select all

x = 210, y = 133, rule = B3-ckq4ck5y/S2-ci3-aek4i6kHistory
7.A83.A79.A$5.A.A83.A.A77.A.A$6.2A83.2A78.2A3$.A84.3A8.A79.A$2.A85.A
7.A79.A$3A84.A8.3A77.3A3$92.2A$16.3A72.A.A66.2AD$16.A76.A68.A$17.A
143.A$88.A.A$89.2A$11.2A76.A76.2A$11.A.A47.3D.3D73.3D.3D17.A.A$11.A
46.D2.D.D.D.D70.D2.D5.D19.A$57.3D.3D.3D69.3D.3D.3D$58.D4.D3.D70.D2.D.
D3.D$61.3D.3D73.3D.3D4$37.A.A81.A.A$36.A2.A81.A2.A$36.A87.A$36.A2.A
81.A2.A$38.A.A.2A73.2A.A.A$32.3A4.A3.A73.A3.A4.3A50.A$26.2A3.A12.2A
69.2A12.A50.2A19.A.A$26.A.A6.A4.2A3.A69.A3.2A4.A53.2A20.A2.A$26.A4.2A
.A.A5.A75.A5.A.A.2A74.A$35.A2.A3.A2.A69.A2.A3.A2.A75.A2.A$38.A5.A.A.
2A61.2A.A.A5.A74.2A.A.A$35.A3.2A4.A69.A4.2A3.A71.A3.A4.3A$35.2A12.A
61.A12.2A69.2A12.A$37.A3.A4.3A63.D2A4.A3.A71.A3.2A4.A$37.2A.A.A75.A.A
.2A74.A5.A.A.2A$41.A2.A71.A2.A75.A2.A3.A2.A$44.A71.A69.A4.2A.A.A5.A$
41.A2.A71.A2.A66.A.A6.A4.2A3.A$41.A.A73.A.A66.2A3.A12.2A$192.3A4.A3.A
$198.A.A.2A$196.A2.A$196.A$196.A2.A$197.A.A8$11.D.3D.3D$8.D2.D.D5.D$
7.3D.D.3D.3D$8.D2.D3.D3.D$11.D.3D.3D14$26.C$26.C.C$26.2C13$11.A$11.A.
A$11.2A3$17.A$16.A$16.3A4$3A$2.A$.A3$6.2A$5.A.A$7.A12$19.A$20.2A$19.
2A17.3A$38.A$38.A3.A$42.A$40.3A2$32.3A$32.A$32.A3.A$36.A$34.3A!
Again, try running the upper right pattern for multiples of 4 ticks and pasting the lower left pattern, and collect working spaceships. The result is a group of (6+3n,3n)c/(240+252n) SMOS.

Code: Select all

x = 413, y = 732, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
374bobo$161bo213b2o$160b3o212bo$159b2ob2o$162bobo$163b3o203bo$156bo8b
2o203b2o$155b2o7bo2bo201b2o11b2o$154b2o8bo2b2o212b2o$155b3o7b2ob2o213b
o$156bobo9bobo$157b2ob2o7b3o$158b2o2bo8b2o204bo$159bo2bo7b2o204b2o$
160b2o8bo205bobo$161b3o$162bobo$163b2ob2o$164b3o$165bo8$402bo$401b3o$
401bobo$404b2o$405b2o$190bo206b2o5b2o$189bo206b2o10bo$189b3o205b2o8b3o
$399bobo5bobo$186b2o211b3o8b2o$185bobo212bo10b2o$180bo6bo7bo200bo6b2o
5b2o$181b2o12bobo199b2o3b2o$180b2o13b2o199b2o5b2o$405bobo$191b3o211b3o
$193bo212bo$192bo90$26bo209bo$26bobo207bobo$26b2o208b2o13$11bo209bo$
11bobo207bobo$11b2o208b2o3$17bo209bo$16bo209bo$16b3o207b3o4$3o207b3o$
2bo209bo$bo209bo3$6b2o208b2o$5bobo207bobo$7bo209bo8$41bo209bo$41bobo
207bobo$41b2o208b2o2$19bo209bo$20b2o208b2o$19b2o17b3o188b2o17b3o$38bo
209bo$38bo3bo205bo3bo$42bo209bo$40b3o207b3o2$32b3o207b3o$32bo209bo$32b
o3bo205bo3bo$36bo209bo$34b3o207b3o22$321bobo$128bo193b2o$127b3o192bo$
126b2ob2o$129bobo$130b3o183bo$123bo8b2o183b2o$122b2o7bo2bo181b2o11b2o$
121b2o8bo2b2o192b2o$122b3o7b2ob2o193bo$123bobo9bobo$124b2ob2o7b3o$125b
2o2bo8b2o$126bo2b2o6b2o$127b2obo6bo$128b2o$129b3o$130bobo$130b2o6$352b
o$353b2o$352b2o$159bo$158b3o$158bobo$161b2o183bobo$162b2o183b2o$154b2o
5b2o184bo13bo$153b2o10bo194b2o$154b2o8b3o193bobo$156bobo5bobo$156b3o8b
2o$157bo10b2o$160b2o5b2o186b2o$159b2o193b2o$160b2o194bo$162bobo$162b3o
$163bo58$26bo189bo$26bobo187bobo$26b2o188b2o13$11bo189bo$11bobo187bobo
$11b2o188b2o3$17bo189bo$16bo189bo$16b3o187b3o4$3o187b3o$2bo189bo$bo
189bo3$6b2o188b2o$5bobo187bobo$7bo189bo8$41bo189bo$41bobo187bobo$41b2o
188b2o2$19bo189bo$20b2o188b2o$19b2o17b3o168b2o17b3o$38bo189bo$38bo3bo
185bo3bo$42bo189bo$40b3o187b3o2$32b3o187b3o$32bo189bo$32bo3bo185bo3bo$
36bo189bo$34b3o187b3o24$254b3o$98bobo153bo$99b2o153bo3bo$99bo158bo$
256b3o2$93bo154b3o$94b2o152bo$93b2o11b2o140bo3bo$105b2o145bo$107bo142b
3o3$101bo$100b2o$100bobo10$279bo$280b2o$279b2o$126bo$125b3o$125bobo$
128b2o144b3o$129b2o143b4o$121b2o5b2o144b3obo9bo$120b2o10bo142b4o8b2o$
121b2o8b3o143bo9bobo$123bobo5bobo$123b3o8b2o$124bo10b2o$120bo6b2o5b2o
146b2o$121b2o3b2o153b2o$120b2o5b2o154bo$129bobo$129b3o$130bo25$26bo
149bo$26bobo147bobo$26b2o148b2o13$11bo149bo$11bobo147bobo$11b2o148b2o
3$17bo149bo$16bo149bo$16b3o147b3o4$3o147b3o$2bo149bo$bo149bo3$6b2o148b
2o$5bobo147bobo$7bo149bo8$41bo149bo$41bobo147bobo$41b2o148b2o2$19bo
149bo$20b2o148b2o$19b2o17b3o128b2o17b3o$38bo149bo$38bo3bo145bo3bo$42bo
149bo$40b3o147b3o2$32b3o147b3o$32bo149bo$32bo3bo145bo3bo$36bo149bo$34b
3o147b3o27$201b3o$75bobo123bo$76b2o123bo3bo$76bo128bo$203b3o2$70bo125b
o$71b2o124b2o$70b2o11b2o111b2o$82b2o$84bo15$106bo125bo$107b2o124b2o$
106b2o124bo2bo$235bo$234bobo2$100bobo123bobo$101b2o124bo$101bo13bo111b
o2bo$114b2o112b2o$114bobo113bo$36bo119bo$36bobo117bobo$36b2o118b2o$
109b2o$108b2o$110bo10$21bo119bo$21bobo117bobo$21b2o118b2o3$27bo119bo$
26bo119bo$26b3o117b3o4$10b3o117b3o$12bo119bo$11bo119bo3$16b2o118b2o$
15bobo117bobo$17bo119bo8$51bo119bo$51bobo117bobo$51b2o118b2o2$29bo119b
o$30b2o118b2o$29b2o17b3o98b2o17b3o$48bo119bo$48bo3bo115bo3bo$52bo119bo
$50b3o117b3o2$42b3o117b3o$42bo119bo$42bo3bo115bo3bo$46bo119bo$44b3o
117b3o23$141bobo$141bo2bo$144bo$141bo2bo$137b2obobo$137bo3bo4b3o$135b
2o12bo$48b3o84bo3b2o4bo$48bo89bo5bobob2o$48bo3bo82bo2bo3bo2bo$36bo15bo
73bo4b2obobo5bo$36bobo11b3o73bobo6bo4b2o3bo$36b2o88b2o3bo12b2o$42b3o
87b3o4bo3bo$42bo95bobob2o$42bo3bo89bo2bo$46bo89bo$44b3o89bo2bo$137bobo
7$21bo89bo$21bobo87bobo$21b2o88b2o3$27bo89bo$26bo89bo$26b3o44bo42b3o
50bo$74b2o94b2o$73b2o94bo2bo$172bo$10b3o87b3o68bobo$12bo89bo$11bo89bo
2$82bo83b2o$16b2o63b2o23b2o57b2o$15bobo63bobo21bobo59bo$17bo89bo3$76b
2o$75b2o$77bo3$51bo89bo$51bobo87bobo$51b2o88b2o2$29bo89bo$30b2o88b2o$
29b2o17b3o68b2o17b3o$48bo89bo$48bo3bo85bo3bo$52bo89bo$50b3o87b3o2$42b
3o87b3o$42bo89bo$42bo3bo85bo3bo$46bo89bo$44b3o87b3o!
Bonus two-barrelled rakes derived from the outlier rake above:

Code: Select all

x = 199, y = 734, rule = B3-ckq4ck5y/S2-ci3-aek4i6k
160bobo$161b2o$161bo3$155bo$156b2o$155b2o11b2o$167b2o$169bo3$163bo$
162b2o$162bobo13$188bo$187b3o$187bobo$190b2o$191b2o$183b2o5b2o$182b2o
10bo$183b2o8b3o$185bobo5bobo$185b3o8b2o$186bo10b2o$182bo6b2o5b2o$183b
2o3b2o$182b2o5b2o$191bobo$191b3o$192bo91$22bo$22bobo$22b2o15$11bo$11bo
bo$11b2o3$17bo$16bo$16b3o4$3o$2bo$bo3$6b2o$5bobo$7bo6$37bo$37bobo$37b
2o4$19bo$20b2o$19b2o17b3o$38bo$38bo3bo$42bo$40b3o2$32b3o$32bo$32bo3bo$
36bo$34b3o20$137bobo$138b2o$138bo3$132bo$133b2o$132b2o11b2o$144b2o$
146bo15$168bo$169b2o$168b2o4$162bobo$163b2o$163bo13bo$176b2o$176bobo4$
171b2o$170b2o$172bo61$32bo$32bobo$32b2o15$21bo$21bobo$21b2o3$27bo$26bo
$26b3o4$10b3o$12bo$11bo3$16b2o$15bobo$17bo6$47bo$47bobo$47b2o4$29bo$
30b2o$29b2o17b3o$48bo$48bo3bo$52bo$50b3o2$42b3o$42bo$42bo3bo$46bo$44b
3o22$100b3o$100bo$100bo3bo$104bo$102b3o2$94b3o$94bo$94bo3bo$98bo$96b3o
15$125bo$126b2o$125b2o4$120b3o$120b4o$120b3obo9bo$121b4o8b2o$123bo9bob
o4$128b2o$127b2o$129bo28$22bo$22bobo$22b2o15$11bo$11bobo$11b2o3$17bo$
16bo$16b3o4$3o$2bo$bo3$6b2o$5bobo$7bo6$37bo$37bobo$37b2o4$19bo$20b2o$
19b2o17b3o$38bo$38bo3bo$42bo$40b3o2$32b3o$32bo$32bo3bo$36bo$34b3o25$
67b3o$67bo$67bo3bo$71bo$69b3o2$62bo$63b2o$62b2o17$98bo$99b2o$98bo2bo$
101bo$100bobo2$92bobo$93bo$93bo2bo$94b2o$96bo$22bo$22bobo$22b2o15$11bo
$11bobo$11b2o3$17bo$16bo$16b3o4$3o$2bo$bo3$6b2o$5bobo$7bo6$37bo$37bobo
$37b2o4$19bo$20b2o$19b2o17b3o$38bo$38bo3bo$42bo$40b3o2$32b3o$32bo$32bo
3bo$36bo$34b3o21$37bobo$37bo2bo$40bo$37bo2bo$33b2obobo$33bo3bo4b3o$31b
2o12bo$31bo3b2o4bo$34bo5bobob2o$31bo2bo3bo2bo$22bo4b2obobo5bo$22bobo6b
o4b2o3bo$22b2o3bo12b2o$28b3o4bo3bo$34bobob2o$32bo2bo$32bo$32bo2bo$33bo
bo9$11bo$11bobo$11b2o3$17bo47bo$16bo49b2o$16b3o46bo2bo$68bo$67bobo2$3o
$2bo$bo60b2o$61b2o$63bo$6b2o$5bobo$7bo6$37bo$37bobo$37b2o4$19bo$20b2o$
19b2o17b3o$38bo$38bo3bo$42bo$40b3o2$32b3o$32bo$32bo3bo$36bo$34b3o!
I am going to visit family members later, so that's all for now.

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