Smallest Spaceships Supporting Specific Speeds (5s) Project

[LaundryPizza03]

Playing around with c/3d.

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# Search results matching pattern 4bo$5b2o$2o2b2o$2o2bo! for 4 gen in rule B2ei3aeiq4iqry5inqry8/S1c2-k3-aeiq4acknr5ackn6in7 with searchRule-matchPatt2.py using seed=1
11, B2e3-cjnr4einqr5cikry6cik7e8/S1c2-ik3ijnry4ejkqty5aikn678, 26, 23, 91, bo$obo$bobo$4b2o$bob2o$3bo!
8, B2en3aiq4knrt5cikqr6-in/S1c2-ik3jnqr4akn5cinq6aik7, 10, 8, 29, 2o$3bo$o2bo$b3o!
10, B2ein3-cjnr4cinrt5ck6-ak7e8/S1c2-ik3jknry4acjkqty5-ajkr6ace7, 12, 3, 324, 4bo$bobo$2b3o$3bo$3o!
8, B2ein3aikqy4jknqr5-aejr6acn7e8/S1c2aen3ijnry4ackqyz5eikqy6an7c, 31, 6, 1768, bo$o2bo$o2bo$b3o!
14, B2en3aeiqy4eqrtz5-acjr6aci8/S1c2aen3-aeiy4-inqtw5acein6-i7e, 34, 34, 120, bobo3$b2o$bo$2o2$3bo$4b2o$bob2o$3bo!
5, B2en3-cjnr4cekrt5ijkry6kn8/S1c2-k3-acek4ajknqtz5kny6ck7c, 14, 14, 333, 3bo$b2o$bo$o!
7, B2ein3aiqy4-aeijw5cenry6-ek/S1c2-ck3-ae4aekntyz5aekn6aek78, 9, 3, 556, o2$bo$2b2o$b2o$bo!
10, B2en3aiqy4ceinqr5ijnq6ack8/S1c2-k3cjnry4acejkqy5-ainr6ei7e, 5, 5, 1326, 2obo$ob2o$b2o$2o!
15, B2en3aiq4cjqrty5einqr6cik/S1c2-ik3-aeky4aekntz5eiqy6-ek7c, 3, 3, 1486, 7bo$6b2o$5b2obo$9bo$8bobo$10bo$10bo2$bo$o$2o!
6, B2ei3aiq4ceinqr5ijry6ac/S1c2-k3-ace4knqr5ciny6k7, 11, 9, 37, 2bo2$o$4o!
11, B2en3aikqy4jqrty5inq6cn7e/S1c2-ik3-aei4aeknqy5-aekr6ai8, 30, 12, 198, b2o$2obo$4b2o$bob2o$3bo!
10, B2ein3aikqy4jqrz5nqy6kn7e/S1c2-ck3jnqry4aekqyz5ceikn6ae, 12, 10, 39, 3bo$3obo2bo$5bobo$5b2o!
12, B2ein3aikqy4qrt5cek6aci7e8/S1c2-ik3jknr4ajkqyz5einy6ace7c, 27, 27, 98, 3bo2$bo$o8$6b3o$6bo2bo$9bo$7b3o!
5, B2ei3aeiqy4cejnrt5eijnq6ak8/S1c2-ik3-aeiy4ckqryz5-ejkr6-n7, 16, 16, 683, bobo$o$2bo$o!
20, B2ei3aiq4ikrtz5ijnq6aek/S1c2-k3ijnry4knrt5jkn6an7, 49, 49, 188, bob2o$3obo$o3bo$4bo$b4o$3bo2bo$6bo$4b3o!
8, B2ein3aiqy4jry5-acqy6ack7e/S1c2aen3-aekq4cknrty5ijq6, 20, 7, 549, b2o$2o3bo$2bo$b2o!
14, B2ei3aiq4cnrtz5jnr6k7e/S1c2-ik3-aeq4acjknt5ijnq6-ek7c, 8, 3, 431, 4bo$4bo$4b3o$4bobo$4b2o3$bo$obo$2o!
8, B2ei3aeiq4jnrt5knr6ekn7e8/S1c2-ik3-aeik4ajkqtz5-cjnr6-ak8, 8, 5, 489, bo$o2bo$o2bo$b3o!
5, B2en3aeiq4-ajktw5ejnr6c/S1c2aen3ijnr4acjkqrz5-aknr6cen7e, 3, 3, 523, b2o$2o$o!
18, B2ei3aeiqy4kqrtyz5-aky6i/S1c2aen3-aek4ajkqyz5i6akn7, 11, 9, 32, 5bo$3bo2bo$2bo2bo$bo2bo$o4bo2b2o$3o2bob2o$7bo!
9, B2e3-cjnr4knqrtyz5einq6-in8/S1c2-ik3-aeiy4aekn5ijnqy6ein7, 8, 0, 2230, b3o$o2bo$o2bo$2o!
13, B2en3aeikq4-ajwyz5-acir6-e8/S1c2-ik3jnr4-aciwy5cei6ain7e, 36, 36, 112, 4o2$3bobo$4bobo$3bo2bo$4b3o!
9, B2e3aiq4einqr5-anqr6-c/S1c2-ik3-aek4aekrz5acjk6-ci7e8, 18, 6, 247, 2o$o2bo$o2bo$b3o!
5, B2en3aiqy4eknrt5eijny6-ae7e/S1c2-ik3-aeiy4aceknqt5acin6-n7, 6, 2, 359, obo$2o$bo!
13, B2ei3aeiq4cinqr5-aik6-ak/S1c2-k3jnqry4cknqtyz5aeq6-c78, 32, 32, 102, o$3o6$5b3o$5bo2bo$8bo$6b3o!
10, B2ei3aeikq4cknqrty5i6ai7e/S1c2-k3-aek4eknty5-eir6-ac7e, 41, 41, 123, b2o$2o$o3$6b2o$5b2o$5bo!
5, B2en3aeiq4ceinqrt5cinry6ckn7e/S1c2-ik3-aeiq4ejknqy5eijkn6a7e8, 82, 0, 284, o$bo$2o$bo!
7, B2ein3aikqy4cjknry6ak8/S1c2-k3-aceq4ckqtz5cen6-an8, 25, 25, 91, 4bo2$4bo$4bo$ob3o!
7, B2ein3aeiqy4certyz5cikq6ak8/S1c2-ik3-aeiy4ajkqrty5cekn6ae7c, 10, 7, 456, o$3b2o$bo$2b2o$3bo!

[LaundryPizza03]

This search covers 20 million rules, out of 2^31 in the rulespace. It found 10859 ships, of which all but 56 are record speeds. I estimate that the entire rulespace contains about 1.16M records in total.

Updated ships.sss.txt

5375 new and 5428 improved speeds out of 10859 ships

(1 MiB) Downloaded 186 times

Highest period, 100c/13272o:

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x = 3, y = 3, rule = B2ikn3-jkn5cek6i7c/S2-ci3-a4aei5acr6-ek
3o$obo$o!

Second-highest period, 95c/13238d:

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x = 5, y = 5, rule = B2ikn3-jn4ce5ek6i7c/S2-ci3-a4ait6i7e8
b3o$bo2bo$bo2bo$o$2bo!

Two period multiples of c/2o showed up; they have respective periods 1364 and 1516.

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x = 9, y = 7, rule = B2ikn3-jkny5ck6c7c/S2-ci3-a4aei5akr6ack7e8
3bo2$5bo$3o2b3o$o6b2o$3b5o$2bobo!

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x = 6, y = 4, rule = B2ikn3-jny4c5k6c7c8/S2-ci3-a4aci5kr6ckn8
obo$b2obo$4b2o$2b3o!

EDIT: apgsearch found this 71-cell p4648 2-engine ship in the 768c/1516o:

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x = 92, y = 41, rule = B2ikn3-jny4c5k6c7c8/S2-ci3-a4aci5kr6ckn8
70bobobobobobobobobobo$71b18ob2o$91bo$72b20o$71bobobobobobobobobobo32$
2bo$2b3o$4bo$2ob2o$bo!

[Macbi]

Have we tried automatically scraping the Catagolue into 5S?

[LaundryPizza03]

Have we tried automatically scraping the Catagolue into 5S?

I don't know how to do that, but I would use a similar tactic for updating new-gliders.db.txt.

[LaundryPizza03]

Why has interest died out so quickly?

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# 5S collection updated - 5 new and 1 improved speeds out of 9 ships.
# Diagonal speeds updated:
# [(68, 68, 204), (76, 76, 228), (84, 84, 252), (92, 92, 276), (108, 108, 324)]
# [(60, 60, 180)]
11, B2k3aeiq4cjkz5cek6ci7c/S23-akn4-ceknr5ceir6cen7, 68, 68, 204, 2obo$bobo$2bo2bo$5bo$3b3o!
11, B2kn3aeiq4jtz5cek6-cn8/S23-aekn4-cknr5acej6ain7e8, 76, 76, 228, o$3o$2bo$bo2bo$4bo$2b3o!
11, B2kn3aeiqy4jkqtz5c6ac7c8/S2-n3ijqry4-cknrt5ceij6an7e8, 84, 84, 252, 2obo$bobo$2bo2bo$5bo$3b3o!
14, B2kn3aeiqy4qtz5ck7c/S2-in3-akn4-knqr5aeijy6ae7e, 92, 92, 276, o$b2o$2bo$2b3o$4bo$3bo2bo$6bo$4b3o!
25, B2k3aeiq4cjqtz5ck6ck7c8/S2-in3-akn4-ckrt5-ekqy6a78, 108, 108, 324, 2o$bo$obo$bo$b3o$3b3o$5b3o$6bobo$8bo$7b2obo$9b2o$8b2o!
11, B2kn3aeiq4ejtz5c6e/S2-i3ijqry4-cekrt5aijr6-ae7c, 60, 60, 180, 2o$bobo$b2o2bo$5bo$3b3o!

[Saka]

I recently did a search for ships that have a waffle-like agar and I'm curious if any of these speeds are new / improved. I turned off the new speeds filter thingy so there's going to be a lot of known speeds, but I know there's at least 2c/1490o in there, which isn't in my copy of Orthogonal ships.sss.txt

matchPatt2-test.txt

(132 KiB) Downloaded 169 times

The 2c/1490o

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x = 8, y = 5, rule = B2cen3-ckqr4aekqr5ceikr6in/S2ei3ejny4-ckrz5ckry6-e78
3bobo$b2o$3o4bo$b2o$3bobo!

[LaundryPizza03]

I recently did a search for ships that have a waffle-like agar and I'm curious if any of these speeds are new / improved. I turned off the new speeds filter thingy so there's going to be a lot of known speeds, but I know there's at least 2c/1490o in there, which isn't in my copy of Orthogonal ships.sss.txt
matchPatt2-test.txt
The 2c/1490o

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x = 8, y = 5, rule = B2cen3-ckqr4aekqr5ceikr6in/S2ei3ejny4-ckrz5ckry6-e78
3bobo$b2o$3o4bo$b2o$3bobo!

The only new ship for my copy is this 16c/863o. I'm pretty sure it is up to date:

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x = 4, y = 3, rule = B2cen3-ckqr4acjkr5eijkr/S2e3ejkny4-kr5ckry6-ae7
bobo$3o$bobo!

[lemon41625]

Will the 5s project be extended to other rulespaces? e.g. generations, BSFKL, HROT/Larger than Life, Deficient Rules...

[Saka]

Will the 5s project be extended to other rulespaces? e.g. generations, BSFKL, HROT/Larger than Life, Deficient Rules...

I can't officially say anything, but no. For LTL, that would give even more speeds than possible on the range-1 Moore neighborhood.
Right now, we can have infinitely slow ships, but adding LTL would also give infinitely fast ships.

As for the others, I'm pretty certain that multistate rules are outside the scope of 5S. Only 2-state isotropic range-1 moore neighborhood.

[GUYTU6J]

Why has interest died out so quickly?...

For me, I usually take a small portion of the results and check how many spaceships there are new/improved when doing a search. I tend to terminate earlier if the yield is low. Given so many novel results since last update, this test may overestimate the notability of the haul. I'm still waiting for an update in the Github collection.
EDIT:

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# Search results matching pattern obo$2b3o$4bo$3b2o! for 15 gen in rule B2kn3-kr4iz/S2-cn3ijkqr4eikqr6c with searchRule-matchPatt2.py using seed=4
9, B2kn3-kr4iqz8/S2-cn3ijkqr4eikqr6cei, 51, 3, 173, bo$o2b2o$4bo$bob2o$2bo!
22, B2kn3-kr4eiqz5c6cn8/S2-cn3ijkqr4eikqr6cn7e8, 82, 82, 416, b3o$bobo$2o$o4bo$o3bo$o$b2obo$2bobo$2b3o19$5bo2bo!
10, B2kn3-kr4iz6c8/S2-cn3-acen4eikqr5n6ci7e, 48, 2, 113, 3bo$4bo$2o2bo$bob2o$2o!
46, B2kn3-kr4iz6cn/S2-cn3-acen4ceikqr5e6ci7c, 56, 8, 173, bo$b2o$2bo$o$2o$bo23$58b2o5bo$57b2obo3b4o$57bo7bobo$48bo13bo3b2o$46bob2o10bo2bo$59bo2bo$62bo28$4bo$2bobo$4bobo$2bo2$2b2o$3bobo$3b3o!
7, B2kn3-kr4iz6cin/S2-cn3-acen4cikqr5en6cn7e8, 36, 17, 141, 2bo$ob2o$o2b2o!
9, B2kn3-kr4eiqz6n8/S2-cn3ijkqr4eikqr5en6cn7c8, 178, 0, 592, 2b2o$bob2o$2obo$bo!
88, B2kn3-kr4eiz6c8/S2-cn3ijkqr4eikqr6cin, 50, 3, 135, 34bo$33b2o$32b2obo12bobo$33b3o14b3o$34bob2o14bo$35b2ob2o11b2o$36b3o6b2o$37bo7b2o2$25bo$25bobo2$27b2o6$26bo$2o4bobo17b2o$obo6bo14bo$2o3bo3bo16b2o$2b2o5bo$4bobobo20bo$6bo4b3o14bo$10bo3bo15bo$29bo$9b2o3bo11bo2bo$12bo14b3o$10bo$11bo$11bobo$12bobo$12b3o!
4, B2kn3-kr4iz5c6ci8/S2-cn3ijkqr4eikqr5e6cei8, 22, 22, 185, 2bo$o2bo2$2bo!

[LaundryPizza03]

Why has interest died out so quickly?...

For me, I usually take a small portion of the results and check how many spaceships there are new/improved when doing a search. I tend to terminate earlier if the yield is low. Given so many novel results since last update, this test may overestimate the notability of the haul. I'm still waiting for an update in the Github collection.
EDIT:

Code: Select all

# Search results matching pattern obo$2b3o$4bo$3b2o! for 15 gen in rule B2kn3-kr4iz/S2-cn3ijkqr4eikqr6c with searchRule-matchPatt2.py using seed=4
9, B2kn3-kr4iqz8/S2-cn3ijkqr4eikqr6cei, 51, 3, 173, bo$o2b2o$4bo$bob2o$2bo!
22, B2kn3-kr4eiqz5c6cn8/S2-cn3ijkqr4eikqr6cn7e8, 82, 82, 416, b3o$bobo$2o$o4bo$o3bo$o$b2obo$2bobo$2b3o19$5bo2bo!
10, B2kn3-kr4iz6c8/S2-cn3-acen4eikqr5n6ci7e, 48, 2, 113, 3bo$4bo$2o2bo$bob2o$2o!
46, B2kn3-kr4iz6cn/S2-cn3-acen4ceikqr5e6ci7c, 56, 8, 173, bo$b2o$2bo$o$2o$bo23$58b2o5bo$57b2obo3b4o$57bo7bobo$48bo13bo3b2o$46bob2o10bo2bo$59bo2bo$62bo28$4bo$2bobo$4bobo$2bo2$2b2o$3bobo$3b3o!
7, B2kn3-kr4iz6cin/S2-cn3-acen4cikqr5en6cn7e8, 36, 17, 141, 2bo$ob2o$o2b2o!
9, B2kn3-kr4eiqz6n8/S2-cn3ijkqr4eikqr5en6cn7c8, 178, 0, 592, 2b2o$bob2o$2obo$bo!
88, B2kn3-kr4eiz6c8/S2-cn3ijkqr4eikqr6cin, 50, 3, 135, 34bo$33b2o$32b2obo12bobo$33b3o14b3o$34bob2o14bo$35b2ob2o11b2o$36b3o6b2o$37bo7b2o2$25bo$25bobo2$27b2o6$26bo$2o4bobo17b2o$obo6bo14bo$2o3bo3bo16b2o$2b2o5bo$4bobobo20bo$6bo4b3o14bo$10bo3bo15bo$29bo$9b2o3bo11bo2bo$12bo14b3o$10bo$11bo$11bobo$12bobo$12b3o!
4, B2kn3-kr4iz5c6ci8/S2-cn3ijkqr4eikqr5e6cei8, 22, 22, 185, 2bo$o2bo2$2bo!

I know from a previous post that checking for trivial flotillae is extremely time-consuming. I wonder if we could automate it...

I believe that my copy of the database is fully up-to-date, but it is too big to share.

In the meantime, here's a (40,4)c/415 based on a puffer and two rakes found in apgsearch by dani.

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x = 148, y = 94, rule = B34t6a/S2-ei3-ai4aeijr5einqy6i8
102bo5bo31bo5bo$101b2o5b2o29b2o5b2o$102bo5bo31bo5bo6$102bo5bo31bo5bo$
101b2o5b2o29b2o5b2o$102bo5bo31bo5bo2$bo$2o$2o$41b2o$39b5obo$38bo5b3o
52bo37bo$38b3ob2obo52bob2o33b2obo$37bo60bobo35bobo$37bobo64b2o25b2o$
38bob2o$37b2o2bo62b2o25b2o$38b2obo56bobo35bobo$98bob2o33b2obo$99bo37bo
8$97bo3bo33bo3bo$96bo5bo31bo5bo$95bo7bo29bo7bo$96bo5bo31bo5bo$35b3o59b
o3bo33bo3bo$33b2obobo$32bobobo2b2o$31b2obobo3bo$27bob2o3bobo2bo57bo3bo
33bo3bo$25bob2o2b2o4bo2b2o54bo5bo31bo5bo$27bobob4o2bo57bo7bo29bo7bo$
23bo2bo3b2o64bo5bo31bo5bo$24bob3obo3bo2b2o58bo3bo33bo3bo$25bobobobo2b
3o$26b2obobob2o2b2o$26b2ob3o5b2o2b2o$27bo2bobobo2b2o4bo$27bo2bobobo2bo
3b2o$30bo2bob3ob4o48b2o35b2o$32b2o6bo49bob2o33b2obo$92b2o33b2o$62b2o$
63bo2$92b2o33b2o$90bob2o33b2obo$91b2o35b2o9$102bo5bo31bo5bo$101b2o5b2o
29b2o5b2o$102bo5bo31bo5bo6$102bo5bo31bo5bo$101b2o5b2o29b2o5b2o$102bo5b
o31bo5bo5$41b2o$39b5obo$38bo5b3o52bo37bo$38b3ob2obo52bob2o33b2obo$37bo
60bobo35bobo$37bobo64b2o25b2o$38bob2o$37b2o2bo62b2o25b2o$38b2obo56bobo
35bobo$98bob2o33b2obo$99bo37bo!

EDIT: (48,4)c/487, same rule:

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x = 161, y = 143, rule = B34t6a/S2-ei3-ai4aeijr5einqy6i8
125bo3bo5bo9bo5bo3bo$125b2ob2o5b2o7b2o5b2ob2o$97bo27bo3bo5bo9bo5bo3bo$
96bobo$97bo9$112b2o$113bo4$117b2o7b2o5b2o7b2o$117bo9bo5bo9bo$117b2o7b
2o5b2o7b2o27$86bobo$88b2o$88bo15$115bo5bo31bo5bo$114b2o5b2o29b2o5b2o$
115bo5bo31bo5bo6$115bo5bo31bo5bo$114b2o5b2o29b2o5b2o$115bo5bo31bo5bo2$
72b3o$73b2o2$112bobo35bobo$113bo37bo$113bo37bo$113bo37bo$112bobo35bobo
3$7b2o$7bo104bobo35bobo$113bo37bo$113bo37bo$56bo56bo37bo$55b2o55bobo
35bobo19$bo$3o107bo3bo5bo9bo5bo3bo$obo107b2ob2o5b2o7b2o5b2ob2o$82bo27b
o3bo5bo9bo5bo3bo$obo78bobo$3o79bo$bo4$bo$3o$obo2$97b2o$98bo4$48bo53b2o
7b2o5b2o7b2o$obo45b2o52bo9bo5bo9bo$3o99b2o7b2o5b2o7b2o$bo4$bo$3o$obo2$
obo$3o$bo!

There are also a few other interesting speeds, such as 29c/259o and 74c/662o, but nothing else for 5s.

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x = 49, y = 35, rule = B34t6a/S2-ei3-ai4aeijr5einqy6i8
34b2ob2o5b2ob2o$34bo3bo5bo3bo$34b2ob2o5b2ob2o6$27bo15bo$26b2o15b2o$27b
o15bo$o2$3o$bo6$bo$3o2$o$27bo15bo$26b2o15b2o$27bo15bo6$34b2ob2o5b2ob2o
$34bo3bo5bo3bo$34b2ob2o5b2ob2o!

EDIT2: Smaller (40,4)c/415.

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x = 243, y = 119, rule = B34t6a/S2-ei3-ai4aeijr5einqy6i8
186bobo13bobo19bobo13bobo$187bo15bo21bo15bo$187bo15bo21bo15bo$187bo15b
o21bo15bo$186bobo13bobo19bobo13bobo4$186bobo13bobo19bobo13bobo$187bo
15bo21bo15bo$187bo15bo21bo15bo$187bo15bo21bo15bo$186bobo13bobo19bobo
13bobo5$184b2o7b2o27b2o7b2o$184bo9bo27bo9bo$184b2o7b2o27b2o7b2o6$184b
2o7b2o27b2o7b2o$184bo9bo27bo9bo$184b2o7b2o27b2o7b2o53$105bobo$105b3o$
107bo4$16bobo$14b2o3b2o$16bobo6$16bobo$14b2o3b2o$16bobo$88b2ob2o5b2ob
2o$88b2ob2o5b2ob2o$87b2o3b2o3b2o3b2o$88b2ob2o5b2ob2o$88b2ob2o5b2ob2o2$
53b2o$54bo3$3o$bo$3o2$50bo23bo9bo$46bo2b2o23b2o7b2o$45bo5b2o21bo9bo$
44bo2b3obo$3o43bo4bo$bo48b2o$3o42b7o$49bo!

[GUYTU6J]

This seed is interesting:

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x = 3, y = 4, rule = B3/S2-in3-ay4ciq5c
2o$b2o$2o$o!

A small haul.

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# Search results matching pattern 2o$b2o$2o$o! for 19 gen in rule B3/S2-in3-ay4ciq5c with searchRule-matchPatt2.py using seed=4
7, B34e6n7c/S2-in3-ay4ciq5cek6ei, 18, 14, 218, 2o$b2o$2o$o!
9, B34e8/S2-in3-a4ciq5cer6-ak, 83, 83, 422, 2bo$b3o$o2b2o$bobo!
9, B34e6n7c/S2-in3-a4iq5cr6ein7e8, 36, 26, 285, 4bo$3o2bo$o3b2o$bo!
15, B34e8/S2-in3-a4iq5ce6ein, 74, 74, 328, 21b3o$25bo$26bo$26b2o$25b2o$25bo5$2o$obo$bo!
55, B34e6n7c/S2-in3-a4iq5ckr6ei7e, 66, 66, 686, 25bo$24b3o$23bo2b2o$24b3o$25bo6$29bo$22b2o4b3o$21bobo3bo2bo$22bo8bo$23bo4b2o2b2o$23bo9b2o$24bo6bobo$23b3obo3bo$24bo3bo$24b3o4$2bo$bobo$2ob2o$b3o$2bo!
14, B36n7c/S2-in3-a4iq5cer6ein7e8, 43, 5, 209, 9b2o$8bo2bo$8bo2bo$2o5b2ob2o$8b2o!
30, B38/S2-in3-ay4ciq5cer6ein7e, 135, 135, 678, 2o83$56b2o$56bobo$56bo2bo$57bo2$69b3o$69bo6bo$69bobo4bo$70b2o11$74bobo$73bo2bo$74bo2bo$74bo2bo$75b3o!
16, B34e6n7c/S2-in3-a4eiq5ce6i, 14, 1, 447, 4bo$4b3o$3bo3bo$bo5bo$2o2bob2o$b2o2bo!
26, B34e6n7c8/S2-in3-ay4iq5ck6-ak7e8, 42, 4, 192, 5b2o$5bobo6b3o$5bobo5b2o2bo$6bo10bo$16b2o3$11bo9$bo$3o$3o$bo2$o!
7, B34e7c8/S2-in3-a4eiq5cek6ei7e8, 5, 1, 644, 4bo$5bo$5bo$o2b3o!
39, B36n/S2-in3-a4eiq5cer6cen, 22, 19, 150, 2o$obo$bo3$19bo$19bo$19bo$18b2o2$4b2o22b2o5bo$4bo22b2obo5bo$4bo23bobo3b2obo$3bo25bo6bobo$32b2o2b2o$32bo2bo$32bo$32bo2bo!
50, B34e6n8/S2-in3-ay4iq5c6ei, 36, 28, 224, 2bo9b2o$b2o10b2o$2o5bo2bob2o$b2o3b2o$2bo4bo$24b2o$7bo14b2obo$5b2obo14bo$6b3o15b2o$7bo7$12bo$15b3o3$14b2o$11b2o2b2o$15bo$12b3o$13bo!
17, B34e6n8/S2-in3-a4ciq5cer6ein7e8, 35, 10, 104, 2o$obo6b3o$obo5b2o2bo$bo10bo$11b2o3$6bo!
38, B36n/S2-in3-ay4iq5cer6ein7e8, 46, 20, 220, 23b2o12b3o8b2o$2b3o17bobo12bo2bo8bo$b2o18bo15b2obo9b2o$2obobo16bobo14bo11bo$23b2o24b3o$2bo2$3bo!
77, B36n8/S2-in3-ay4iq5cer6ein, 48, 34, 172, 2b3o$bo2bo$bo$b2o$2bo2$7bo4$b2o$o2bo$3o4$40bo$39b3o$38b2o2bo$40b3o3$3o$o2bo$b2o36b2o$40b2o17bo$41bo16b3o$57b2obo$7bo49bo2bobo$56bo3b4o$2bo57bo2b2o$b2o55bo2b3o$bo56bo2bo$bo2bo54b3o$2b3o55bo!
39, B34e8/S2-in3-a4eiq5ck6ein8, 152, 0, 380, 42bo$42b2o$41bob2o$40b2obo$40b3o$41bo2$34b4o$33b2o2bo$33bo3bo$34bobo$35bo2$2b3o$bo2bo$b2obo3$o2$bo$2o$b2o!
13, B34e6n8/S2-in3-a4eiq5c6en, 24, 4, 393, 8bo$7bo$10bo$o5bobo$b2o3b3o$2o!
21, B34e6n7c/S2-in3-ay4iq5ce6ei, 50, 8, 160, bo$2bo$3o7$37bo$37b3o$36bo3bo$34bo5bo$33b2o2bob2o$34b2o2bo!
24, B34e/S2-in3-a4iq5c6cn7e, 59, 11, 270, b3o$o$o$o17b3o8b2o$18bo2bo8bo$18b2obo9b2o$20bo11bo$30b3o!
39, B36n8/S2-in3-a4ciq5ckr6ei7e, 24, 6, 338, 16bo$16b3o$15bo3bo$13bo5bo$12b2o2bob2o$13b2o2bo2$6bo$6bo2bo$6bo$4bo$3b3o$3bob2o2$2bobo$o$2bobo2$3bob2o$3b3o$4bo!
8, B36n7c8/S2-in3-ay4ceiq5ck6c8, 10, 9, 291, 3o$o$2bo$b3o!
8, B36n7c8/S2-in3-a4iq5c6ein, 41, 16, 163, 2bo$2bo$obo$3o$bo!
31, B36n8/S2-in3-ay4iq5cr6ci7e8, 138, 138, 552, 2o$obo$o2bo$3bo$b2o29$27bo$28bo$26b3o26$8b3o$8bo2bo$9b2o4$15bo2$10bo$9b2o$9bo$9bo2bo$10b3o!
7, B34e6n8/S2-in3-a4eiq5cekr6in7e8, 19, 2, 183, 3o$ob2o$2bo!
14, B34e6n7c8/S2-in3-a4iq5cer6n, 3, 1, 463, 2b2o$bo2bo$bo2b2o$o2b2o$4o!
16, B34e6n7c8/S2-in3-ay4iq5ce6ei, 50, 8, 160, 4bo$4b3o$3bo3bo$bo5bo$2o2bob2o$b2o2bo!

Highest period:

Code: Select all

x = 35, y = 28, rule = B34e6n7c/S2-in3-a4iq5ckr6ei7e
25bo$24b3o$23bo2b2o$24b3o$25bo6$29bo$22b2o4b3o$21bobo3bo2bo$22bo8bo$
23bo4b2o2b2o$23bo9b2o$24bo6bobo$23b3obo3bo$24bo3bo$24b3o4$2bo$bobo$2ob
2o$b3o$2bo!

Largest minpop, with a huge symmetric back spark:

Code: Select all

x = 65, y = 35, rule = B36n8/S2-in3-ay4iq5cer6ein
2b3o$bo2bo$bo$b2o$2bo2$7bo4$b2o$o2bo$3o4$40bo$39b3o$38b2o2bo$40b3o3$3o
$o2bo$b2o36b2o$40b2o17bo$41bo16b3o$57b2obo$7bo49bo2bobo$56bo3b4o$2bo
57bo2b2o$b2o55bo2b3o$bo56bo2bo$bo2bo54b3o$2b3o55bo!

Failed glider forerake:

Code: Select all

x = 29, y = 74, rule = B36n8/S2-in3-ay4iq5cr6ci7e8
2o$obo$o2bo$3bo$b2o29$27bo$28bo$26b3o26$8b3o$8bo2bo$9b2o4$15bo2$10bo$
9b2o$9bo$9bo2bo$10b3o!

[LaundryPizza03]

The latest SSS files are too big to upload, but I can upload all the new and improved speeds since the last update. There are 115061 diagonal, 138352 orthogonal, and 341866 oblique ships, or 595279 ships in all. (That's assuming that there are no trivial flotillae in these results.)

Updated orthogonal ships.sss.txt

6210 new and 6971 improved speeds

(1.11 MiB) Downloaded 172 times

Updated diagonal ships.sss.txt

5310 new and 5052 improved speeds

(1.29 MiB) Downloaded 172 times

Updated oblique ships.sss.txt

23772 new and 16818 improved speeds

(4.49 MiB) Downloaded 176 times

[AforAmpere]

Thank you for keeping up with things, LaundryPizza!

Here's a new slope record, I think, at (421,1)c/867:

Code: Select all

x = 12, y = 7, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
8bo$4b6o$2bob7o$o5b6o$3b8o$9bo$5bo!

[yujh]

Thank you for keeping up with things, LaundryPizza!

Here's a new slope record, I think, at (421,1)c/867:

Code: Select all

x = 12, y = 7, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
8bo$4b6o$2bob7o$o5b6o$3b8o$9bo$5bo!

Congratulations!
Also a Nice rule to APGsearch!
(Very natural puffers and a ship)
C/2

Code: Select all

 x = 6, y = 13, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
..oo..$
.oooo.$
oooooo$
.oooo.$
.oooo.$
o....o$
.o..o.$
.o..o.$
oooooo$
.o..o.$
oo..oo$
.o..o.$
..oo..!

Code: Select all

 x = 12, y = 32, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
............$
..oo........$
.ooo.oooo...$
oooo.o.o.o..$
.oooooooo.o.$
.ooooooooo..$
.ooooooooooo$
..oooo..o...$
..ooo....o..$
..o.o.oooo..$
............$
..o...o.....$
....o.oo....$
..o.oooo....$
...o..ooo...$
..o..oooooo.$
......ooooo.$
..o..ooooo..$
....o.o...o.$
....oooo....$
.....o..o...$
....o.o.....$
............$
............$
.ooo.....o..$
o.o.o...ooo.$
oooo.o...ooo$
.ooo..o...o.$
.oo.o.....o.$
oo..........$
oo..........$
............!

c/3

Code: Select all

 x = 12, y = 13, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
.oo......oo.$
.oo......oo.$
.o..oooo..o.$
o...oooo...o$
.oooooooooo.$
.oo.oooo.oo.$
...oooooo...$
oooooooooooo$
.oooo..oooo.$
..o.o..o.o..$
...o....o...$
............$
............!

c/4

Code: Select all

 x = 13, y = 32, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
......o......$
....oo.oo....$
.....ooo.....$
....ooooo....$
...oo...oo...$
...oo...oo...$
.............$
...oo...oo...$
...oo.o.oo...$
...ooooooo...$
....ooooo....$
..o.ooooo.o..$
.oo..ooo..oo.$
o..o.ooo.o..o$
.o...ooo...o.$
..ooooooooo..$
.ooooooooooo.$
o.ooooooooo.o$
.ooo..o..ooo.$
o.o.......o.o$
.oo.ooooo.oo.$
...oo...oo...$
..o.o.o.o.o..$
....ooooo....$
..ooooooooo..$
...ooooooo...$
..ooooooooo..$
..ooo.o.ooo..$
..oo..o..oo..$
...o..o..o...$
.............$
.....o.o.....!

c/5 wickstretcher, which turns into a c/2 one

Code: Select all

 x = 13, y = 32, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
..oo.....oo..$
..oo.....oo..$
.ooooo.ooooo.$
...oo.o.oo...$
....ooooo....$
.ooooooooooo.$
...ooooooo...$
..ooooooooo..$
.o.ooooooo.o.$
..oo.o.o.oo..$
oo....o....oo$
..ooo...ooo..$
o...oo.oo...o$
...o.ooo.o...$
o...........o$
......o......$
o...........o$
......o......$
o...........o!

c/5

Code: Select all

 x = 11, y = 32, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
.....o.....$
...ooooo...$
..o.ooo.o..$
.oo.ooo.oo.$
..o.ooo.o..$
.....o.....$
...ooooo...$
..o.ooo.o..$
...ooooo...$
.ooooooooo.$
.o.ooooo.o.$
.ooooooooo.$
..ooooooo..$
ooooooooooo$
..ooooooo..$
...ooooo...$
..o.ooo.o..$
..ooooooo..$
...ooooo...$
..o.ooo.o..$
..o.ooo.o..$
...ooooo...$
..oo.o.oo..$
...ooooo...$
.ooooooooo.$
..ooooooo..$
..ooooooo..$
..ooooooo..$
....ooo....$
..ooooooo..$
....ooo....$
....o.o....!

[LaundryPizza03]

A few results for a wickstretcher.

Code: Select all

# Search results matching pattern bobo$6o$5bo$3ob2o$obo! for 8 gen in rule B2k3-jn/S2-ci3-a4ai with searchRule-matchPatt2.py using seed=1
8, B2k3-jnqy4ejq5k7c/S2-ci3-ak4aciknqy5aeqy6ain78, 82, 82, 996, 2b2o$3b2o$2obo$bo!
10, B2ikn3-jny4t5c6c8/S2-cn3-acky4-jkqrz5ejkny6cin7c8, 914, 0, 1828, 2b3o$4b2o$b2obo$obo!
6, B2ik3aeikr4cjq5acn6cn7/S2-ci3-aky4acikqtw5aeknq6-ik, 704, 0, 1414, ob2o$3bo$obo!
23, B2k3aciry4jt5acnq7e/S2-ci3-ay4aeinqt5eijnq6n7, 1186, 0, 2372, 6bobo$5b4obo$10b2o$o3bob5o$5b3o$2bob2o$4bo!

# Search results matching pattern bobo$6o$5bo$3ob2o$obo! for 8 gen in rule B2k3-n/S2-ci3-a4ai with searchRule-matchPatt2.py using seed=1
16, B2k3aijqr4cejq5cky6cn8/S2-ci3-acy4aeikty5akn6acn7, 56, 7, 136, 3bo$b3o$o2bo$o6bo$2bo3b2o$obo2b2o$2bo!
7, B2k3-eny4q5knq6k78/S2-ci3-ack4aikqy5ekn6ci7, 64, 0, 1292, 3b2o$4bo$obo$3bo$3bo!

I think I'm going to focus on the (56,7)c/136:

Code: Select all

x = 7, y = 5, rule = B2k3aijqr4cejq5cky6cn8/S2-ci3-acy4aeikty5akn6acn7
obobo$7o$6bo$2b2ob2o$bobo!

EDIT:

Code: Select all

# Search results matching pattern obobo$7o$6bo$2b2ob2o$bobo! for 10 gen in rule B2k3aijqr4cejq5cky6cn8/S2-ci3-acy4aeikty5akn6acn7 with searchRule-matchPatt2.py using seed=1
22, B2k3aijqr4cejqt5y6cn7c/S2-ci3-acy4aceikty5-cjqr6ac7e, 118, 0, 4476, 3bobobobo$bob3o3bo$2o5b3o$b6o$4b2o!
10, B2k3-ekny4jqt6cn8/S2-c3-acy4aeikty5any6ac78, 146, 146, 920, 2b3o$4b2o$b2obo$obo!
50, B2kn3-ekny4cjqt5y6cn7c/S2-ci3-acy4aiky5any6-kn7c, 57, 13, 1957, 2bo10bo5bobobo$19b8o$11b2o3bobo7b2o$4o13b2ob5obo$o2bobo12bobobobo$3b4o$b5o$2b3o!
23, B2ik3aijqr4cejqt5k6c8/S2-ci3-acy4aiky5akn6cei7, 214, 0, 970, b2o10bobo$o13b5o$o17b2o$obo11b3obo$2o12bobo!
26, B2ik3aijqr4cjq5ck6cn8/S2-ci3-acy4aeikqty5-cjqr6-ak7, 38, 6, 472, 20bo$19b4o$20bo14$13bobobo$13b5obo$19b2o$15b5o$16bo$2o$o!
13, B2k3aijqr4jq5ck6cn7c/S2-ci3-acy4aceikqy5aein6ei, 53, 9, 285, o$2o$b2o$2o$4bo$o3bo$4bo$bo2$2bo!
10, B2k3aijqr4cejq5cky6c/S2-ci3-acy4aeikty5aen6ei7e, 49, 16, 267, b2o$bobo$3bo$2b2o$bo$o$o!
10, B2k3-ekny4cjqt5c6cn8/S2-c3-acy4aikty5any6cen78, 139, 139, 796, 2bo$b3o$3bo$2obo$bo$o!

[LaundryPizza03]

Here is every unknown speed with period 15 and dx ≤ 12.

Code: Select all

4, B2ac3eqry4-cijqtz5-ceik6in8/S2ei3aijry4aknr5cekny6-ai78, 9, 3, 15, 2bo$2bo$obo!
4, B2-ek3ac4-acqrty5-jry6aen7c/S2e3aijnr4ejknty5ikn6-ek7c, 9, 4, 15, 3bo2$2obo!
3, B2-ek3enr4enrw5cekry6ack7/S1e2cen3ajq4ceity5-acjq6-cn7e8, 9, 5, 15, o2$2bo2$2bo!
3, B2-ek3y4acknrtw5ejkr6aei78/S2i3-ekn4-inqrw5iknqy6ack7e, 10, 1, 15, 2bo2$2bo2$o!
3, B2-ek3ackr4ackr5akry6aei7c8/S3aijry4-airy5-ij6-kn7e, 10, 2, 15, 2bo2$2bo2$o!
3, B2-ek3ekry4cnryz5-aik6aci7e8/S1e2ek3aij4aktwz5-jkqy6ak7c8, 10, 3, 15, o2$2bo2$2bo!
3, B2aci3aky4aiq5cekqy6ack7/S1c2ai3-ijnr4ijnqtwz5cjq6ai7, 10, 4, 15, bo2$bo$o!
3, B2-ek3ce4aceiy5-nqy6a7/S1e2ci3ajn4-jknqt5cknqy6ein7, 11, 1, 15, 2bo2$2bo2$o!
3, B2-ek3c4aeinw5-ackr6aen7e8/S1e2ekn3acky4acikqt5-eiqr6acn7e8, 11, 2, 15, o2$2bo2$2bo!
3, B2-ek3n4-cknqr5acjnr6ckn7c8/S1e2-ai3acry4-kwy5-acq6ekn78, 11, 3, 15, o2$2bo2$2bo!

[Macbi]

So I'm coming back to my idea of scraping all of the ships off the catagolue and putting them into 5S. Once I've got the ships from the catagolue, is there a script that will check if they're the best known ship of that speed and prepare them in the right format?

[LaundryPizza03]

So I'm coming back to my idea of scraping all of the ships off the catagolue and putting them into 5S. Once I've got the ships from the catagolue, is there a script that will check if they're the best known ship of that speed and prepare them in the right format?

You'd use 5s-update.py, assuming your output is in sss format.

[wildmyron]

Looking through this thread, so much been happening while I've been inactive, but I have been reading during my absence. Thank you everyone for the great work keeping the project going, and special thanks to LaundryPizza03 for keeping an up to date collection and being able to answer questions about the status of the collection. I'm working on an update to the Github version of the collection, hopefully I'll get that published soon.

Here is every unknown speed with period 15 and dx ≤ 12.

Code: Select all

<snip>

Very nice, any progress on the remaining (hard) ones?

Here's a new slope record, I think, at (421,1)c/867:

Code: Select all

x = 12, y = 7, rule = B2in3-ck4cjz5ekny678/S2n3-jq4acikqrt5ceky678
8bo$4b6o$2bob7o$o5b6o$3b8o$9bo$5bo!

Astounding!

I know from a previous post that checking for trivial flotillae is extremely time-consuming. I wonder if we could automate it...

It can definitely be automated, at least for the cases where the component ships remain well separated. I've just struggled with the actual process of writing this code, even though I have got a copy of something similar which is written in Javascript to use as a reference. Also I've struggled to decide how to deal with spaceships where there are separate sub-periodic wings - e.g. a c/2 spaceship with a p2 middle which joins two high period wings (such as p18 and p16 for a p144 ship). Kind of the equivalent of trivial oscillator periods in CGoL. I'm currently leaning towards including them, they'll tend to be larger than a small c/2 mechanism which exhibits the full period and so they'll be replaced if such a highP ship is found.

So I'm coming back to my idea of scraping all of the ships off the catagolue and putting them into 5S. Once I've got the ships from the catagolue, is there a script that will check if they're the best known ship of that speed and prepare them in the right format?

You'd use 5s-update.py, assuming your output is in sss format.

5S_update.py will also extract ships in rle format from a large string of text on the clipboard. You just want to have each ship in a separate rle "paragraph".

[LaundryPizza03]

You're welcome, I'll keep going. Currently I'm working on another spaceship database for a comprehensive list of OT ships.

Recently Macbi found a rule with a 20-cell (24,6)c/54, a new speed, based on a moving failedrep. Additionally, this ship can be used as a precursor for other period multiples of (4,1)c/9.

Code: Select all

x = 21, y = 12, rule = B2e3-r5i8/S23-a4kz7c
2bo$2b3o7$10b2o6b2o$o8bo2bo4bo2bo$bo8b2o6b2o$11bo6bo!

Full list of searchRule results after 211K rules:

Code: Select all

# Search results matching pattern 2bo$2b3o7$10b2o6b2o$o8bo2bo4bo2bo$bo8b2o6b2o$11bo6bo! for 9 gen in rule B2e3-r5i8/S23-a4kz7c with searchRule-matchPatt2.py using seed=1
28, B2en3-r4qz5cijr6ekn7c/S23-ac4eyz5ek6i78, 28, 7, 63, o2bo$4o5b2o6b2o$b2o7b8o$11bo4bo$o2bo$4o!
16, B2e3-ceqr4cekt5ein6k7c8/S23-ace4cknyz5acekn6e78, 20, 5, 45, bo8b2o6b2o$o8bo2bo4bo2bo$10b2o6b2o$11bo6bo!
32, B2e3-er4kz5ceij6kn/S23-a4kn5ek6n7c, 16, 4, 36, 3bo$3bo$2bobo$3b2o2$3o$b3o7b2o9b2o6b2o$11b3o7bo2bo4bo2bo$13bo8b2o6b2o$23bo6bo!
23, B2ei3-ceqr5ceijr6in/S23-a4e5acek6ace7c, 16, 4, 36, bo$o$7bo9b2o2bo$6bo8bob2o2bo$6b3o6b2o2b3o$9bobo$9b2o!
10, B2ei3-r4eyz5ij8/S23-ace4kt6cin7c, 28, 7, 63, 7b2o$o5bo2bo$o6b2o$o6bo!
13, B2ei3-er4q5eir6ik/S23-ac5ac6a7c, 16, 4, 36, 10b2o$o4b2o2bo2bo$o5bo3b2o$o9bo!
11, B2en3-er4q5ij/S23-ac4nt5acr6c7c8, 16, 4, 36, bo4b2o$o6bo$o4b3o$b2o!
19, B2ein3-eqr4etz5ei6en8/S23-ace4cent5c6cen7c8, 24, 6, 54, o$2b2o$2b3o6b2o$2bob2o4bo2bo$3b3o5b2o$11bo!
12, B2e3-ceqr4qy5ci/S23-ac4kn5cn6en7c, 20, 5, 45, o7b2o$bob2o2bo2bo$4bo3b2o$8bo!

[Macbi]

Recently Macbi found a rule with a 20-cell (24,6)c/54, a new speed, based on a moving failedrep.

I didn't discover it myself, I just rediscovered it when I scraped the catagolue.

[LaundryPizza03]

Smaller (26,4)c/98, 3 cells from 5:

Code: Select all

x = 2, y = 5, rule = B2cik3ainr5r7c/S2-c3-acy4ciqt5aer6a8
o2$o2$bo!

Search results matching pattern o2$bo2$bo! for 16 gen in rule B2cik3aeinr5r7c/S2-c3ijnqr4i with searchRule-matchPatt2.py using seed=1, out of 31M rules:

Updated ships.sss.txt

641 new and 1843 improved speeds out of 2493 ships

(241.16 KiB) Downloaded 149 times

[LaundryPizza03]

More ships, based on a variant of a (2,1)c/5 engine found by Saka:

Code: Select all

# 5S collection updated - 32 new and 11 improved speeds out of 45 ships.
# Diagonal speeds updated:
# [(26, 26, 92), (45, 45, 156), (45, 45, 162)]
# [(72, 72, 332)]
# Oblique speeds updated:
# [(11, 6, 29), (11, 6, 30), (13, 5, 31), (12, 7, 31), (12, 5, 31), (13, 5, 32), (14, 5, 34), (13, 6, 35), (15, 6, 36), (14, 8, 36), (12, 8, 36), (14, 6, 37), (16, 6, 38), (15, 8, 38), (13, 8, 38), (16, 5, 39), (12, 9, 40), (17, 7, 41), (17, 9, 43), (16, 8, 43), (14, 12, 47), (16, 10, 48), (17, 12, 54), (22, 12, 56), (17, 13, 58), (22, 12, 62), (26, 22, 77), (28, 7, 301), (21, 6, 318)]
# [(10, 7, 28), (11, 7, 33), (11, 9, 35), (11, 8, 35), (15, 8, 44), (18, 7, 48), (12, 8, 199), (10, 9, 209), (27, 3, 217), (10, 2, 410)]
9, B2ce3aiy4ajqwy5n6en/S2aen3-acy4-cknyz5acer6k8, 26, 26, 92, bo2$ob2o$obo$3o!
23, B2cei3aiy4ajqy6c/S2aen3-ay4aijnqrw5cey6k, 45, 45, 156, 4o$o2bo$2o$o2$2bo$3o2$4bo$5b2o$2b2o2bo$3b3o$4bo!
16, B2-ak3aiy4ackqty5ci6ce/S2aen3-acy4-nyz5ek7c8, 45, 45, 162, 2bo$2o4b2o$o6bo$4b4o$bob4o!
7, B2ce3aiy4aqwy5ci6c/S2aei3-a4-ckntz5aer7c8, 72, 72, 332, 2b2o$obo$3o!
12, B2ce3aiky4aq5n6e8/S2ae3-acy4-cktyz5cnr6k8, 11, 6, 29, 3b2o$bo2b2o$o3bo$2ob2o$2bo!
22, B2ce3aiy4ajkqtw5aci6e/S2aei3-a4-ektyz5en7c, 11, 6, 30, 3b3o$3bo$3bo$2b3o$o3b2o$2ob2o$o2b2o$b3o$bo!
12, B2ce3aiy4aw5c8/S2ae3-acy4-centz5ary6eik7c, 13, 5, 31, 3b2o$bo2b2o$o3bo$2ob2o$2bo!
10, B2-ak3aiy4a6en/S2aen3-ac4aijqrwy5c7c, 12, 7, 31, 2bo$3b2o$2o2bo$b3o$2bo!
9, B2ce3aiy4a5cn6n/S2ae3-acy4-cetz5acnr6eik7c, 12, 5, 31, bo2$ob2o$obo$3o!
9, B2ce3aiy4ajqw5in6cn8/S2ae3-ay4aijqrwy5cr6ei7c, 13, 5, 32, bo2$ob2o$obo$3o!
36, B2-ak3aiy4ajkqt5c6e8/S2aei3-ay4aeijqrw5nr6k, 14, 5, 34, 6b3o$6b3o$5b2o8bo$5bo9bo$2bo2bo6bob2o$bo3b2o5b2o$2o2bo3bo$8b3o2$17b2o$15bo2bo$15b3o$16bo!
14, B2ce3aiy4akqy5ac6e/S2-ck3-ac4-cntz5anr6e7c, 13, 6, 35, 3b3o$o2b3o$o2bobo$2ob2o!
9, B2-ak3aiy4ajqt5ai6ce/S2aen3-acy4aeijqrw5ry6i8, 15, 6, 36, bo2$ob2o$obo$3o!
14, B2ce3aiy4aty5in6cei/S2ae3-ay4-ckz5-eijq7c, 14, 8, 36, 3bo$3b2o$4b2o$3obo$o2b2o$2o!
17, B2cei3aiy4ajqt6en8/S2aei3-acy4-cenyz5acer7c, 12, 8, 36, 3o$bo2b2o$o2bobo$4b2o2$b2obo$3o!
10, B2ce3aiy4akqt5i6n8/S2ae3-acy4aijqrwy5acnr6k7c8, 14, 6, 37, 2bo$3b2o$2o2bo$b3o$2bo!
13, B2ce3aiy4ajt5r6i/S2ae3-ac4aeijnqr5aenry6k8, 16, 6, 38, 2b3o$2o2bo$ob3o$b3o!
25, B2cei3aiy4aqy5i6n8/S2aei3-ay4-cetyz5cenry6ik7c, 15, 8, 38, 4bo$2bobo$4bo$b2o$b3o8bo$2o2bo8b2o$8b2obo2bo$8bo2b3o$8bo3bo!
9, B2cen3aiy4acjqy5acn6en/S2aei3-ac4-cknz5akry6e8, 13, 8, 38, bo2$ob2o$obo$3o!
11, B2ce3aiy4aty5a6en8/S2-ck3-acy4aeijqrw5-eijq6eik, 16, 5, 39, 10bo$o10b2o$8b2o2bo$9b3o$10bo!
10, B2ce3aiy4ackqty5r6e/S2ae3-a4-ekz5e6k, 12, 9, 40, 2o$obo$3o$3o!
9, B2cei3aiy4at/S2-ck3-a4aijnqrw5kry6k7c, 17, 7, 41, bo2$ob2o$obo$3o!
22, B2-ak3aiy4ae5ai6en/S2aei3-acy4-cntyz5ackr6ei8, 17, 9, 43, o3$15bo$14bo2bo10bo$14b2o$15bo7b2o2bob2o$23bo3bobo$23b2o2b3o$26bo!
9, B2ce3aiy4ajw5ci6ce/S2ae3-acy4-cektz5kn6e7c, 16, 8, 43, bo2$ob2o$obo$3o!
14, B2ce3aiy4aety5cn6cin8/S2aei3-acy4-ckz5r6ik7c8, 14, 12, 47, 4b3o$6bo$o2b4o$2bob2o$2b2o!
16, B2-ak3aiy4ackqw5ainr6cn/S2-ck3-acy4-cntyz5cr6ek8, 16, 10, 48, 4bo$3b3o2$3b2o2$7bob2o$o6bobo$o6b3o!
9, B2ce3aiy4acqwy5n6ei/S2aen3-acy4-cenyz5-ijqy6ek7c, 17, 12, 54, bo$b2o$2b2o$2bo$b2o$o!
19, B2cei3aiy4a5ai6cei8/S2-ck3-a4-centz5kry6i, 22, 12, 56, b2o$bo$2o2bo$bo14bo$b2o14b2o$14b2o2bo$15b3o$16bo!
16, B2cen3aiy4acjkqt5n/S2ae3-ay4-cekyz5ck7c, 17, 13, 58, 2bo$2b3obo$o3bo$o4bo$bob3o$2b3o!
12, B2ce3aiky4aq5i6n/S2aei3-ay4aijnqrt5ekn7c8, 22, 12, 62, o3$o3$17b2o$18bo$15bo2b2o$16bobo$16b2o!
32, B2ce3aiy4ajky5c6cei8/S2aen3-ac4-cnyz5eky7c, 26, 22, 77, b3o$b2o$2bo3bo$o4b2o$ob2obo$b4o11bo$8b2o7b2o$8b2o4bo3bo$14b4o$16bo!
12, B2ce3aiky4acejk5cir6en8/S2-ck3-acy4-nwyz5kn6i7c, 28, 7, 301, 3b2o$2bobo$b2o2bo$2bo$2b2o5$o3$o!
11, B2-ak3aiy4acejkqt5inr6ein8/S2-ck3-ay4-cntyz6eik7c, 21, 6, 318, 4bo$4b3o$2bo3bo$4b3o$o$bo!
8, B2ce3aiy4akqtw6e/S2ae3-acy4aijqrwy5n6e7c, 10, 7, 28, 2b2o$o2bo$3o$bo!
9, B2-ak3aiy4acjw5ai6c/S2aen3-ay4aijnqrw5-ijkq6k7c, 11, 7, 33, bo2$ob2o$obo$3o!
11, B2cen3aiy4aejqtw5ai6cn/S2-ck3-ay4-cnz5r6i, 11, 9, 35, o3$3bo$4b2o$b2o2bo$2b3o$3bo!
9, B2cei3aiy4aw6c8/S2aen3-ac4-cekyz5acr6i, 11, 8, 35, bo2$ob2o$obo$3o!
16, B2cen3aiy4acqty5ai6ce/S2ae3-acy4-cenyz5acekr7c, 15, 8, 44, o$4bo$2o3b3o$bo3bobo$bo2bo$2b4o!
8, B2ce3aiy4ay5aci6i8/S2ae3-acy4-cknyz5cknry6ei8, 18, 7, 48, 3bo$3b2o$3bobo$o3b2o!
6, B2ce3aiky4acekty5ir6n8/S2ae3-ay4-enwz5acer6i7c8, 12, 8, 199, o$2o$2bo$b2o!
4, B2cei3aiy4acety5acr6in/S2ae3-ac4-cnyz5aekn6i, 10, 9, 209, bo$2bo$bo$o!
6, B2-ak3aiy4ajqtwy5a6i/S2aei3-ac4-kntwz5ckry8, 27, 3, 217, 3o$bo$2o!
13, B2-ak3aiy4aceqy5cn6cn8/S2ae3-ay4-cntz5er6eik7c8, 10, 2, 410, bo$b2o$b3o$o3bo$bob2o7$obo!

[LaundryPizza03]

12 new and 9 improved speeds out of 22 ships. The design is based on a ship found by GUYTU6J.

Code: Select all

# Search results matching pattern b3o$3bo$3b3o$o4bo$5bo$obo$7b3o$9bo$9b3o$6bo4bo$5bo5bo$2bo5bo$2bo4bo$2b3o$4bo$4b3o! for 12 gen in rule B3aikn4ak5aci6acn/S2-ci3-ae4cin with searchRule-matchPatt2.py using seed=1
38, B3aeik4akqt5-einq6-a7e/S2-ci3-aey4cijnrt5eikn6a7c8, 36, 18, 450, 8b3o$7bo2bo$7bo3bo$7b2o3bo$9bo3b2o$3b2o5bo3bo$2bob2o5bo2bo$bo3bo5b3o$o3bo$2obo$b2o4b4o!
22, B3-cejn4aciy5acjr6-i78/S2-ci3-aey4ceijnt5ikny6a8, 27, 15, 301, 3b2o$2bobo$bo2bo$o3bo$4o$6bo$5bobo$4b2obo$4b3o$5bo!
34, B3ainqy4acq5acikr6-ai7e8/S2-ci3-ae4cn5iky6kn7e, 30, 18, 144, 6b3o$6bo2bo$6bo3bo$7bo3bo$8bo2bo$9b3o$3o$o2bo$obobo$bo$4b2o$bobo$3o$b2o$2bo2$5bo!
42, B3aeiky4aq5ackq6-ak7c/S2-ci3-aey4cin5i6ac7c, 60, 24, 252, b2o$bobo$bo2bo$bo3bo$2b4o2$7b2o$7bobo$7bo2bo$7bo3bo$8b4o3$4o$o3bo$bo2bo$2bobo$3b2o4$9bo$10b2o8$19bo$19bo$20bo!
65, B3aeiqy4acy5-iknq6ckn7c/S2-ci3-aey4cknr5eiky6n7, 37, 35, 351, 12bo$12bo$12bo$12bo$6b2obo$6bob2o$5bo3bo$8b2o$7bo5bo23bo$3o10b2o22b2o$bobo9bobo21bobo$2bobo9bobo21bobo$3b2o10b3o21b3o$4bo2$6b3o21b3o$7bobo21bobo$8bobo21bobo$9b2o22b2o$10bo23bo!
88, B2k3aeiqy4az5-einq6acn7e/S2-ci3-aey4ceijkn5ein6n, 66, 30, 288, 9b2o$8bob2o$7bo3bo$6bo3bo$6b2obo$7b2o$3b2o10b2o$2bob2o8bob2o$bo3bo7bo3bo$o3bo7bo3bo$2obo8b2obo$b2o10b2o2$8bo$8bob2o15bo$8bo18b2o$27bobo$28bobo$9bo19b3o2$33bo$20b3o10b2o$21b2o10bobo$22b2o10bobo$23bo11b3o3$26b3o$27bobo$28bobo$29b2o$30bo3$12bo$13bo!
78, B3ainqr4atyz5acejk67e/S2-ci3-ae4cjkn5eky6-ei7e, 55, 25, 240, 9b2o$8bobo$7bo2bo$6bo3bo$6b4o2$3b2o$2bobo9b4o$bo2bo8bo3bo$o3bo8bo2bo$4o9bobo$13b2o4$26b3o$28bo$28b3o$25bo4bo$24bo5bo$21bo5bo$21bo4bo5b3o$22b2o10bo$23bo10b3o$24b2o5bo4bo$30bo5bo$27bo5bo$27bo4bo$27b3o$29bo$29b3o!
32, B2k3-cjny4akq5aceir67e8/S2-ci3-ae4cenrt5iky6kn8, 35, 12, 2039, 35b3o$34bo$34bo3bo$34bob2o$37bo$35b2o19$5b3o$5bo2bo$5bo3bo$6bo3bo$7bo2bo$2o6b3o$obo$2o!
8, B2k3aiq4acqtz5acir6-ai7e/S2-ci3-aey4ceiknrt5n6-ek7, 21, 14, 183, b2o$o2bo$3b2o$2b2o!
81, B3aiy4aqtyz5acjry6cin7/S2-ci3-ae4ciknrt5iy6cin7e, 52, 34, 472, 10bo$9b2o$8bobo$7bobo$6b3o2$4bo$3b2o10b3o$2bobo9bobo$bobo9bobo$3o10b2o$13bo2$9b3o$8bobo$7bobo$7b2o$7bo2$30b2o10b2o$29bobo9bobo$30b3o9b3o$31b4o8b4o$32bobo9bobo$33bo11bo$26bo$26b2o$26bo2$24b4o2$42bo$43bo2$41bo$40b2o!
73, B3aikq4aciqty5-enq6-ak7/S2-ci3-ae4cint5ei6n7e8, 131, 131, 2052, 13bo2$3b3o7b2o$2bo2bo$bo3bo8bo$o3bo8b3o$o2bo9bo$3o13bo$14b3o6$12b3o$12bo2bo$11bo3bo$10bo3b2o$8b2o3bo$8bo3bo$8bo2bo$9b3o5$17bo$17b2o$17b2o4$11b3o$10b2ob2o$10bo3b2o$13bobo$13bo$12b3o$12bo2bo$12bo2$13b3o!
66, B3aein4akqy5acj6cin7/S2-ci3-aey4-aqwyz5ik6ac7c8, 29, 25, 663, 3b2o$2bobo$bo2bo$o3bo$4o$8b3o$10bo$10b3o$5bo6bo$5bo6bo$5b3o$7bo$3b2o2b3o$2bobo9b4o$bo2bo8bo3bo$o3bo8bo2bo$4o9bobo$13b2o2$8b4o$7bo3bo$7bo2bo$7bobo$7b2o!
46, B3aiq4acik5-knqy6-ak7e8/S2-ci3-ae4cinrt5in6ain8, 47, 21, 437, 7b3o$7bo2bo$7bo3bo$8bo3bo$9bo2bo$10b3o$13b3o$2o11bo2bo$2o11bo3bo$14bo3bo$15bo2bo$16b3o$7b3o$7bo2bo$7bo3bo$8bo3bo$9bo2bo$10b3o!
64, B3aeir4aciqt5-ijn6/S2-ci3-aey4cenrt6ac, 32, 4, 256, 12b2o$13b2o$12b4o$6bobo5bo$7bo$8bo$3b3o3bobo$2bo2bo4b2o$bo3bo24bo$o3bo22bo3bo$o2bo25b3o$3o$9b3o15bo$8bo2bo$7bo3bo$6bo3bo$6bo2bo$6b3o9$29b2o$29bobo$29b2o2$13bo$12bobo$12b3o!
101, B2k3aeikn4ackt5-ejkn6cn8/S2-ci3-aey4cikn5y6ik78, 46, 34, 240, 14bo$14b2o$14b2o$14b2obo$14bo$16bo2$11bo2bobo$10bobo24bo$12b2o2bo20b2o$13bo23bobo$13bo24bobo$14bo24b3o2$43bo$30b3o10b2o$31bobo9bobo$32bobo9bobo$18b2o13b2o10b3o$2bo31bo$4bo12bo2bo$3obo14bo16b3o$bobo33bobo$2bobobo31bobo$3b3o33b2o$4bo35bo7$25bo$25b2o$25bobo$26bobo$27b3o3$18b3o$19bobo$20bobo$21b2o$22bo!
30, B3-cejq4acikqtz5-ejnr6cn78/S2-ci3-aey4ceijnt5ny6ai, 48, 42, 270, bo$b2o$bobo$2bobo$3b3o2$7bo$7b2o$7bobo$8bobo$9b3o3$3o$bobo$2bobo$3b2o$4bo!
101, B2k3aikn4aty5-knr6cen78/S2-ci3-ae4cijknt5en6a7c, 36, 30, 270, 2bo$bo$4o$bo2bobo$2b3o2bo62bo$4bo64b2o$4b3o47bo13bobo$52b2o5bobo5bobo$17bo34bobo5bo5b3o$14bo38b2o6bo$14b4o2bo31bo7bo$16bo43b5o10b3o$11bob3ob5o38bo3b2o8bobo$12bo2bob2o42b3o9bobo$13b2ob3o41b2o11b2o$15b2obo41bo2bob2o6bo$15bo44bo2bo$61b2o!
66, B3ainq4acityz5ace6-ei7c8/S2-ci3-ae4ceijknt5ny6in78, 66, 30, 288, 3b2o$2bobo$bo2bo$o3bo$4o$8b3o$10bo$10b3o$5bo6bo$5bo6bo$5b3o$7bo$3b2o2b3o$2bobo9b4o$bo2bo8bo3bo$o3bo8bo2bo$4o9bobo$13b2o2$8b4o$7bo3bo$7bo2bo$7bobo$7b2o!
37, B2k3aei4aijky5acery6-a7/S2-ci3-aey4ceiknt5i6-ek7, 22, 2, 360, 2b3o7b2o$2bobo6b2obo$bo2bo6bo3bo$o2bo8bo3bo$13bob2o$14b2o4$8bo$7b2o$7bobo$10b3o$12bo$10b3o$9bo$8bo!
81, B3aikq4aiktz5-inqr6-i7c/S2-ci3-ae4cejnrt5kny6cn7c8, 56, 2, 336, 20b3o$20bo2bo$19bo3bo$18bo3b2o$16b2o3bo$16bo3bo$16bo2bo6b3o$17b3o6bo2bo$25bo3bo$24bo3b2o$22b2o3bo$22bo3bo$15b3o4bo2bo$15bob2o4b3o$15b2o2bo$13bobo2b2o$12b2obo3bo$15bob3o$4bo$3b2o$2bobo$bobo$3o3$9b3o$8bobo$7bobo$7b2o$7bo!
72, B3aeiy4aciqt5-inry6cen7e/S2-ci3-ae4cnr5eikny6a, 48, 36, 252, 4b3o$4bo2bo$3bo3bo$2bo3b2o$2o3bo$o3bo5b2o$o2bo5b2obo$b3o5bo3bo$10bo3bo$11bob2o$7b2o3b2o$6bo2bo$7bo2bo$7bo$2bo2b3o$4bobo$2bobo$bo$2b2o$2b2o$7b2o$6b2obo$6bo3bo$7bo3bo3bo$8bob2o3bo$9b2o4bo$15bo!
44, B3ainr4ajqtz5acejk6-ak8/S2-ci3-aey4cijn5ikny6c7c, 48, 24, 216, 7b2o$7bobo$7bo2bo$7bo3bo$8b2ob2o$11b2o2$4o5b3o$o3bo4bo4bo$bo2bo4bo5bo$2bobo7bo5bo$3b2o8bo4bo$16b3o$16bo$14b3o!