Miscellaneous Discoveries in Other Cellular Automata

For discussion of other cellular automata.
AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 30th, 2019, 7:36 pm

With compressed tape, and without toroidalet's better destruction, here is a 48c/14654 single-lane:

Code: Select all

x = 147, y = 3756, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
61b2o$61b2o31$109b2o$109b2o8$121b2o$121b2o4$24b2o46b2o$24b2o46b2o$36b
2o22b2o22b2o22b2o$36b2o22b2o22b2o22b2o2$84bo$83bobo8$83b3o$83bobo7$83b
3o$83bobo9$83b3o$83bobo11$83b3o$83bobo9$83b3o$83bobo16$84bo$83bobo11$
83b3o$83bobo11$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo
13$83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bob
o5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bo
bo11$83b3o$83bobo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83b
obo13$83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$
83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo
$83bobo11$83b3o$83bobo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84b
o$83bobo13$83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b
3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$
84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo14$83b3o$83bobo11$84bo$83bobo
7$84bo$83bobo6$83b3o$83bobo9$83b3o$83bobo21$83b3o$83bobo6$83b3o$83bobo
5$83b3o$83bobo10$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo16$84bo$83bob
o11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bo
bo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$
83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o
$83bobo5$83b3o$83bobo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo
$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo14$84bo$
83bobo8$84bo$83bobo13$84bo$83bobo13$84bo$83bobo13$83b3o$83bobo11$84bo$
83bobo6$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b3o
$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b
3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$
83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo
16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bob
o5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bo
bo11$83b3o$83bobo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83b
obo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo5$84bo$83bobo
5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo18$83b3o$83bobo
6$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo17$83b3o$83bob
o10$84bo$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$
84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$
84bo$83bobo13$83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$
83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo
16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bob
o10$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bo
bo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83b
obo11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo9$83b3o$83bobo6$83b3o$
83bobo5$84bo$83bobo11$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o
$83bobo6$83b3o$83bobo5$83b3o$83bobo10$83b3o$83bobo6$83b3o$83bobo5$83b
3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo14$
83b3o$83bobo8$83b3o$83bobo13$83b3o$83bobo13$83b3o$83bobo12$84bo$83bobo
12$83b3o$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$
84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$
84bo$83bobo5$84bo$83bobo7$84bo$83bobo10$84bo$83bobo8$84bo$83bobo5$84bo
$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo17$84bo$83bobo16$84bo
$83bobo9$83b3o$83bobo11$83b3o$83bobo8$83b3o$83bobo7$84bo$83bobo7$84bo$
83bobo9$84bo$83bobo11$84bo$83bobo9$84bo$83bobo17$83b3o$83bobo10$84bo$
83bobo5$84bo$83bobo5$84bo$83bobo7$84bo$83bobo10$84bo$83bobo8$84bo$83bo
bo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo
14$84bo$83bobo8$84bo$83bobo13$84bo$83bobo13$84bo$83bobo17$83b3o$83bobo
10$84bo$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$
84bo$83bobo5$84bo$83bobo5$84bo$83bobo13$83b3o$83bobo11$84bo$83bobo6$
83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo
5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bob
o16$83b3o$83bobo9$84bo$83bobo8$83b3o$83bobo7$83b3o$83bobo16$84bo$83bob
o11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bo
bo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$
83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o
$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b
3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$
83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo
10$83b3o$83bobo7$83b3o$83bobo16$83b3o$83bobo8$84bo$83bobo13$83b3o$83bo
bo11$84bo$83bobo6$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83b
obo14$83b3o$83bobo11$84bo$83bobo7$84bo$83bobo6$83b3o$83bobo9$83b3o$83b
obo21$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo8$84bo$83b
obo8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo
17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo14$84bo$83bobo
8$84bo$83bobo13$84bo$83bobo13$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$
84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo
$83bobo5$84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$83b3o$
83bobo10$84bo$83bobo5$84bo$83bobo17$84bo$83bobo16$84bo$83bobo9$83b3o$
83bobo11$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo8$84bo$83bobo6$84bo$
83bobo13$83b3o$83bobo10$83b3o$83bobo7$83b3o$83bobo16$83b3o$83bobo3$60b
2o22b2o22b2o22b2o$60b2o22b2o22b2o22b2o$2o46b2o46b2o$2o46b2o46b2o2$83bo
bo$84bo$145b2o$145b2o8$133b2o$133b2o5$83bobo$84bo7$83bobo$84bo10$83bob
o$84bo6$37b2o$37b2o$46b2o$45bobo33b3o$81b2o2$84bo$81bo$79b6o$79b2o$79b
3o$80bo2bo$79bobo$78bo2bo$79b2o!
With some lanes, it becomes 48c/7330:

Code: Select all

x = 164, y = 1947, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
109b2o$109b2o6$114bob3o$115bob2o$114b3o5$108bo$107bobo6$61b2o$61b2o10$
107b3o$107bobo4$152bo$151b2o$151b2o4$108bo$107bobo5$108bo$107bobo2$
162b2o$162b2o5$108bo$107bobo5$161b2o$161b2o2$24b2o46b2o46b2o$24b2o46b
2o32b3o11b2o26b2o$36b2o22b2o15bo6b2o6b2o5bo9bo22b2o14b2o$36b2o22b2o14b
o7b2o7bo6bo7b2o22b2o$77bo14b2o5bo6b2o4$84bo$83bobo3$107bobo$107b3o8$
107bobo$107b3o4$83b3o$83bobo21bobo$107b3o9$84bo$83bobo$107bobo$108bo3$
84bo$83bobo6$84bo$83bobo5$84bo22bobo$83bobo21b3o5$107bobo$107b3o4$84bo
$83bobo21bobo$107b3o5$84bo$83bobo5$84bo$83bobo21bobo$107b3o5$107bobo$
107b3o8$107bobo$107b3o$83b3o$83bobo6$107bobo$107b3o3$84bo$83bobo$107bo
bo$107b3o3$84bo$83bobo2$107bobo$107b3o2$84bo$83bobo7$107bobo$107b3o5$
107bobo$84bo22b3o$83bobo5$107bobo$107b3o2$84bo$83bobo2$107bobo$107b3o
10$84bo$83bobo21bobo$108bo12$84bo$83bobo3$107bobo$107b3o5$107bobo$107b
3o3$83b3o$83bobo$107bobo$107b3o9$84bo$83bobo2$107bobo$107b3o3$83b3o$
83bobo$107bobo$107b3o6$83b3o$83bobo$107bobo$107b3o6$83b3o$83bobo$107bo
bo$107b3o3$83b3o$83bobo2$107bobo$108bo9$83b3o$83bobo$107bobo$107b3o3$
83b3o$83bobo5$83b3o$83bobo3$107bobo$108bo5$107bobo$108bo6$84bo$83bobo
3$107bobo$107b3o7$83b3o$83bobo5$83b3o$83bobo3$107bobo$108bo$83b3o$83bo
bo3$107bobo$108bo3$83b3o$83bobo$107bobo$108bo8$83b3o$83bobo3$107bobo$
108bo4$83b3o$83bobo21bobo$108bo4$83b3o$83bobo3$107bobo$108bo8$107bobo$
108bo3$84bo$83bobo$107bobo$108bo9$83b3o$83bobo21bobo$107b3o4$83b3o$83b
obo12$107bobo$108bo4$83b3o$83bobo21bobo$107b3o12$107bobo$108bo2$83b3o$
83bobo8$84bo$83bobo21bobo$107b3o6$107bobo$107b3o3$84bo$83bobo8$84bo$
83bobo5$107bobo$108bo2$83b3o$83bobo2$107bobo$108bo4$83b3o$83bobo5$107b
obo$107b3o3$83b3o$83bobo11$83b3o$83bobo$107bobo$108bo5$107bobo$108bo$
83b3o$83bobo3$107bobo$108bo12$84bo22bobo$83bobo22bo5$107bobo$108bo5$
83b3o$83bobo2$107bobo$108bo2$83b3o$83bobo5$83b3o21bobo$83bobo22bo5$
107bobo$107b3o$83b3o$83bobo10$83b3o21bobo$83bobo22bo8$83b3o$83bobo3$
107bobo$107b3o$83b3o$83bobo3$107bobo$107b3o11$107bobo$84bo23bo$83bobo
11$83b3o$83bobo3$107bobo$107b3o$83b3o$83bobo3$107bobo$107b3o$83b3o$83b
obo3$107bobo$107b3o10$83b3o$83bobo$107bobo$107b3o5$107bobo$83b3o21b3o$
83bobo7$107bobo$107b3o5$83b3o$83bobo2$107bobo$107b3o5$107bobo$107b3o4$
83b3o$83bobo6$107bobo$108bo9$84bo$83bobo6$107bobo$107b3o4$83b3o$83bobo
21bobo$107b3o4$83b3o$83bobo21bobo$107b3o7$83b3o$83bobo4$107bobo$107b3o
3$83b3o$83bobo$107bobo$107b3o3$83b3o$83bobo4$107bobo$107b3o7$83b3o$83b
obo21bobo$107b3o4$83b3o$83bobo21bobo$107b3o4$83b3o$83bobo6$107bobo$
108bo5$84bo$83bobo10$107bobo$107b3o$83b3o$83bobo3$107bobo$107b3o$84bo$
83bobo3$107bobo$107b3o4$84bo$83bobo7$107bobo$84bo22b3o$83bobo4$107bobo
$84bo22b3o$83bobo7$107bobo$107b3o4$84bo$83bobo3$107bobo$107b3o$84bo$
83bobo3$107bobo$107b3o$84bo$83bobo9$107bobo$108bo7$83b3o$83bobo8$107bo
bo$107b3o$84bo$83bobo4$107bobo$84bo23bo$83bobo10$107bobo$107b3o5$84bo$
83bobo7$107bobo$108bo2$83b3o$83bobo7$84bo$83bobo2$107bobo$108bo4$84bo$
83bobo8$107bobo$108bo8$83b3o21bobo$83bobo22bo10$84bo$83bobo3$107bobo$
108bo$84bo$83bobo3$107bobo$108bo4$84bo$83bobo21bobo$108bo7$84bo$83bobo
2$107bobo$107b3o2$84bo$83bobo12$84bo$83bobo$107bobo$108bo3$84bo$83bobo
$107bobo$107b3o3$84bo$83bobo8$107bobo$108bo8$83b3o$83bobo3$107bobo$
107b3o5$107bobo$84bo22b3o$83bobo4$107bobo$84bo22b3o$83bobo8$84bo$83bob
o2$107bobo$107b3o5$84bo22bobo$83bobo21b3o5$84bo$83bobo2$107bobo$107b3o
8$107bobo$84bo22b3o$83bobo4$107bobo$84bo22b3o$83bobo5$84bo$83bobo4$
107bobo$108bo12$83b3o$83bobo3$107bobo$107b3o5$107bobo$84bo22b3o$83bobo
4$107bobo$84bo22b3o$83bobo8$84bo$83bobo2$107bobo$107b3o5$84bo22bobo$
83bobo21b3o5$84bo$83bobo2$107bobo$107b3o8$107bobo$84bo22b3o$83bobo4$
107bobo$84bo22b3o$83bobo5$84bo$83bobo4$107bobo$108bo12$83b3o$83bobo3$
107bobo$107b3o5$107bobo$84bo22b3o$83bobo5$84bo22bobo$83bobo21b3o10$84b
o22bobo$83bobo21b3o5$107bobo$107b3o$84bo$83bobo4$107bobo$107b3o11$84bo
$83bobo9$83b3o21bobo$83bobo21b3o9$107bobo$107b3o2$84bo$83bobo3$107bobo
$108bo7$107bobo$83b3o22bo$83bobo5$84bo$83bobo4$107bobo$107b3o12$83b3o$
83bobo$107bobo$107b3o5$107bobo$107b3o2$84bo$83bobo5$84bo$83bobo2$107bo
bo$108bo11$84bo$83bobo4$107bobo$107b3o5$107bobo$107b3o$83b3o$83bobo3$
107bobo$107b3o3$83b3o$83bobo5$84bo$83bobo2$107bobo$107b3o5$107bobo$84b
o22b3o$83bobo7$107bobo$107b3o8$107bobo$107b3o4$84bo$83bobo$107bobo$
108bo11$83b3o21bobo$83bobo21b3o11$84bo$83bobo$107bobo$108bo4$83b3o$83b
obo21bobo$107b3o7$83b3o$83bobo4$107bobo$108bo3$83b3o$83bobo5$83b3o$83b
obo2$107bobo$107b3o5$107bobo$107b3o3$83b3o$83bobo5$83b3o$83bobo$107bob
o$108bo3$83b3o$83bobo12$107bobo$107b3o3$84bo$83bobo$107bobo$107b3o5$
107bobo$107b3o3$83b3o$83bobo5$83b3o$83bobo2$107bobo$107b3o2$83b3o$83bo
bo2$107bobo$107b3o8$107bobo$107b3o2$83b3o$83bobo5$107bobo$107b3o2$83b
3o$83bobo3$107bobo$108bo9$83b3o$83bobo$107bobo$107b3o11$83b3o$83bobo$
107bobo$108bo5$107bobo$83b3o21b3o$83bobo8$83b3o$83bobo2$107bobo$108bo
2$83b3o$83bobo9$107bobo$107b3o2$83b3o$83bobo2$107bobo$107b3o2$83b3o$
83bobo5$83b3o$83bobo2$107bobo$108bo5$83b3o$83bobo8$83b3o$83bobo$107bob
o$107b3o3$83b3o$83bobo$107bobo$107b3o5$107bobo$107b3o4$83b3o$83bobo5$
83b3o$83bobo$107bobo$107b3o3$83b3o$83bobo$107bobo$107b3o8$107bobo$107b
3o5$84bo$83bobo2$107bobo$107b3o6$107bobo$108bo$83b3o$83bobo5$83b3o$83b
obo3$107bobo$107b3o13$83b3o21bobo$83bobo22bo5$107bobo$107b3o10$83b3o$
83bobo$107bobo$108bo6$84bo$83bobo5$107bobo$107b3o5$84bo$83bobo5$107bob
o$107b3o2$84bo$83bobo5$84bo$83bobo2$107bobo$108bo6$83b3o$83bobo6$83b3o
$83bobo2$107bobo$107b3o9$84bo22bobo$83bobo21b3o10$84bo$83bobo21bobo$
107b3o6$84bo$83bobo2$107bobo$107b3o7$107bobo$107b3o5$84bo$83bobo2$107b
obo$108bo2$60b2o22b2o22b2o22b2o$60b2o22b2o22b2o22b2o$2o46b2o46b2o$2o
46b2o46b2o3$83bobo$83b3o59b2o$145b2o8$133b2o$133b2o6$83bobo$83b3o7$83b
obo$83b3o10$83bobo$83b3o5$37b2o$37b2o6b2o$45b2o34b2o$45bo34bo2bo$81bob
o$81b2obo3$78b3o$77bo2bo$80b2o$80b3o$82bo$77b2obobo$77b2o2b2o$78b4o!
With toroidalet's optimization, the best single-lane ship is 48c/14142:

Code: Select all

x = 147, y = 3622, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
109b2o$109b2o8$121b2o$121b2o4$24b2o46b2o$24b2o46b2o$36b2o22b2o22b2o22b
2o$36b2o22b2o22b2o22b2o2$84bo$83bobo8$83b3o$83bobo7$83b3o$83bobo9$83b
3o$83bobo11$83b3o$83bobo9$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo11$
83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo13$83b3o$83bobo
11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo
12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bo
bo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo13$83b3o$83b
obo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83b
obo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$
83bobo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo13$83b3o
$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o
$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b
3o$83bobo5$83b3o$83bobo14$83b3o$83bobo11$84bo$83bobo7$84bo$83bobo6$83b
3o$83bobo9$83b3o$83bobo21$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo10$
83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo
5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bob
o5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bo
bo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83b
obo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo17$83b3o$
83bobo10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo14$84bo$83bobo8$84bo$83b
obo13$84bo$83bobo13$84bo$83bobo13$83b3o$83bobo11$84bo$83bobo6$83b3o$
83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o
$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84b
o$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b
3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$
83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo
12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bo
bo5$83b3o$83bobo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo8$84bo$83bob
o8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$
83b3o$83bobo10$84bo$83bobo5$84bo$83bobo18$83b3o$83bobo6$83b3o$83bobo
12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bob
o5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo5$
84bo$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo13$
83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$
83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo
11$83b3o$83bobo5$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo10$83b3o$83bo
bo6$83b3o$83bobo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bo
bo12$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$
83bobo5$83b3o$83bobo8$83b3o$83bobo9$83b3o$83bobo6$83b3o$83bobo5$84bo$
83bobo11$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo6$83b
3o$83bobo5$83b3o$83bobo10$83b3o$83bobo6$83b3o$83bobo5$83b3o$83bobo16$
84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo5$83b3o$83bobo14$83b3o$83bobo
8$83b3o$83bobo13$83b3o$83bobo13$83b3o$83bobo12$84bo$83bobo12$83b3o$83b
obo5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo
5$84bo$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo5$
84bo$83bobo7$84bo$83bobo10$84bo$83bobo8$84bo$83bobo5$84bo$83bobo17$83b
3o$83bobo10$84bo$83bobo5$84bo$83bobo17$84bo$83bobo16$84bo$83bobo9$83b
3o$83bobo11$83b3o$83bobo8$83b3o$83bobo7$84bo$83bobo7$84bo$83bobo9$84bo
$83bobo11$84bo$83bobo9$84bo$83bobo17$83b3o$83bobo10$84bo$83bobo5$84bo$
83bobo5$84bo$83bobo7$84bo$83bobo10$84bo$83bobo8$84bo$83bobo5$84bo$83bo
bo17$83b3o$83bobo10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo14$84bo$83bob
o8$84bo$83bobo13$84bo$83bobo13$84bo$83bobo17$83b3o$83bobo10$84bo$83bob
o5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$84bo$83bobo5$
84bo$83bobo5$84bo$83bobo13$83b3o$83bobo11$84bo$83bobo6$83b3o$83bobo8$
83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo
5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo16$83b3o$83bo
bo9$84bo$83bobo8$83b3o$83bobo7$83b3o$83bobo16$84bo$83bobo11$83b3o$83bo
bo5$83b3o$83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83b
obo5$83b3o$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$
83bobo8$83b3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o
$83bobo5$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo8$83b
3o$83bobo8$83b3o$83bobo5$83b3o$83bobo12$83b3o$83bobo5$83b3o$83bobo5$
83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo10$83b3o$83bobo
7$83b3o$83bobo16$83b3o$83bobo8$84bo$83bobo13$83b3o$83bobo11$84bo$83bob
o6$83b3o$83bobo16$84bo$83bobo11$83b3o$83bobo5$83b3o$83bobo14$83b3o$83b
obo11$84bo$83bobo7$84bo$83bobo6$83b3o$83bobo9$83b3o$83bobo21$83b3o$83b
obo12$84bo$83bobo12$83b3o$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo$83bob
o5$84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$83b3o$83bobo
10$84bo$83bobo5$84bo$83bobo5$84bo$83bobo14$84bo$83bobo8$84bo$83bobo13$
84bo$83bobo13$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83bobo12$84b
o$83bobo5$84bo$83bobo5$84bo$83bobo8$84bo$83bobo8$84bo$83bobo5$84bo$83b
obo12$84bo$83bobo5$84bo$83bobo5$84bo$83bobo17$83b3o$83bobo10$84bo$83bo
bo5$84bo$83bobo9$83b3o$83bobo3$60b2o22b2o22b2o22b2o$60b2o22b2o22b2o22b
2o$2o46b2o46b2o$2o46b2o46b2o2$83bobo$84bo$145b2o$145b2o6$83bobo$83b3o$
133b2o$133b2o3$83bobo$83b3o11$83bobo$84bo16$83bobo$83b3o5$83bobo$83b3o
5$83bobo$83b3o12$83bobo$83b3o4$74b2o4b2o$74b2o5bo7b3o$88bob3o$88b5o$
87bobo$80b8o$80b2ob2o$83bo$84b2o$88bo!
Double-lane, the speed becomes 48c/7070:

Code: Select all

x = 164, y = 1912, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
87b2o$84b2o2bo$84b2o2b2o$80b2obob2o2bo$80b2o2bo2b5o$91b2o$88bo3bo$89bo
bo$74b2o4bobo6b2o$74b2o$80bo3$84bo$83bobo12$84bo$83bobo5$84bo$83bobo5$
84bo$83bobo17$83b3o$83bobo10$84bo$83bobo3$133b2o$133b2o$84bo$83bobo6$
145b2o$145b2o2$83b3o$83bobo$2o46b2o46b2o$2o46b2o46b2o$60b2o22b2o22b2o
22b2o$60b2o22b2o22b2o22b2o2$108bo$83bobo21bobo$84bo7$107b3o$83bobo21bo
bo$83b3o5$83bobo$83b3o21b3o$107bobo9$107b3o$83bobo21bobo$84bo10$107b3o
$107bobo5$83bobo$83b3o3$107b3o$107bobo$83bobo$83b3o5$83bobo$83b3o8$
108bo$107bobo3$83bobo$83b3o5$83bobo$83b3o$107b3o$107bobo6$83bobo$83b3o
4$107b3o$107bobo3$83bobo$83b3o5$83bobo$83b3o2$108bo$107bobo2$83bobo$
83b3o9$107b3o$107bobo2$83bobo$83b3o2$108bo$107bobo2$83bobo$83b3o8$83bo
bo$83b3o$107b3o$107bobo6$83bobo$83b3o4$108bo$107bobo6$107b3o$107bobo$
83bobo$83b3o6$107b3o$107bobo6$83bobo$83b3o$107b3o$107bobo5$107b3o$83bo
bo21bobo$83b3o11$107b3o$107bobo2$83bobo$83b3o2$107b3o$107bobo2$83bobo$
83b3o2$107b3o$107bobo2$83bobo$83b3o11$83bobo$84bo$108bo$107bobo11$107b
3o$107bobo2$83bobo$83b3o2$107b3o$107bobo2$83bobo$83b3o5$83bobo$83b3o3$
108bo$107bobo8$83bobo$83b3o3$107b3o$107bobo$83bobo$83b3o3$108bo$107bob
o4$83bobo$83b3o8$83bobo21b3o$83b3o21bobo6$83bobo$84bo4$108bo$107bobo6$
83bobo21b3o$83b3o21bobo8$107b3o$107bobo4$83bobo$84bo3$107b3o$107bobo5$
107b3o$107bobo11$83bobo$84bo22b3o$107bobo5$107b3o$107bobo2$83bobo$84bo
2$107b3o$107bobo2$83bobo$83b3o7$83bobo$83b3o5$108bo$107bobo6$83bobo$
84bo4$107b3o$107bobo5$107b3o$107bobo3$83bobo$84bo5$83bobo$84bo2$108bo$
107bobo7$83bobo$83b3o4$107b3o$107bobo5$108bo$107bobo6$83bobo$84bo5$83b
obo$83b3o21b3o$107bobo11$83bobo22bo$84bo22bobo6$107b3o$107bobo5$83bobo
$83b3o2$107b3o$107bobo6$83bobo$84bo$107b3o$107bobo5$107b3o$107bobo8$
83bobo$84bo3$107b3o$107bobo3$83bobo$84bo$107b3o$107bobo5$107b3o$107bob
o2$83bobo$84bo5$83bobo$84bo7$108bo$107bobo2$83bobo$83b3o8$107b3o$107bo
bo5$107b3o$107bobo2$83bobo$84bo5$83bobo$84bo5$83bobo21b3o$84bo22bobo
11$108bo$83bobo21bobo$84bo5$83bobo$84bo23bo$107bobo6$107b3o$83bobo21bo
bo$84bo8$83bobo21b3o$84bo22bobo5$83bobo$84bo10$83bobo$83b3o4$107b3o$
107bobo6$107b3o$107bobo5$83bobo21b3o$84bo22bobo5$83bobo$84bo4$107b3o$
83bobo21bobo$84bo5$107b3o$107bobo5$107b3o$83bobo21bobo$84bo5$83bobo$
84bo8$83bobo$84bo23bo$107bobo7$83bobo$84bo3$107b3o$107bobo$83bobo$84bo
3$107b3o$107bobo6$83bobo$83b3o$107b3o$107bobo8$107b3o$107bobo5$107b3o$
83bobo21bobo$84bo5$83bobo$84bo5$83bobo21b3o$84bo22bobo5$107b3o$107bobo
5$107b3o$83bobo21bobo$84bo5$83bobo$84bo8$83bobo$84bo23bo$107bobo7$83bo
bo$84bo3$107b3o$107bobo$83bobo$84bo3$107b3o$107bobo6$83bobo$83b3o$107b
3o$107bobo8$107b3o$107bobo5$107b3o$83bobo21bobo$84bo7$83bobo$84bo3$
107b3o$107bobo3$83bobo$83b3o$107b3o$107bobo5$107b3o$107bobo2$83bobo$
84bo9$108bo$107bobo6$83bobo$84bo5$83bobo21b3o$84bo22bobo5$108bo$107bob
o4$83bobo$83b3o12$107b3o$107bobo4$83bobo$84bo5$83bobo22bo$84bo22bobo5$
83bobo22bo$84bo22bobo5$108bo$107bobo6$83bobo$84bo5$83bobo$84bo$108bo$
107bobo6$83bobo$84bo$108bo$107bobo6$83bobo$84bo5$83bobo$83b3o22bo$107b
obo11$83bobo$84bo$108bo$107bobo10$83bobo$83b3o2$107b3o$107bobo2$83bobo
$83b3o5$83bobo$83b3o2$108bo$107bobo6$107b3o$107bobo2$83bobo$83b3o5$83b
obo$83b3o7$108bo$83bobo21bobo$83b3o8$83bobo$83b3o$107b3o$107bobo3$83bo
bo$83b3o$107b3o$107bobo8$107b3o$83bobo21bobo$84bo7$107b3o$107bobo5$
107b3o$107bobo2$83bobo$83b3o9$107b3o$107bobo3$83bobo$83b3o$107b3o$107b
obo5$107b3o$107bobo5$83bobo$83b3o8$83bobo$83b3o$108bo$107bobo11$107b3o
$83bobo21bobo$83b3o4$107b3o$83bobo21bobo$83b3o5$83bobo$83b3o$107b3o$
107bobo8$107b3o$83bobo21bobo$84bo4$107b3o$107bobo11$83bobo$83b3o21b3o$
107bobo4$83bobo$83b3o21b3o$107bobo5$107b3o$107bobo$83bobo$83b3o10$83bo
bo$83b3o3$108bo$107bobo3$83bobo$83b3o5$83bobo$83b3o$107b3o$107bobo3$
83bobo$83b3o$107b3o$107bobo8$107b3o$83bobo21bobo$84bo7$107b3o$107bobo
5$107b3o$107bobo2$83bobo$83b3o9$83bobo21b3o$83b3o21bobo5$107b3o$107bob
o5$83bobo21b3o$83b3o21bobo9$83bobo$83b3o6$108bo$83bobo21bobo$83b3o8$
83bobo$84bo$107b3o$107bobo5$107b3o$83bobo21bobo$84bo11$83bobo22bo$84bo
22bobo8$83bobo$83b3o3$107b3o$107bobo5$108bo$107bobo6$83bobo$83b3o$108b
o$107bobo8$108bo$107bobo5$108bo$83bobo21bobo$83b3o5$83bobo$83b3o5$108b
o$107bobo5$83bobo22bo$84bo22bobo5$108bo$107bobo10$83bobo$83b3o5$83bobo
$83b3o21b3o$107bobo7$83bobo$83b3o2$108bo$107bobo5$108bo$107bobo$83bobo
$83b3o7$83bobo$83b3o5$83bobo$83b3o2$107b3o$107bobo2$83bobo$83b3o3$107b
3o$107bobo7$83bobo$84bo4$108bo$107bobo11$83bobo$83b3o21b3o$107bobo4$
83bobo$83b3o22bo$107bobo4$83bobo$83b3o12$83bobo21b3o$83b3o21bobo5$83bo
bo$83b3o4$108bo$107bobo3$83bobo$83b3o$108bo$107bobo6$83bobo$83b3o$108b
o$107bobo4$83bobo$84bo3$108bo$107bobo5$108bo$107bobo$83bobo$83b3o10$
108bo$107bobo2$83bobo$84bo2$108bo$107bobo5$108bo$107bobo4$83bobo$84bo
12$107b3o$83bobo21bobo$84bo8$83bobo$84bo23bo$107bobo5$108bo$107bobo7$
83bobo$84bo5$83bobo21b3o$84bo22bobo5$83bobo$84bo5$108bo$107bobo4$83bob
o$83b3o$107b3o$107bobo8$107b3o$107bobo6$83bobo$84bo$107b3o$107bobo3$
83bobo$84bo$107b3o$107bobo4$83bobo$84bo7$107b3o$107bobo2$83bobo$84bo2$
107b3o$107bobo2$83bobo$84bo2$107b3o$107bobo3$83bobo$84bo5$83bobo$84bo
6$108bo$107bobo3$83bobo$83b3o7$107b3o$107bobo5$107b3o$107bobo3$83bobo$
84bo2$107b3o$107bobo5$107b3o$107bobo$83bobo$83b3o6$83bobo$84bo$107b3o$
107bobo4$83bobo$84bo$107b3o$107bobo5$107b3o$107bobo$83bobo$84bo6$107b
3o$107bobo$83bobo$84bo5$83bobo$84bo22b3o$107bobo5$107b3o$107bobo3$83bo
bo$83b3o8$95bo5bo5b3o$36b2o22b2o12bo9b2o10bo5bo3bo2bo22b2o$36b2o22b2o
22b2o9bo5bo6bobo21b2o14b2o$24b2o46b2o33bobo10b2o26b2o$24b2o46b2o33b2o
11b2o2$161b2o$161b2o9$107bobo$108bo$162b2o$162b2o3$107bobo$108bo8$107b
obo$108bo8$107bobo$108bo5$107bobo$108bo6$107bobo$108bo10$107bobo$108bo
9b3o$119b2o4$107bobo$108bo$109b2o$109b2o$112b2o$109b5o$107bob3obo!
2718281828 wrote:
AforAmpere wrote:I didn’t take the minimal repeat times into account, and I assembled it by hand. Currently each operation is spaced apart by 30 cells, which can be reduced a lot. I’m working on that.
Okay, do you have the slow salvo displacements available?
I didn't write any down anywhere, no. I used your construction, and figured out the combinations of forward and backward pushes that worked best.

EDIT, down to 48c/6366:

Code: Select all

x = 165, y = 1723, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
109b2o$109b2o2$113b2o$112b3o5$108bo$107bobo6$108bo$107bobo5$108bo$107b
obo7$149bo$148b2o$148b2o$108bo$107bobo6$108bo$107bobo$163b2o$163b2o3$
108bo$107bobo9$161b2o$161b2o2$24b2o46b2o46b2o$24b2o46b2o46b2o26b2o$36b
2o22b2o16b2o4b2o5bo10b2o4b2o22b2o14b2o$36b2o22b2o16bo5bobo5bo10bo4b2o
22b2o$78b2o3bo2bo4bo10b2o$83bo2bo5$84bo$83bobo5$107bobo$107b3o5$107bob
o$107b3o2$84bo$83bobo3$107bobo$107b3o4$84bo$83bobo5$107bobo$107b3o5$
107bobo$107b3o$84bo$83bobo4$107bobo$107b3o5$107bobo$107b3o2$84bo$83bob
o8$107bobo$108bo4$83b3o$83bobo11$84bo22bobo$83bobo21b3o6$83b3o$83bobo
4$107bobo$108bo3$83b3o$83bobo$107bobo$107b3o6$83b3o21bobo$83bobo21b3o
5$83b3o$83bobo3$107bobo$107b3o8$83b3o21bobo$83bobo21b3o5$83b3o21bobo$
83bobo21b3o5$83b3o$83bobo5$107bobo$108bo10$84bo$83bobo5$107bobo$107b3o
5$83b3o21bobo$83bobo21b3o5$83b3o21bobo$83bobo21b3o5$83b3o$83bobo6$107b
obo$83b3o21b3o$83bobo4$107bobo$107b3o5$83b3o$83bobo2$107bobo$107b3o5$
83b3o$83bobo2$107bobo$107b3o2$83b3o$83bobo2$107bobo$107b3o6$107bobo$
107b3o6$84bo$83bobo3$107bobo$107b3o5$107bobo$107b3o$83b3o$83bobo4$107b
obo$83b3o21b3o$83bobo4$107bobo$107b3o11$107bobo$83b3o22bo$83bobo15$
107bobo$83b3o21b3o$83bobo4$107bobo$107b3o3$84bo$83bobo$107bobo$107b3o
9$84bo$83bobo2$107bobo$107b3o5$84bo22bobo$83bobo21b3o8$83b3o21bobo$83b
obo21b3o7$83b3o$83bobo21bobo$107b3o6$107bobo$108bo$83b3o$83bobo9$107bo
bo$107b3o$83b3o$83bobo9$83b3o$83bobo$107bobo$108bo5$107bobo$108bo8$84b
o$83bobo$107bobo$107b3o9$83b3o$83bobo5$83b3o$83bobo$107bobo$108bo3$83b
3o$83bobo$107bobo$108bo5$83b3o21bobo$83bobo22bo10$83b3o$83bobo$107bobo
$108bo5$107bobo$83b3o22bo$83bobo5$83b3o$83bobo$107bobo$108bo8$107bobo$
108bo5$84bo22bobo$83bobo22bo10$107bobo$83b3o21b3o$83bobo5$83b3o$83bobo
5$83b3o$83bobo4$107bobo$108bo5$107bobo$107b3o3$83b3o$83bobo8$83b3o21bo
bo$83bobo22bo12$107bobo$83b3o21b3o$83bobo5$107bobo$107b3o7$83b3o$83bob
o10$107bobo$108bo5$84bo22bobo$83bobo22bo10$107bobo$83b3o21b3o$83bobo5$
83b3o$83bobo8$83b3o$83bobo$107bobo$108bo5$107bobo$83b3o22bo$83bobo4$
107bobo$83b3o22bo$83bobo11$107bobo$83b3o22bo$83bobo4$107bobo$83b3o22bo
$83bobo5$83b3o$83bobo$107bobo$108bo8$107bobo$108bo$84bo$83bobo3$107bob
o$107b3o8$83b3o$83bobo3$107bobo$108bo$84bo$83bobo8$84bo$83bobo$107bobo
$107b3o5$107bobo$84bo22b3o$83bobo5$84bo$83bobo4$107bobo$108bo7$84bo$
83bobo5$84bo$83bobo2$107bobo$107b3o2$84bo$83bobo2$107bobo$107b3o5$107b
obo$107b3o8$83b3o$83bobo3$107bobo$107b3o5$107bobo$84bo22b3o$83bobo5$
84bo$83bobo$107bobo$107b3o8$107bobo$107b3o5$84bo22bobo$83bobo21b3o10$
83b3o$83bobo21bobo$108bo6$84bo$83bobo7$84bo$83bobo$107bobo$107b3o5$
107bobo$107b3o5$107bobo$107b3o3$83b3o$83bobo8$107bobo$107b3o$84bo$83bo
bo3$107bobo$107b3o$84bo$83bobo6$107bobo$107b3o$84bo$83bobo6$107bobo$
107b3o$84bo$83bobo3$107bobo$107b3o$84bo$83bobo9$107bobo$108bo2$84bo$
83bobo5$84bo$83bobo5$84bo$83bobo$107bobo$107b3o5$107bobo$107b3o5$107bo
bo$107b3o3$83b3o$83bobo8$107bobo$107b3o$84bo$83bobo3$107bobo$107b3o$
84bo$83bobo6$107bobo$107b3o$84bo$83bobo6$107bobo$107b3o$84bo$83bobo3$
107bobo$107b3o$84bo$83bobo9$107bobo$108bo2$84bo$83bobo5$84bo$83bobo5$
84bo$83bobo$107bobo$107b3o6$107bobo$108bo8$83b3o$83bobo2$107bobo$107b
3o7$84bo$83bobo5$84bo22bobo$83bobo22bo8$84bo$83bobo4$107bobo$108bo3$
84bo$83bobo5$84bo$83bobo3$107bobo$108bo8$84bo22bobo$83bobo22bo5$84bo$
83bobo5$84bo$83bobo2$107bobo$108bo5$107bobo$108bo5$107bobo$108bo2$83b
3o$83bobo7$107bobo$107b3o2$84bo$83bobo5$84bo$83bobo8$107bobo$108bo$84b
o$83bobo3$107bobo$107b3o3$84bo$83bobo8$107bobo$108bo7$84bo$83bobo4$
107bobo$107b3o4$83b3o$83bobo21bobo$107b3o5$107bobo$107b3o5$84bo$83bobo
6$107bobo$107b3o5$83b3o21bobo$83bobo21b3o5$84bo$83bobo2$107bobo$107b3o
8$107bobo$107b3o5$83b3o21bobo$83bobo21b3o10$84bo$83bobo21bobo$108bo4$
84bo$83bobo11$107bobo$107b3o2$84bo$83bobo2$107bobo$107b3o5$107bobo$
107b3o3$83b3o$83bobo7$83b3o$83bobo21bobo$107b3o4$84bo$83bobo21bobo$
107b3o$131b3o$131bobo6$84bo22bobo$83bobo21b3o22bo$131bobo7$107bobo22bo
$107b3o21bobo5$107bobo$107b3o3$132bo$131bobo2$84bo$83bobo4$107bobo$
108bo3$132bo$131bobo4$83b3o$83bobo4$132bo$131bobo2$107bobo$107b3o3$84b
o$83bobo$107bobo$107b3o4$83b3o$83bobo$107bobo$107b3o$131b3o$131bobo4$
83b3o$83bobo3$107bobo$107b3o$132bo$131bobo2$83b3o$83bobo21bobo$107b3o
4$83b3o$83bobo$107bobo$107b3o22bo$131bobo9$83b3o$83bobo3$131b3o$131bob
o$83b3o$83bobo4$107bobo$83b3o21b3o$83bobo3$132bo$131bobo4$107bobo$107b
3o$131b3o$131bobo4$107bobo$84bo23bo$83bobo6$107bobo22bo$108bo22bobo4$
83b3o$83bobo5$83b3o$83bobo21bobo$107b3o21b3o$131bobo3$83b3o$83bobo$
132bo$131bobo7$107bobo$107b3o22bo$131bobo3$83b3o$83bobo21bobo$107b3o3$
132bo$131bobo3$83b3o$83bobo$132bo$131bobo$107bobo$108bo9$83b3o$83bobo
46bo$131bobo5$107bobo22bo$107b3o21bobo5$107bobo22bo$83b3o21b3o21bobo$
83bobo4$107bobo$107b3o3$83b3o$83bobo7$131b3o$83b3o21bobo21bobo$83bobo
21b3o5$83b3o21bobo$83bobo21b3o3$132bo$131bobo4$107bobo$107b3o22bo$131b
obo2$83b3o$83bobo4$107bobo$83b3o21b3o$83bobo4$131b3o$83b3o21bobo21bobo
$83bobo22bo8$83b3o$83bobo$132bo$107bobo21bobo$107b3o5$83b3o45b3o$83bob
o45bobo5$83b3o$83bobo$107bobo$108bo4$132bo$107bobo21bobo$107b3o4$83b3o
$83bobo5$83b3o$83bobo45b3o$107bobo21bobo$108bo3$83b3o$83bobo46bo$131bo
bo7$107bobo$107b3o22bo$131bobo4$107bobo$107b3o$84bo$83bobo$132bo$131bo
bo5$132bo$131bobo$107bobo$108bo$83b3o$83bobo5$83b3o$83bobo2$132bo$131b
obo5$84bo22bobo22bo$83bobo21b3o21bobo3$60b2o22b2o22b2o22b2o$60b2o22b2o
22b2o22b2o$2o46b2o46b2o46b2o$2o46b2o46b2o46b2o$83bobo45bobo$83b3o45b3o
23b2o$157b2o4$131bobo$131b3o3$83bobo$84bo50bo$127b2o7bo$127b2o6b2o4b2o
$127b2o5bobo4b2o$127b4o3bo$83bobo42b5o3bo$84bo3$127b2o4b2o$127b2o4b2o
6$83bobo$83b3o17$83bobo$84bo5$83bobo$84bo5$83bobo$84bo12$83bobo$84bo3$
80bo$74b2o$74b2o4bobo6b2o$89bobo$88bo3bo$91b2o$80b2o2bo2b5o$80b2obob2o
2bo$84b2o2b2o$84b2o2bo$87b2o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

googoIpIex
Posts: 292
Joined: February 28th, 2019, 4:49 pm
Location: Sqrt(-1)

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by googoIpIex » March 30th, 2019, 8:09 pm

is that a orthogonoid which works well in lifeviewer?
woomy on a vroomy

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 30th, 2019, 8:14 pm

Yeah, and it can probably be shrunken even more.

EDIT, down to 48c/6314:

Code: Select all

x = 161, y = 1676, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
85bo$84bo$83bo$83bo2bo$86bo$84bobo$83bo2bo2$88b2o$85bo3bo$83bobob2o$
85bo$84b2o3$101bo$100b2o$100b2o6$84bo$83bobo8$133b2o$83b3o47b2o$83bobo
7$145b2o$145b2o4$2o46b2o33b2o11b2o$2o46b4o7b2o22bobo10b2o$12b2o22b2o
11bo7b3o4bo5b2o12bobo21b2o$12b2o22b2o19bo2bobo2bo5bo10bo2bo22b2o$51bo
5b2o5bo5b2o11b3o45b2o$131b2o12$83bobo$84bo$59b3o$59bobo6$83bobo$83b3o
3$60bo$59bobo5$60bo$59bobo6$83bobo$83b3o7$60bo22bobo$59bobo21b3o3$107b
3o$107bobo6$83bobo$83b3o22bo$59b3o45bobo$59bobo3$83bobo$83b3o2$108bo$
59b3o45bobo$59bobo5$60bo$59bobo$83bobo$84bo23bo$107bobo6$60bo$59bobo4$
108bo$107bobo3$83bobo$83b3o5$83bobo22bo$83b3o21bobo5$83bobo$60bo22b3o$
59bobo10$107b3o$83bobo21bobo$83b3o$59b3o$59bobo3$83bobo$83b3o3$108bo$
107bobo3$60bo$59bobo21bobo$83b3o5$59b3o$59bobo46bo$107bobo$83bobo$83b
3o5$59b3o21bobo$59bobo21b3o5$107b3o$107bobo2$59b3o$59bobo2$83bobo$84bo
2$59b3o$59bobo2$108bo$107bobo6$107b3o$107bobo2$59b3o$59bobo21bobo$83b
3o4$59b3o$59bobo21bobo$83b3o2$108bo$107bobo$59b3o$59bobo21bobo$83b3o9$
107b3o$107bobo2$83bobo$83b3o2$60bo47bo$59bobo45bobo2$83bobo$83b3o5$
108bo$107bobo2$59b3o21bobo$59bobo21b3o5$59b3o46bo$59bobo45bobo2$83bobo
$83b3o2$59b3o46bo$59bobo45bobo2$83bobo$83b3o9$108bo$107bobo$59b3o21bob
o$59bobo22bo3$108bo$107bobo4$59b3o$59bobo46bo$107bobo6$83bobo$83b3o5$
59b3o21bobo$59bobo21b3o4$107b3o$83bobo21bobo$83b3o7$59b3o$59bobo$108bo
$107bobo2$83bobo$83b3o2$108bo$59b3o45bobo$59bobo$83bobo$83b3o6$59b3o$
59bobo$83bobo$83b3o$107b3o$107bobo$59b3o$59bobo4$83bobo$83b3o4$108bo$
83bobo21bobo$83b3o$59b3o$59bobo3$107b3o$107bobo$59b3o$59bobo3$83bobo$
84bo$59b3o$59bobo4$108bo$107bobo3$59b3o$59bobo5$83bobo$83b3o2$59b3o45b
3o$59bobo45bobo4$83bobo$59b3o21b3o22bo$59bobo45bobo7$83bobo$84bo23bo$
107bobo3$59b3o$59bobo4$83bobo22bo$59b3o21b3o21bobo$59bobo4$108bo$59b3o
45bobo$59bobo9$83bobo$83b3o$108bo$107bobo3$83bobo$60bo22b3o$59bobo46bo
$107bobo5$108bo$107bobo3$83bobo$59b3o22bo$59bobo5$59b3o$59bobo6$107b3o
$107bobo$60bo$59bobo21bobo$83b3o5$83bobo$83b3o$108bo$107bobo3$83bobo$
83b3o$108bo$107bobo10$83bobo$83b3o2$107b3o$107bobo2$83bobo$83b3o8$83bo
bo22bo$83b3o21bobo8$83bobo$83b3o6$83bobo$84bo10$107b3o$83bobo21bobo$
83b3o11$108bo$107bobo$83bobo$84bo5$83bobo$84bo4$107b3o$83bobo21bobo$
84bo4$108bo$107bobo7$83bobo$84bo23bo$107bobo4$83bobo$84bo3$108bo$107bo
bo4$83bobo$84bo23bo$107bobo7$83bobo$84bo4$108bo$83bobo21bobo$84bo4$
108bo$107bobo5$83bobo22bo$83b3o21bobo17$83bobo21b3o$84bo22bobo10$108bo
$107bobo2$83bobo$84bo2$108bo$107bobo10$83bobo$84bo3$108bo$107bobo4$83b
obo$84bo7$107b3o$107bobo6$83bobo$84bo22b3o$107bobo4$83bobo$84bo23bo$
107bobo4$83bobo$84bo4$108bo$107bobo5$83bobo$83b3o15$108bo$107bobo$83bo
bo$84bo4$108bo$83bobo21bobo$84bo4$108bo$107bobo3$83bobo$84bo6$108bo$
107bobo3$83bobo$84bo2$108bo$107bobo4$83bobo$84bo23bo$107bobo4$83bobo$
84bo5$83bobo$84bo6$107b3o$107bobo3$83bobo$83b3o6$108bo$107bobo5$108bo$
107bobo4$83bobo$84bo3$108bo$107bobo5$83bobo$84bo2$108bo$107bobo5$108bo
$107bobo2$83bobo$84bo9$83bobo22bo$84bo22bobo5$108bo$107bobo$83bobo$84b
o3$108bo$107bobo3$83bobo$83b3o8$83bobo$83b3o4$107b3o$107bobo6$83bobo$
83b3o3$108bo$107bobo5$83bobo22bo$84bo22bobo8$108bo$107bobo7$83bobo$84b
o23bo$107bobo5$108bo$107bobo10$83bobo$84bo$108bo$107bobo3$83bobo$84bo$
108bo$107bobo5$108bo$107bobo2$83bobo$83b3o10$107b3o$107bobo6$83bobo$
84bo4$108bo$83bobo21bobo$84bo5$107b3o$107bobo2$83bobo$84bo10$83bobo$
84bo2$108bo$107bobo4$83bobo$84bo5$83bobo$84bo22b3o$107bobo4$83bobo$84b
o22b3o$107bobo5$107b3o$107bobo3$83bobo$83b3o10$107b3o$107bobo6$83bobo$
84bo$107b3o$107bobo3$83bobo$84bo5$83bobo$84bo3$107b3o$107bobo8$83bobo$
84bo4$107b3o$83bobo21bobo$84bo8$83bobo$84bo2$108bo$107bobo5$83bobo$84b
o5$83bobo$83b3o21b3o$107bobo5$108bo$107bobo5$83bobo$84bo11$107b3o$83bo
bo21bobo$83b3o9$108bo$107bobo3$83bobo$83b3o$108bo$107bobo8$108bo$107bo
bo2$83bobo$83b3o5$108bo$107bobo2$83bobo$83b3o2$108bo$107bobo11$83bobo$
83b3o22bo$107bobo4$83bobo$83b3o22bo$107bobo4$83bobo$83b3o22bo$107bobo
10$83bobo$84bo6$107b3o$107bobo9$83bobo$83b3o22bo$107bobo4$83bobo$83b3o
22bo$107bobo5$83bobo$83b3o2$108bo$107bobo7$83bobo$83b3o22bo$107bobo4$
83bobo$83b3o22bo$107bobo5$83bobo$83b3o5$83bobo$83b3o22bo$107bobo5$108b
o$107bobo4$83bobo$84bo23bo$107bobo15$83bobo$83b3o$107b3o$107bobo9$83bo
bo$84bo23bo$107bobo4$83bobo$83b3o22bo$107bobo5$83bobo$83b3o2$108bo$
107bobo6$83bobo$83b3o$108bo$107bobo5$108bo$83bobo21bobo$83b3o5$83bobo$
83b3o5$108bo$107bobo5$83bobo22bo$84bo22bobo5$108bo$107bobo10$83bobo$
83b3o5$83bobo$83b3o21b3o$107bobo4$83bobo$83b3o5$108bo$107bobo5$108bo$
83bobo21bobo$83b3o5$83bobo$83b3o6$107b3o$107bobo$83bobo$83b3o8$83bobo$
83b3o22bo$107bobo4$83bobo$83b3o$107b3o$107bobo4$83bobo$83b3o3$107b3o$
107bobo6$83bobo$83b3o$107b3o$107bobo3$83bobo$83b3o$107b3o$107bobo4$83b
obo$83b3o5$83bobo$83b3o$107b3o$107bobo5$107b3o$107bobo3$83bobo$84bo$
107b3o$107bobo14$83bobo$83b3o$108bo$107bobo3$83bobo$83b3o5$83bobo$83b
3o$107b3o$107bobo5$107b3o$107bobo4$83bobo$83b3o5$83bobo$83b3o6$108bo$
107bobo$83bobo$83b3o4$108bo$107bobo3$83bobo$83b3o6$83bobo$84bo2$107b3o
$107bobo8$83bobo$83b3o2$108bo$107bobo6$107b3o$107bobo3$83bobo$84bo5$
83bobo$84bo6$108bo$107bobo3$83bobo$83b3o7$107b3o$107bobo5$107b3o$107bo
bo3$83bobo$84bo4$107b3o$83bobo21bobo$84bo4$84bo$83bo2b2o11bo5bo$36b2o
22b2o21bobobo12bo5bob2o22b2o$36b2o22b2o21b2obo12bo5bo2b2o22b2o14b2o$
24b2o46b2o11bo34b2o26b2o$24b2o46b2o46b2o6$107bobo$108bo7$159b2o$107bob
o49b2o$108bo5$107bobo$108bo10$107bobo$107b3o7$137b2o$137b2o$138bo8$
107bobo$108bo3$110b2o$111bo$110b2o2$115b2o$115b2o4$109b2o$109b2o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 2718281828 » March 30th, 2019, 9:55 pm

A relatively efficient construction part with a length being in the range of my expectations:

Code: Select all

x = 2878, y = 51, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
9b2o$9b2o11$2o$2o14b2o$16b2o23$16b2o2bo7b2o6b2o8b2o10b2o9bo16b2o10bo
11bo5bo13b2o6bo11bo5bo13b2o6bo11bo12b2o11bo6bo16b2o10bo11bo5bo6b2o12b
2o6bo5bo5bo12b2o11bo6bo16b2o10bo11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo
11bo5bo14bo8bo13bo13bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo8bo8bo5bo
12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo14bo8bo13b
o13bo12b2o11bo6bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5b
o12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6b
o5bo5bo16b2o10bo11bo10bo7b2o7bo18bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b
2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo6b2o8bo14bo9bo16b2o10bo
11bo8bo9bo6bo5b2o10bo16b2o10bo11bo6bo5bo10bo6bo6bo16b2o10bo11bo5bo14bo
8bo13bo13bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo
11bo19bo10b2o7bo9bo5bo6bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo
5bo14bo8bo13bo13bo16b2o10bo11bo5bo13b2o6bo11bo5bo5bo6b2o7b2o8b2o7bo8bo
16b2o10bo11bo16bo9b2o7bo8bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo
11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8b
o8bo5bo12bo5bo$16b2obo8bo7bo9bo11bo9bo17bo10bo11bo5bo14bo6bo11bo5bo14b
o6bo11bo13bo11bo6bo17bo10bo11bo5bo7bo13bo6bo5bo5bo13bo11bo6bo17bo10bo
11bo5bo5bo7bo8bo9bo7bo8bo17bo10bo11bo5bo14bo8bo13bo13bo5bo5bo7bo8bo9bo
7bo8bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo5bo7bo13bo6bo5bo5bo
17bo10bo11bo5bo14bo8bo13bo13bo13bo11bo6bo17bo10bo11bo8bo8bo5bo12bo5bo
5bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo
10bo11bo5bo7bo13bo6bo5bo5bo17bo10bo11bo10bo8bo7bo18bo17bo10bo11bo8bo8b
o5bo12bo5bo5bo17bo10bo11bo5bo7bo13bo6bo5bo5bo17bo10bo11bo5bo7bo8bo14bo
9bo17bo10bo11bo8bo9bo6bo6bo10bo17bo10bo11bo6bo5bo10bo6bo6bo17bo10bo11b
o5bo14bo8bo13bo13bo5bo7bo13bo6bo5bo5bo17bo10bo11bo5bo7bo10bo8bo5bo17bo
10bo11bo19bo11bo7bo9bo5bo6bo5bo17bo10bo11bo5bo7bo10bo8bo5bo17bo10bo11b
o5bo14bo8bo13bo13bo17bo10bo11bo5bo14bo6bo11bo5bo5bo7bo8bo9bo7bo8bo17bo
10bo11bo16bo10bo7bo8bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo8bo8b
o5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo
5bo$20bo7b2o6b2o8b2o10b2o9bo16b2o10bo11bo5bo13b2o6bo11bo5bo13b2o6bo11b
o12b2o11bo6bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo12b2o11bo6bo16b2o10bo
11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo5bo14bo8bo13bo13bo5bo5bo6b2o
7b2o8b2o7bo8bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b
2o6bo5bo5bo16b2o10bo11bo5bo14bo8bo13bo13bo12b2o11bo6bo16b2o10bo11bo8bo
8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo
12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo10bo7b2o7bo
18bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo
16b2o10bo11bo5bo6b2o8bo14bo9bo16b2o10bo11bo8bo9bo6bo5b2o10bo16b2o10bo
11bo6bo5bo10bo6bo6bo16b2o10bo11bo5bo14bo8bo13bo13bo5bo6b2o12b2o6bo5bo
5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo19bo10b2o7bo9bo5bo6bo5bo
16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo5bo14bo8bo13bo13bo16b2o10bo
11bo5bo13b2o6bo11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo16bo9b2o7bo8bo
16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o
10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo10$14b2o$14b2o
!
It should allow an even smaller version.

Edit1:
including the destruction:

Code: Select all

x = 3638, y = 99, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
9b2o$9b2o11$2o$2o14b2o$16b2o23$16b2o2bo7b2o6b2o8b2o10b2o9bo16b2o10bo
11bo5bo13b2o6bo11bo5bo13b2o6bo11bo12b2o11bo6bo16b2o10bo11bo5bo6b2o12b
2o6bo5bo5bo12b2o11bo6bo16b2o10bo11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo
11bo5bo14bo8bo13bo13bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo8bo8bo5bo
12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo14bo8bo13b
o13bo12b2o11bo6bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5b
o12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6b
o5bo5bo16b2o10bo11bo10bo7b2o7bo18bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b
2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo6b2o8bo14bo9bo16b2o10bo
11bo8bo9bo6bo5b2o10bo16b2o10bo11bo6bo5bo10bo6bo6bo16b2o10bo11bo5bo14bo
8bo13bo13bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo
11bo19bo10b2o7bo9bo5bo6bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo
5bo14bo8bo13bo13bo16b2o10bo11bo5bo13b2o6bo11bo5bo5bo6b2o7b2o8b2o7bo8bo
16b2o10bo11bo16bo9b2o7bo8bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo
11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8b
o8bo5bo12bo5bo5bo5bo13b2o6bo11bo12b2o11bo6bo10bo6bo8bo13bo5bo13b2o6bo
11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b
2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo10bo6bo8bo13bo5b
o6b2o12b2o6bo5bo5bo5bo6b2o12b2o6bo5bo5bo5bo6b2o12b2o6bo5bo5bo12b2o11bo
6bo10bo6bo8bo13bo5bo8b2o7bo$16b2obo8bo7bo9bo11bo9bo17bo10bo11bo5bo14bo
6bo11bo5bo14bo6bo11bo13bo11bo6bo17bo10bo11bo5bo7bo13bo6bo5bo5bo13bo11b
o6bo17bo10bo11bo5bo5bo7bo8bo9bo7bo8bo17bo10bo11bo5bo14bo8bo13bo13bo5bo
5bo7bo8bo9bo7bo8bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo5bo7bo13b
o6bo5bo5bo17bo10bo11bo5bo14bo8bo13bo13bo13bo11bo6bo17bo10bo11bo8bo8bo
5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo
5bo5bo17bo10bo11bo5bo7bo13bo6bo5bo5bo17bo10bo11bo10bo8bo7bo18bo17bo10b
o11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo5bo7bo13bo6bo5bo5bo17bo10bo11bo5bo
7bo8bo14bo9bo17bo10bo11bo8bo9bo6bo6bo10bo17bo10bo11bo6bo5bo10bo6bo6bo
17bo10bo11bo5bo14bo8bo13bo13bo5bo7bo13bo6bo5bo5bo17bo10bo11bo5bo7bo10b
o8bo5bo17bo10bo11bo19bo11bo7bo9bo5bo6bo5bo17bo10bo11bo5bo7bo10bo8bo5bo
17bo10bo11bo5bo14bo8bo13bo13bo17bo10bo11bo5bo14bo6bo11bo5bo5bo7bo8bo9b
o7bo8bo17bo10bo11bo16bo10bo7bo8bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo
10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo8bo8bo5bo12bo5bo5bo17bo10bo11bo
8bo8bo5bo12bo5bo5bo5bo14bo6bo11bo13bo11bo6bo10bo6bo8bo13bo5bo14bo6bo
11bo5bo14bo6bo11bo5bo14bo6bo11bo5bo14bo6bo11bo5bo14bo6bo11bo5bo14bo6bo
11bo5bo14bo6bo11bo5bo14bo6bo11bo5bo14bo6bo11bo10bo6bo8bo13bo5bo7bo13bo
6bo5bo5bo5bo7bo13bo6bo5bo5bo5bo7bo13bo6bo5bo5bo13bo11bo6bo10bo6bo8bo
13bo5bo9bo7bo$20bo7b2o6b2o8b2o10b2o9bo16b2o10bo11bo5bo13b2o6bo11bo5bo
13b2o6bo11bo12b2o11bo6bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo12b2o11bo6bo
16b2o10bo11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo5bo14bo8bo13bo13bo5b
o5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo
6b2o12b2o6bo5bo5bo16b2o10bo11bo5bo14bo8bo13bo13bo12b2o11bo6bo16b2o10bo
11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8b
o8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo5bo5bo16b2o10bo11bo10bo7b
2o7bo18bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo5bo6b2o12b2o6bo
5bo5bo16b2o10bo11bo5bo6b2o8bo14bo9bo16b2o10bo11bo8bo9bo6bo5b2o10bo16b
2o10bo11bo6bo5bo10bo6bo6bo16b2o10bo11bo5bo14bo8bo13bo13bo5bo6b2o12b2o
6bo5bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo19bo10b2o7bo9bo5bo
6bo5bo16b2o10bo11bo5bo7bo10bo8bo5bo16b2o10bo11bo5bo14bo8bo13bo13bo16b
2o10bo11bo5bo13b2o6bo11bo5bo5bo6b2o7b2o8b2o7bo8bo16b2o10bo11bo16bo9b2o
7bo8bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo
16b2o10bo11bo8bo8bo5bo12bo5bo5bo16b2o10bo11bo8bo8bo5bo12bo5bo5bo5bo13b
2o6bo11bo12b2o11bo6bo10bo6bo8bo13bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo
13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo11bo5bo13b2o6bo
11bo5bo13b2o6bo11bo5bo13b2o6bo11bo10bo6bo8bo13bo5bo6b2o12b2o6bo5bo5bo
5bo6b2o12b2o6bo5bo5bo5bo6b2o12b2o6bo5bo5bo12b2o11bo6bo10bo6bo8bo13bo5b
o8b2o7bo10$14b2o$14b2o11$16b2o$16b2o23$16b2o$16b2o11$14b2o$14b2o!

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 2718281828 » March 30th, 2019, 11:21 pm

A side comment. We could also shoot the slightly larger c/4 ship. But I did not investigate slow salvos with it so far:

Code: Select all

x = 80, y = 56, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
2$7b2o$7b2o2bo6b2o7b2o8bo9bo9b2o$10bo7bo8bo8bo9bo10bo$11bo6b2o7b2o8bo
9bo9b2o31$7b2o$7b2o2bo5bo6bo5bo9bo5b2o5b2o$10bo5bo6bo5bo9bo6bo6bo$11bo
5bo6bo5bo9bo5b2o5b2o!

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 31st, 2019, 8:44 am

With your better construction, it comes down to 48c/5958:

Code: Select all

x = 171, y = 1579, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
31bo$31b2o$31b2o4$137bo$135b2obobo$135b4obo$138b3o$137bobo$137b2o$137b
2o6$132bo$131bobo3$150bo$149b2o$149b2o3$132bo$131bobo4$163b2o$163b2o$
2o46b2o46b2o46b2o$2o46b2o46b2o11bo34b2o$60b2o22b2o21b2obo13bo7b2o$60b
2o22b2o21bobobo13bo6b2o$107bo2b2o12bo$108bo46b2o$155b2o3$108bo$107bobo
21bobo$131b3o4$108bo$107bobo3$131bobo$131b3o3$107b3o$107bobo8$107b3o$
107bobo$131bobo$131b3o5$131bobo$131b3o$107b3o$107bobo7$108bo$107bobo$
131bobo$131b3o6$108bo$107bobo4$131bobo$132bo12$107b3o$107bobo3$131bobo
$131b3o6$108bo$107bobo$131bobo$131b3o8$131bobo$108bo23bo$107bobo8$108b
o22bobo$107bobo22bo8$108bo22bobo$107bobo22bo5$108bo$107bobo21bobo$131b
3o5$131bobo$131b3o5$108bo22bobo$107bobo21b3o5$108bo$107bobo5$108bo$
107bobo14$83bobo45bobo$84bo47bo2$107b3o$107bobo5$83bobo$83b3o$131bobo$
131b3o2$108bo$83bobo21bobo$83b3o10$108bo$83bobo21bobo$84bo$131bobo$
132bo2$108bo$107bobo3$131bobo$132bo3$107b3o$107bobo3$83bobo$83b3o3$
131bobo$131b3o$83bobo$83b3o3$107b3o$107bobo$83bobo$83b3o4$108bo$107bob
o21bobo$132bo4$108bo$107bobo21bobo$83bobo46bo$83b3o3$108bo$107bobo21bo
bo$83bobo46bo$83b3o5$131bobo$131b3o2$83bobo$83b3o6$107b3o$107bobo$83bo
bo$83b3o$131bobo$131b3o3$83bobo$83b3o2$108bo$107bobo21bobo$132bo$83bob
o$83b3o3$131bobo$132bo4$108bo$107bobo3$83bobo$83b3o$108bo$107bobo21bob
o$132bo2$83bobo$83b3o7$131bobo$83bobo45b3o$83b3o$108bo$107bobo6$83bobo
$83b3o$108bo$107bobo5$131bobo$132bo5$83bobo$83b3o45bobo$108bo23bo$107b
obo10$131bobo$83bobo45b3o$83b3o$108bo$107bobo6$83bobo$83b3o3$131bobo$
132bo2$107b3o$107bobo7$83bobo$83b3o45bobo$132bo2$108bo$107bobo$83bobo$
83b3o$131bobo$131b3o2$108bo$83bobo21bobo$83b3o10$131bobo$83bobo46bo$
84bo4$107b3o21bobo$107bobo22bo10$108bo$83bobo21bobo21bobo$83b3o46bo5$
83bobo$83b3o45bobo$131b3o3$108bo$83bobo21bobo$83b3o7$108bo$107bobo$
131bobo$132bo2$83bobo$83b3o2$131bobo$108bo23bo$107bobo$83bobo$83b3o3$
108bo$107bobo4$83bobo45bobo$83b3o46bo7$108bo$83bobo21bobo$83b3o$131bob
o$131b3o2$108bo$107bobo$83bobo$84bo3$108bo$107bobo7$83bobo$83b3o45bobo
$132bo8$107b3o$107bobo21bobo$131b3o2$83bobo$84bo6$108bo$107bobo$131bob
o$131b3o9$108bo22bobo$107bobo21b3o2$83bobo$84bo4$131bobo$108bo22b3o$
107bobo3$83bobo$84bo3$131bobo$108bo23bo$83bobo21bobo$83b3o4$108bo$107b
obo2$83bobo$83b3o9$108bo$107bobo2$83bobo$84bo2$108bo$107bobo5$108bo$
107bobo5$83bobo$84bo5$83bobo$84bo5$107b3o$107bobo4$83bobo$83b3o5$108bo
$107bobo11$83bobo22bo$84bo22bobo5$83bobo$83b3o2$108bo$107bobo8$108bo$
83bobo21bobo$84bo4$108bo$107bobo7$83bobo$83b3o4$108bo$107bobo4$83bobo$
84bo23bo$107bobo5$108bo$107bobo9$83bobo$84bo7$83bobo21b3o$84bo22bobo
10$83bobo22bo$84bo22bobo10$83bobo$83b3o22bo$107bobo5$108bo$107bobo4$
83bobo$84bo2$107b3o$107bobo13$83bobo21b3o$83b3o21bobo5$83bobo$83b3o22b
o$107bobo4$83bobo$83b3o22bo$107bobo5$108bo$107bobo5$83bobo$83b3o5$83bo
bo$83b3o5$107b3o$107bobo2$83bobo$83b3o7$108bo$83bobo21bobo$83b3o10$
108bo$83bobo21bobo$83b3o9$108bo$107bobo$83bobo$84bo6$107b3o$107bobo7$
108bo$107bobo$83bobo$83b3o5$83bobo$83b3o5$83bobo$83b3o4$108bo$107bobo
7$83bobo$83b3o5$83bobo$83b3o3$107b3o$107bobo4$83bobo$83b3o5$108bo$107b
obo2$83bobo$83b3o8$108bo$107bobo2$83bobo$83b3o5$108bo$107bobo5$83bobo$
84bo2$108bo$107bobo5$108bo$107bobo7$83bobo$83b3o4$108bo$83bobo21bobo$
83b3o4$108bo$83bobo21bobo$83b3o4$108bo$107bobo7$83bobo$83b3o5$83bobo$
83b3o3$107b3o$107bobo4$83bobo$83b3o5$108bo$107bobo2$83bobo$83b3o8$108b
o$107bobo2$83bobo$83b3o2$108bo$107bobo7$107b3o$83bobo21bobo$84bo12$
107b3o$107bobo3$83bobo$83b3o2$108bo$107bobo5$83bobo22bo$83b3o21bobo5$
108bo$107bobo2$83bobo$84bo9$83bobo$83b3o4$107b3o$107bobo10$108bo$83bob
o21bobo$83b3o10$108bo$83bobo21bobo$83b3o4$108bo$107bobo6$83bobo$84bo
22b3o$107bobo8$108bo$107bobo6$83bobo$83b3o7$108bo$83bobo21bobo$83b3o8$
83bobo22bo$84bo22bobo9$83bobo$84bo7$107b3o$83bobo21bobo$84bo6$83bobo$
83b3o2$108bo$107bobo2$83bobo$83b3o5$83bobo$83b3o2$108bo$107bobo8$83bob
o22bo$83b3o21bobo7$83bobo$84bo$108bo$107bobo6$108bo$107bobo4$83bobo$
83b3o$107b3o$107bobo3$83bobo$83b3o6$108bo$107bobo4$83bobo$83b3o11$83bo
bo$84bo22b3o$107bobo10$108bo$107bobo4$83bobo$83b3o6$108bo$107bobo6$83b
obo22bo$83b3o21bobo5$108bo$107bobo7$83bobo$83b3o2$108bo$107bobo5$83bob
o$83b3o22bo$107bobo6$108bo$107bobo6$83bobo$83b3o5$83bobo$83b3o4$107b3o
$107bobo6$83bobo$83b3o3$108bo$107bobo7$83bobo$84bo3$108bo$107bobo5$
108bo$107bobo6$83bobo$83b3o5$83bobo$83b3o$108bo$107bobo6$83bobo$83b3o$
108bo$107bobo8$83bobo$83b3o4$108bo$107bobo2$83bobo$83b3o5$83bobo$83b3o
4$108bo$107bobo5$108bo$83bobo21bobo$83b3o6$107b3o$107bobo4$83bobo$84bo
8$107b3o$107bobo6$108bo$83bobo21bobo$83b3o4$108bo$83bobo21bobo$83b3o4$
108bo$107bobo$83bobo$83b3o5$83bobo$83b3o9$83bobo21b3o$83b3o21bobo8$83b
obo$84bo$108bo$107bobo8$83bobo$83b3o2$108bo$107bobo5$108bo$107bobo7$
108bo$107bobo2$83bobo$83b3o7$108bo$107bobo3$83bobo$83b3o4$108bo$107bob
o4$81b2o5bo16b2o$36b2o22b2o19bo2bobo2bo16bob2o22b2o$36b2o22b2o19b3o4bo
16b5o22b2o14b2o$24b2o46b2o9b2o35b2o26b2o$24b2o46b2o46b2o3$107bobo$107b
3o59b2o$169b2o7$107bobo$107b3o2$161b2o$161b2o7$107bobo$107b3o7$107bobo
$107b3o5$107bobo$107b3o11$107bobo$107b3o5$110bo$109bo$112bo$110bo2bo$
110bo2bo$111b2o2$110bo3$107bo5bo3$110bo!
I added in the original destruction, as it actually is slightly more efficient.

EDIT, we can cut down on construction with this change:

Code: Select all

x = 347, y = 177, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
12$22b2o$23bo$22bo13$34b2o$35bo$34bo19$52b2o$53bo$52bo22$73b2o$74bo$
73bo15$99b2o$100bo$99bo12$260bo$259b2o$258b3o$258b2o4$113b2o$114bo$
113bo3$263b2o$264bo$263bo$113b2o$114bo$113bo8$279b2o$280bo27b2o$279bo
28b2o$129b2o$130bo27b2o$129bo28b2o5$320b2o$320b2o2$170b2o$170b2o$225b
2o44b2o$225b2o44b2o26b2o$237b2o20b2o22b2o14b2o$75b2o44b2o114b2o20b2o
22b2o$75b2o44b2o26b2o$87b2o20b2o22b2o14b2o$87b2o20b2o22b2o!
EDIT 2, 48c/4958:

Code: Select all

x = 159, y = 1329, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
85b3o$87b2o$85b3ob2o$84bobob3o$85b2o$85b2o8$84bo$83bobo9$133b2o$133b2o
2$83b3o$83bobo5$145b2o$145b2o$83b3o36bo$83bobo33bobo$119b2o$2o46b2o46b
2o$2o46b2o46b2o$12b2o22b2o12b3o7b2o8bo9bo3b2o22b2o20b2o$12b2o22b2o13bo
8b2o9bo9bo2b2o22b2o20b2o$51b2o17bo9bo$108bo$107bobo$83bobo$84bo6$107b
3o$83bobo21bobo$84bo$60bo$59bobo4$107b3o$107bobo4$83bobo$83b3o2$60bo$
59bobo$107b3o$107bobo5$59b3o$59bobo3$83bobo$83b3o$59b3o45b3o$59bobo45b
obo5$60bo$59bobo3$108bo$107bobo$60bo$59bobo10$60bo$59bobo4$107b3o$107b
obo2$60bo$59bobo21bobo$84bo6$108bo$107bobo2$83bobo$83b3o5$60bo$59bobo
2$108bo$83bobo21bobo$83b3o4$108bo$59b3o45bobo$59bobo3$83bobo$84bo8$60b
o22bobo$59bobo22bo22b3o$107bobo5$83bobo$83b3o22bo$107bobo4$59b3o21bobo
$59bobo21b3o5$60bo$59bobo46bo$107bobo$83bobo$83b3o3$108bo$107bobo6$83b
obo$83b3o3$59b3o$59bobo3$83bobo21b3o$83b3o21bobo5$83bobo$60bo22b3o22bo
$59bobo45bobo5$60bo$59bobo5$108bo$83bobo21bobo$83b3o7$60bo$59bobo4$
107b3o$83bobo21bobo$83b3o6$59b3o$59bobo$83bobo$83b3o$108bo$107bobo3$
59b3o$59bobo2$108bo$107bobo2$60bo$59bobo2$83bobo$83b3o5$83bobo$60bo22b
3o$59bobo4$107b3o$107bobo5$83bobo$83b3o4$108bo$107bobo5$60bo$59bobo21b
obo$84bo4$108bo$107bobo5$108bo$107bobo$59b3o$59bobo3$83bobo$83b3o$107b
3o$107bobo3$83bobo$83b3o$60bo$59bobo6$59b3o21bobo$59bobo21b3o21b3o$
107bobo6$108bo$59b3o45bobo$59bobo$83bobo$83b3o2$108bo$107bobo3$59b3o$
59bobo21bobo$83b3o22bo$107bobo3$59b3o$59bobo21bobo$83b3o8$107b3o$107bo
bo2$59b3o21bobo$59bobo21b3o5$59b3o$59bobo2$108bo$107bobo2$59b3o21bobo$
59bobo22bo3$108bo$107bobo12$60bo22bobo$59bobo21b3o4$107b3o$83bobo21bob
o$83b3o5$59b3o$59bobo21bobo$83b3o2$108bo$107bobo$59b3o$59bobo21bobo$
83b3o4$59b3o$59bobo3$108bo$83bobo21bobo$83b3o4$108bo$107bobo3$83bobo$
59b3o22bo$59bobo46bo$107bobo7$59b3o45b3o$59bobo21bobo21bobo$83b3o7$
107b3o$107bobo4$59b3o$59bobo4$107b3o$107bobo$83bobo$83b3o5$108bo$59b3o
45bobo$59bobo4$83bobo$83b3o2$108bo$59b3o45bobo$59bobo7$83bobo$59b3o22b
o$59bobo5$59b3o$59bobo$107b3o$107bobo7$83bobo$83b3o2$59b3o46bo$59bobo
45bobo2$83bobo$83b3o2$59b3o$59bobo5$59b3o21bobo22bo$59bobo21b3o21bobo
5$108bo$107bobo2$59b3o$59bobo$83bobo$83b3o6$59b3o$59bobo21bobo$83b3o$
108bo$107bobo2$59b3o$59bobo21bobo$83b3o4$108bo$107bobo6$59b3o21bobo$
59bobo21b3o5$59b3o$59bobo46bo$107bobo4$59b3o21bobo$59bobo22bo8$108bo$
107bobo5$108bo$107bobo$60bo22bobo$59bobo21b3o3$108bo$107bobo$83bobo$
83b3o5$59b3o21bobo21b3o$59bobo21b3o21bobo5$59b3o$59bobo$83bobo$84bo22b
3o$107bobo5$60bo$59bobo3$107b3o$107bobo2$83bobo$84bo4$108bo$107bobo$
83bobo$83b3o5$83bobo$83b3o13$83bobo$83b3o3$108bo$107bobo9$83bobo$83b3o
7$107b3o$83bobo21bobo$83b3o9$108bo$107bobo4$83bobo$83b3o5$83bobo$83b3o
22bo$107bobo8$108bo$107bobo$83bobo$83b3o6$108bo$107bobo4$83bobo$84bo
23bo$107bobo12$108bo$107bobo2$83bobo$83b3o2$108bo$107bobo3$83bobo$83b
3o$108bo$107bobo4$83bobo$83b3o10$83bobo$83b3o$107b3o$107bobo3$83bobo$
83b3o6$83bobo22bo$83b3o21bobo11$83bobo22bo$83b3o21bobo5$108bo$107bobo
5$83bobo$84bo$107b3o$107bobo13$107b3o$83bobo21bobo$83b3o5$108bo$107bob
o5$83bobo22bo$84bo22bobo5$83bobo22bo$83b3o21bobo6$83bobo$83b3o9$83bobo
$83b3o21b3o$107bobo7$83bobo$83b3o2$108bo$107bobo8$83bobo$83b3o2$108bo$
107bobo5$108bo$107bobo2$83bobo$84bo11$108bo$107bobo4$83bobo$83b3o3$
108bo$107bobo5$83bobo$83b3o7$108bo$107bobo6$83bobo$83b3o6$108bo$107bob
o2$83bobo$84bo6$83bobo$83b3o3$107b3o$107bobo$83bobo$83b3o9$108bo$107bo
bo$83bobo$83b3o4$108bo$107bobo6$83bobo$84bo10$107b3o$107bobo5$83bobo$
83b3o4$108bo$83bobo21bobo$83b3o5$83bobo$83b3o4$108bo$107bobo2$83bobo$
84bo5$108bo$107bobo7$83bobo$84bo23bo$107bobo5$83bobo22bo$83b3o21bobo5$
83bobo$83b3o6$108bo$107bobo4$83bobo$83b3o22bo$107bobo5$108bo$107bobo4$
83bobo$84bo12$107b3o$107bobo3$83bobo$83b3o5$83bobo$83b3o22bo$107bobo4$
83bobo$83b3o6$108bo$107bobo5$83bobo$83b3o2$108bo$107bobo2$83bobo$83b3o
5$108bo$107bobo2$83bobo$83b3o2$108bo$107bobo5$83bobo$83b3o6$108bo$107b
obo4$83bobo$83b3o22bo$107bobo5$108bo$107bobo4$83bobo$84bo12$107b3o$
107bobo3$83bobo$83b3o6$108bo$107bobo11$83bobo22bo$83b3o21bobo8$83bobo
22bo$84bo22bobo7$83bobo$83b3o22bo$107bobo5$108bo$107bobo3$83bobo$83b3o
8$108bo$107bobo2$83bobo$83b3o2$108bo$107bobo5$108bo$107bobo2$83bobo$
84bo14$107b3o$107bobo$83bobo$83b3o5$83bobo$83b3o2$108bo$107bobo2$83bob
o$83b3o7$83bobo$84bo23bo$107bobo2$96bo6b2o$36b2o22b2o22b2o11bo6bo3b2o
22b2o$36b2o22b2o22b2o10bo6b2o3b2o22b2o14b2o$24b2o46b2o46b2o26b2o$24b2o
46b2o46b2o$107bobo$107b3o8$157b2o$157b2o2$107bobo$107b3o11$107bobo$
108bo9$135b2o$135bobo6$107bobo$107b3o5$107bobo$107b3o3$106b2o$108bo$
104b2obo$104bo8b2o$105b2o6b2o$117b2o$100b3o14b2o$100bobo$100b3o$103b3o
$104b2o2$109b2o$109b2o!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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toroidalet
Posts: 1514
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Location: My computer
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by toroidalet » March 31st, 2019, 4:00 pm

48c/4826:

Code: Select all

x = 157, y = 1283, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
109b2o$109b2o7$107b3o$107bobo16$108bo$107bobo10$142bobo$107b3o32b2o$
107bobo11$107b3o$107bobo2$155b2o$155b2o5$107b3o$24b2o46b2o33bobo10b2o$
24b2o46b2o46b2o26b2o$36b2o22b2o14bo7b2o7b2o4b2o6b2o23b2o14b2o$36b2o22b
2o13bo8b2o8bo5bo9bo21b2o$76bo16b2o4b2o6bobo$107bobo$108bo3$83b3o$83bob
o4$107bobo$83b3o22bo$83bobo5$83b3o$83bobo4$107bobo$108bo10$107bobo$84b
o22b3o$83bobo11$83b3o$83bobo4$107bobo$108bo5$107bobo$83b3o22bo$83bobo
4$107bobo$108bo3$83b3o$83bobo8$83b3o21bobo$83bobo22bo5$83b3o21bobo$83b
obo22bo8$107bobo$108bo3$83b3o$83bobo4$107bobo$83b3o22bo$83bobo5$83b3o$
83bobo4$107bobo$108bo10$107bobo$84bo22b3o$83bobo11$83b3o$83bobo4$107bo
bo$108bo6$83b3o21bobo$83bobo22bo5$83b3o$83bobo5$107bobo$84bo22b3o$83bo
bo12$107bobo$84bo23bo$83bobo7$83b3o$83bobo4$107bobo$83b3o22bo$83bobo5$
83b3o$83bobo6$107bobo$108bo8$107bobo$84bo23bo$83bobo11$83b3o$83bobo$
107bobo$108bo5$107bobo$108bo3$83b3o$83bobo7$107bobo$108bo2$83b3o$83bob
o7$84bo22bobo$83bobo21b3o8$83b3o$83bobo8$107bobo$108bo5$107bobo$108bo
3$83b3o$83bobo$107bobo$108bo6$107bobo$107b3o7$84bo$83bobo5$107bobo$
107b3o5$83b3o$83bobo$107bobo$108bo5$107bobo$108bo3$83b3o$83bobo7$107bo
bo$83b3o22bo$83bobo8$83b3o$83bobo21bobo$107b3o4$83b3o$83bobo12$83b3o
21bobo$83bobo22bo5$83b3o21bobo$83bobo22bo5$83b3o21bobo$83bobo22bo12$
107bobo$108bo3$84bo$83bobo$107bobo$108bo8$107bobo$83b3o22bo$83bobo7$
107bobo$108bo3$83b3o$83bobo5$83b3o$83bobo$107bobo$108bo4$84bo$83bobo5$
107bobo$107b3o7$84bo$83bobo7$83b3o$83bobo$107bobo$108bo3$83b3o$83bobo
5$83b3o$83bobo15$107bobo$84bo23bo$83bobo6$107bobo$107b3o4$83b3o$83bobo
4$107bobo$107b3o6$83b3o$83bobo$107bobo$107b3o3$83b3o$83bobo3$107bobo$
108bo2$84bo$83bobo2$107bobo$108bo5$107bobo$59bobo21b3o22bo$59b3o21bobo
9$59bobo$60bo2$107bobo$108bo$83b3o$59bobo21bobo$60bo8$83b3o$83bobo$59b
obo45bobo$59b3o46bo8$107bobo$108bo5$84bo$83bobo2$59bobo$60bo5$107bobo$
108bo2$83b3o$83bobo2$59bobo45bobo$60bo47bo6$59bobo$59b3o$83b3o$83bobo
2$107bobo$108bo5$83b3o$83bobo3$59bobo$60bo46bobo$107b3o4$59bobo21b3o$
60bo22bobo5$59bobo$60bo22b3o$83bobo4$59bobo$60bo23bo22bobo$83bobo22bo
5$59bobo$59b3o2$107bobo$108bo2$83b3o$83bobo4$107bobo$107b3o2$59bobo$
59b3o6$107bobo$59bobo45b3o$60bo23bo$83bobo4$59bobo$60bo$107bobo$107b3o
4$83b3o$83bobo2$107bobo$108bo3$59bobo$60bo$107bobo$108bo2$83b3o$83bobo
2$107bobo$108bo3$83b3o$83bobo$59bobo$60bo3$83b3o$83bobo$107bobo$108bo
2$59bobo$60bo5$83b3o$83bobo$107bobo$107b3o4$83b3o$83bobo$59bobo$60bo4$
83b3o$59bobo21bobo$60bo4$107bobo$59bobo46bo$60bo5$107bobo$108bo3$84bo$
59bobo21bobo$59b3o6$107bobo$107b3o3$83b3o$83bobo6$59bobo$60bo2$107bobo
$108bo$83b3o$59bobo21bobo$60bo2$107bobo$108bo$83b3o$59bobo21bobo$60bo
2$107bobo$108bo3$59bobo$59b3o2$107bobo$107b3o3$83b3o$83bobo6$59bobo$
59b3o$83b3o$83bobo21bobo$107b3o4$59bobo$60bo2$107bobo$108bo2$59bobo$
60bo$83b3o$83bobo21bobo$108bo11$107bobo$83b3o22bo$83bobo5$59bobo21b3o$
60bo22bobo3$107bobo$107b3o2$84bo$83bobo2$59bobo$60bo5$59bobo$59b3o4$
84bo$83bobo21bobo$108bo$59bobo$59b3o3$107bobo$83b3o22bo$83bobo4$107bob
o$83b3o22bo$83bobo$59bobo$60bo3$83b3o$83bobo5$107bobo$108bo4$59bobo$
60bo46bobo$108bo4$59bobo22bo$60bo22bobo3$107bobo$108bo6$59bobo$59b3o
21b3o$83bobo21bobo$108bo10$83b3o$83bobo21bobo$108bo3$59bobo$60bo22b3o$
83bobo$107bobo$107b3o5$83b3o$83bobo8$107bobo$108bo$83b3o$83bobo3$107bo
bo$108bo4$83b3o$83bobo3$59bobo$60bo$83b3o$83bobo21bobo$108bo10$107bobo
$107b3o2$59bobo$60bo$84bo$83bobo5$59bobo$60bo5$83b3o$83bobo21bobo$108b
o3$59bobo$60bo5$59bobo45bobo$60bo22b3o21b3o$83bobo4$59bobo$60bo5$107bo
bo$107b3o6$59bobo$60bo$83b3o$83bobo21bobo$107b3o2$59bobo$60bo4$107bobo
$107b3o$84bo$83bobo$59bobo$60bo4$107bobo$108bo$83b3o$83bobo$59bobo$60b
o7$83b3o$83bobo5$59bobo21b3o$60bo22bobo6$83b3o$83bobo5$83b3o$59bobo21b
obo$60bo8$59bobo$60bo6$84bo$83bobo7$59bobo$60bo3$83b3o$83bobo$59bobo$
60bo9$83b3o$83bobo5$83b3o$83bobo7$83b3o$83bobo8$59bobo$59b3o$83b3o$83b
obo8$59bobo21b3o$60bo22bobo5$83b3o$83bobo3$59bobo$60bo8$59bobo$59b3o3$
84bo$83bobo4$59bobo$59b3o6$83b3o$59bobo21bobo$60bo8$59bobo$60bo$83b3o$
83bobo5$59bobo21b3o35b4o$59b3o21bobo35b4o4$120b2o5b2o$55bo10b2o7b2o6b
3o35bo5b4o$12b2o22b2o16bo5b2o5bo8bo5bo2bo22b2o19b2o$12b2o22b2o17bo4b2o
4b2o7b2o7bobo21b2o11b3o6bo$2o46b2o33bobo10b2o23bobo5b2o$2o46b2o33b2o
11b2o23b3o4$145b2o$83bobo59b2o$84bo5$83bobo$84bo$133b2o$133b2o9$85b2o$
86bo$85bo$89b2o$89b2o2$85b2o$85b2o!
Soon we may get one faster than c/100
Any sufficiently advanced software is indistinguishable from malice.

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » March 31st, 2019, 4:56 pm

What did you change on this one? Did you just compress it, or a different recipe?
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

User avatar
toroidalet
Posts: 1514
Joined: August 7th, 2016, 1:48 pm
Location: My computer
Contact:

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by toroidalet » March 31st, 2019, 4:59 pm

I replaced some push operations with faster ones, thereby allowing me to compress it more.
Any sufficiently advanced software is indistinguishable from malice.

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Moosey
Posts: 4306
Joined: January 27th, 2019, 5:54 pm
Location: here
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Moosey » April 1st, 2019, 11:56 am

Kicking off triangular rules:

Code: Select all

x = 9, y = 5, rule = B03/ST
bob2o$2o$bo$bo!
Works here
http://lazyslug.no-ip.biz/lifeview/plugin/viewer.html

Oddly, triangular rules with B1 can support ships

Code: Select all

x = 9, y = 5, rule = B1/S1T
o$bo!
#c This is not an April fools prank
#c if you don’t trust me, scroll down this RLE
#c you’ll find nothing.









#c not convinced yet?













#c Look, I’m serious.
#c see? You can’t scroll down farther.
The rule is really rich in ships.

Code: Select all

x = 9, y = 5, rule = B1/S1T
3bobo$
4b2o2$
obo$
3bo3b3o$
2bo5bo!

#c also a very real ship.
There are others too but I’m experiencing minor difficulties finding their RLEs.
not active here but active on discord

User avatar
2718281828
Posts: 738
Joined: August 8th, 2017, 5:38 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by 2718281828 » April 1st, 2019, 6:29 pm

toroidalet wrote:I replaced some push operations with faster ones, thereby allowing me to compress it more.
Could you post the operators, that you used?

AforAmpere
Posts: 1334
Joined: July 1st, 2016, 3:58 pm

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » April 1st, 2019, 7:08 pm

The shortest I could get the tape:

Code: Select all

x = 22, y = 2688, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
$3b3o$3bobo7$4bo$3bobo7$4bo$3bobo9$4bo$3bobo11$4bo$3bobo9$4bo$3bobo17$
3b3o$3bobo10$4bo$3bobo5$4bo$3bobo5$4bo$3bobo14$3b3o$3bobo6$4bo$3bobo
11$4bo$3bobo8$4bo$3bobo8$4bo$3bobo5$4bo$3bobo12$4bo$3bobo5$4bo$3bobo5$
4bo$3bobo17$3b3o$3bobo10$4bo$3bobo5$4bo$3bobo5$4bo$3bobo7$3b3o$3bobo
13$3b3o$3bobo6$4bo$3bobo5$4bo$3bobo5$4bo$3bobo13$3b3o$3bobo11$4bo$3bob
o6$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo5$3b3o$
3bobo6$4bo$3bobo8$4bo$3bobo9$4bo$3bobo8$3b3o$3bobo8$3b3o$3bobo16$4bo$
3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo14$3b3o$3bobo8$3b3o$3bobo13$
3b3o$3bobo13$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo6$4bo$3bobo8$4bo$3bobo
9$4bo$3bobo8$3b3o$3bobo8$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bo
bo8$3b3o$3bobo8$3b3o$3bobo5$3b3o$3bobo12$3b3o$3bobo5$3b3o$3bobo5$3b3o$
3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo6$4bo$3bobo13$4b
o$3bobo7$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$
3b3o$3bobo5$3b3o$3bobo14$3b3o$3bobo8$3b3o$3bobo13$3b3o$3bobo13$3b3o$3b
obo12$4bo$3bobo12$3b3o$3bobo5$4bo$3bobo17$3b3o$3bobo10$4bo$3bobo5$4bo$
3bobo8$4bo$3bobo8$4bo$3bobo5$4bo$3bobo12$4bo$3bobo5$4bo$3bobo5$4bo$3bo
bo17$3b3o$3bobo10$4bo$3bobo5$4bo$3bobo8$4bo$3bobo8$4bo$3bobo5$4bo$3bob
o12$4bo$3bobo5$4bo$3bobo5$4bo$3bobo17$3b3o$3bobo10$4bo$3bobo5$4bo$3bob
o8$4bo$3bobo8$4bo$3bobo5$4bo$3bobo12$4bo$3bobo5$4bo$3bobo5$4bo$3bobo
17$3b3o$3bobo10$4bo$3bobo5$4bo$3bobo5$4bo$3bobo7$3b3o$3bobo13$3b3o$3bo
bo6$4bo$3bobo5$4bo$3bobo5$4bo$3bobo17$3b3o$3bobo10$4bo$3bobo5$4bo$3bob
o10$4bo$3bobo8$3b3o$3bobo7$4bo$3bobo18$3b3o$3bobo16$4bo$3bobo11$3b3o$
3bobo5$3b3o$3bobo8$3b3o$3bobo8$3b3o$3bobo5$3b3o$3bobo12$3b3o$3bobo5$3b
3o$3bobo5$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo
6$4bo$3bobo13$4bo$3bobo7$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo16$4bo$3bob
o11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo6$4bo$3bobo9$3b3o$3bobo14$3b3o$
3bobo9$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo8$3b3o$3bobo9$3b
3o$3bobo6$3b3o$3bobo5$4bo$3bobo11$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo
5$3b3o$3bobo6$3b3o$3bobo5$3b3o$3bobo10$3b3o$3bobo6$3b3o$3bobo5$3b3o$3b
obo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo14$3b3o$3bobo8$3b
3o$3bobo13$3b3o$3bobo13$3b3o$3bobo5$3b3o$3bobo6$4bo$3bobo13$4bo$3bobo
7$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3b
obo5$3b3o$3bobo7$3b3o$3bobo10$3b3o$3bobo8$3b3o$3bobo5$3b3o$3bobo16$4bo
$3bobo11$3b3o$3bobo5$3b3o$3bobo19$3b3o$3bobo10$4bo$3bobo8$3b3o$3bobo9$
3b3o$3bobo5$3b3o$3bobo6$3b3o$3bobo5$3b3o$3bobo16$4bo$3bobo11$3b3o$3bob
o5$3b3o$3bobo5$3b3o$3bobo7$3b3o$3bobo10$3b3o$3bobo8$3b3o$3bobo5$3b3o$
3bobo16$4bo$3bobo11$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo6$4b
o$3bobo8$4bo$3bobo9$4bo$3bobo8$3b3o$3bobo8$3b3o$3bobo6$4bo$3bobo8$4bo$
3bobo9$3b3o$3bobo9$3b3o$3bobo9$4bo$3bobo33$3b3o$3bobo5$3b3o$3bobo14$3b
3o$3bobo8$3b3o$3bobo13$3b3o$3bobo13$3b3o$3bobo8$3b3o$3bobo8$3b3o$3bobo
5$3b3o$3bobo12$3b3o$3bobo5$3b3o$3bobo5$3b3o$3bobo10$3b3o$3bobo7$3b3o$
3bobo16$3b3o$3bobo8$4bo$3bobo17$3b3o$3bobo10$4bo$3bobo5$4bo$3bobo14$4b
o$3bobo12$3b3o$3bobo7$3b3o$3bobo5$4bo$3bobo9$4bo$3bobo21$4bo$3bobo5$4b
o$3bobo7$3b3o$3bobo13$3b3o$3bobo6$4bo$3bobo5$4bo$3bobo5$4bo$3bobo17$3b
3o$3bobo10$4bo$3bobo5$4bo$3bobo14$4bo$3bobo12$3b3o$3bobo7$3b3o$3bobo5$
4bo$3bobo9$4bo$3bobo21$4bo$3bobo18$3b3o$3bobo5$3b3o$3bobo16$4bo$3bobo
11$3b3o$3bobo5$3b3o$3bobo8$4bo$3bobo!
The operators:

Code: Select all

-2     
f      
+2     
+3     
f      
+4     
+1     
f      
+5     
f      
+8     
+5     
f      
+3     
f      
+4     
f      
+8     
+1     
f      
+3     
f      
+3     
f      
+3     
f      
+4     
f      
-5     
f      
+3     
f      
+4     
f      
-4     
f      
-8     
f      
-7     
f      
+8     
+4     
f      
-3     
f      
-28    
f      
-3     
f      
+5     
f-     
+8     
+3     
T      
f      
+20    
+4     
f      
+20
-6
f      
d
The operators themselves:

Code: Select all

x = 1137, y = 317, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
10$1039b3o2b28o26b3o2b28o2$13bo42bo$12b3o2b20o18b3o2b20o$13bo42bo8$
606b3o32b3o$112bo48bo50bo45bo44bo36bo36bo42bo39bo34bo44bo32bo32bo34bo
36b3o2b2o27b3o2b2o23b3o2b3o22b3o2b3o22b3o2b4o22b3o2b4o23b3o2b5o19b3o2b
5o17b3o2b7o17b3o2b7o18b3o2b8o16b3o2b8o$111b3o2b8o36b3o2b8o38b3o2b5o36b
3o2b5o35b3o2b4o28b3o2b4o28b3o2b3o35b3o2b3o32b3o2b2o28b3ob2o39b3o2bo27b
3o2bo28b2o33b2o$112bo48bo50bo45bo44bo36bo36bo42bo39bo34bo44bo32bo32bo
34bo9$24b2o43b2o46b2o46b2o47b2o44b2o43b2o35b2o35b2o42b2o39b2o76b2o32b
2o36b2o28b2o36b2o31b2o30b2o26b2o30b2o27b2o32b2o26b2o28b2o26b2o28b2o27b
2o34b2o63b2o$24b2o43b2o46b2o46b2o47b2o44b2o43b2o35b2o35b2o42b2o39b2o
34b2o40b2o32b2o36b2o28b2o36b2o31b2o30b2o26b2o30b2o27b2o32b2o26b2o28b2o
26b2o28b2o27b2o34b2o63b2o$500b2o4$22b3o43bo46b3o46bo47b3o44bo43b3o35bo
35b3o42bo39b3o34bo41bo32b3o35b3o28bo36b3o31bo30b3o26bo30b3o27bo32b3o
26bo28b3o26bo28b3o27bo34b3o63bo$22bobo42bobo45bobo45bobo46bobo43bobo
42bobo34bobo34bobo41bobo38bobo33bobo39bobo31bobo35bobo27bobo35bobo30bo
bo29bobo25bobo29bobo26bobo31bobo25bobo27bobo25bobo27bobo26bobo33bobo
62bobo5$115b3o46bo47b3o44bo43b3o35bo120b3o34bo245b3o26bo30b3o27bo$115b
obo45bobo46bobo43bobo42bobo34bobo119bobo33bobo244bobo25bobo29bobo26bob
o89b3o26bo$681bo244bobo25bobo$377b3o42bo257bobo30b3o268b3o27bo$377bobo
41bobo289bobo268bobo26bobo$868b3o26bo$212b3o44bo608bobo25bobo$212bobo
43bobo43bo270bo230bo119b3o26bo$303bobo34b3o197b3o31bobo168b3o26bo30bob
o26b3o89bobo25bobo$22b3o43bo271bobo197bobo202bobo25bobo58bobo$22bobo
42bobo611bo$613bo66bobo30b3o$377b3o42bo189bobo27b3o68bobo$213bo163bobo
41bobo218bobo224bo114b3o27bo$212bobo43b3o202bo404bobo25b3o85bobo26bobo
33b3o63bo$115b3o46bo93bobo201bobo33b3o395bobo150bobo62bobo$115bobo45bo
bo332bobo$805b3o27bo$377b3o42bo382bobo26bobo89b3o26bo$377bobo41bobo
321b3o26bo151bobo25bobo$541bo32b3o104bo63bobo25bobo208b3o27bo$23bo280b
o235bobo31bobo103bobo30b3o268bobo26bobo$22bobo42b3o143bo89bobo34b3o
119b3o34bo213bobo152b3o26bo$67bobo142bobo43b3o79bobo119bobo33bobo111b
3o28bo224bobo25bobo$115b3o46bo93bobo351bobo27bobo$115bobo45bobo760b3o
26bo94bo$575bo350bobo25bobo28bo63bobo62b3o$540b3o441bobo26b3o98bobo$
745b3o26bo238bobo$23bo279b3o35bo270b3o28bo101bobo25bobo$22bobo42b3o
233bobo34bobo$67bobo307b3o42bo503b3o26bo$213bo163bobo41bobo257bo123b3o
27bo$212bobo43b3o419bobo30b3o89bobo26bobo$258bobo201b3o34bo213bobo29b
3o26bo274b3o63bo$303b3o35bo707bobo62bobo$22b3o43bo234bobo34bobo$22bobo
42bobo307b3o42bo$115b3o46bo212bobo41bobo560b3o27bo$115bobo45bobo$869bo
$212b3o44bo43b3o35bo554b3o$212bobo43bobo420bo31b3o89b3o27bo$377b3o42bo
$1049b3o63bo$1049bobo62bobo$22b3o43bo$22bobo42bobo3$212b3o44bo789b3o
63bo$1049bobo62bobo$115b3o46bo$607b3o29b3o$607bo4b2o25bo4b2o$607b2o30b
2o$607bo31bo$1049b3o63bo$1049bobo62bobo5$1049b3o63bo5$22b3o43bo538b2o
30b2o$607b2o30b2o5$605b3o30bo$605bobo29bobo6$606bo$605bobo29b3o$637bob
o7$606bo$605bobo29b3o$637bobo8$605b3o30bo$605bobo29bobo9$605b3o30bo$
605bobo29bobo9$606bo$605bobo29b3o$637bobo32$605b3o30bo26$607b3o$608bo
31b3o$608bo32bo$641bo15$607b2o31b2o$607b2o31b2o5$605b3o31bo$605bobo30b
obo10$605b3o31bo$605bobo30bobo7$605b3o31bo$605bobo30bobo16$605b3o31bo$
605bobo30bobo8$606bo$638b3o!
Plus the -6:

Code: Select all

x = 24, y = 32, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
2b2o18b2o$2b2o18b2o5$3o18bo$obo17bobo17$bo$obo17b3o$20bobo4$bo$20b3o!
And with that, 48c/4598:

Code: Select all

x = 159, y = 1242, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
84bo$83bo6bo$83bo5bo$89bo$90bo2bo$87b2obo$87b2o$86bo3bobo$90b3o$91b2o$
91bobo$89b2obo$88b2ob2o$83b3o3b3o$83bobo11$133b2o$133b2o$83b3o$83bobo
6$145b2o$145b2o4$2o46b2o46b2o$2o46b2o10bo35b2o$12b2o22b2o20b2o3b2o7b2o
7b5o22b2o22b2o$12b2o22b2o19bo3bo2bo8bo8bob2o22b2o22b2o$58b2obob2o7b2o
7b2o$108bo$107bobo2$59b3o$59bobo5$107b3o$107bobo$83bobo$84bo4$59b3o$
59bobo45b3o$107bobo4$59b3o$59bobo2$83bobo$84bo$107b3o$59b3o45bobo$59bo
bo5$83bobo$84bo4$59b3o45b3o$59bobo45bobo7$59b3o$59bobo$83bobo21b3o$84b
o22bobo5$83bobo$84bo8$59b3o$59bobo$108bo$107bobo6$60bo$59bobo4$107b3o$
107bobo5$107b3o$107bobo3$83bobo$83b3o$107b3o$59b3o45bobo$59bobo7$83bob
o$84bo2$60bo$59bobo$108bo$107bobo3$60bo$59bobo21bobo$84bo2$107b3o$107b
obo5$83bobo$83b3o4$60bo$59bobo45b3o$107bobo2$83bobo$83b3o5$107b3o$107b
obo$83bobo$59b3o22bo$59bobo5$107b3o$107bobo$59b3o21bobo$59bobo22bo3$
107b3o$107bobo$60bo$59bobo$83bobo$83b3o7$60bo$59bobo45b3o$83bobo21bobo
$83b3o4$107b3o$107bobo3$83bobo$83b3o$107b3o$107bobo5$83bobo$84bo2$60bo
$59bobo2$83bobo$84bo2$60bo$59bobo$108bo$83bobo21bobo$84bo4$59b3o$59bob
o21bobo$84bo4$107b3o$107bobo5$83bobo21b3o$83b3o21bobo$59b3o$59bobo3$
107b3o$107bobo2$60bo$59bobo3$108bo$107bobo$60bo$59bobo2$83bobo$84bo2$
60bo$59bobo2$83bobo$84bo2$108bo$107bobo5$83bobo$84bo$107b3o$107bobo3$
59b3o$59bobo$107b3o$107bobo2$83bobo$84bo2$107b3o$107bobo2$60bo$59bobo$
83bobo$84bo3$60bo$59bobo$83bobo$84bo$108bo$107bobo3$83bobo$84bo6$60bo$
59bobo$107b3o$107bobo$83bobo$83b3o3$108bo$107bobo4$59b3o$59bobo7$59b3o
$59bobo21bobo$84bo3$107b3o$60bo46bobo$59bobo21bobo$84bo6$83bobo$84bo$
60bo47bo$59bobo45bobo3$83bobo$84bo$108bo$107bobo5$108bo$107bobo$83bobo
$84bo3$108bo$107bobo3$60bo22bobo$59bobo21b3o3$107b3o$107bobo7$83bobo$
84bo22b3o$107bobo5$59b3o$59bobo3$107b3o$107bobo$59b3o$59bobo5$108bo$
83bobo21bobo$84bo5$83bobo$84bo$108bo$107bobo$60bo$59bobo6$83bobo$83b3o
4$59b3o$59bobo3$107b3o$107bobo$59b3o$59bobo6$83bobo$84bo$60bo47bo$59bo
bo45bobo3$83bobo$84bo8$83bobo$84bo10$83bobo$84bo2$107b3o$107bobo4$83bo
bo$84bo22b3o$107bobo4$83bobo$84bo5$83bobo$84bo3$107b3o$107bobo6$83bobo
$83b3o$107b3o$107bobo13$107b3o$107bobo$83bobo$84bo5$83bobo$84bo5$83bob
o21b3o$84bo22bobo5$107b3o$83bobo21bobo$83b3o4$107b3o$107bobo6$108bo$
107bobo$83bobo$83b3o6$108bo$83bobo21bobo$84bo5$83bobo$84bo2$108bo$107b
obo8$107b3o$107bobo$83bobo$84bo6$107b3o$107bobo6$83bobo$84bo8$83bobo$
84bo23bo$107bobo11$107b3o$107bobo$83bobo$84bo3$107b3o$107bobo$83bobo$
84bo5$83bobo$84bo22b3o$107bobo8$107b3o$83bobo21bobo$83b3o4$107b3o$107b
obo12$83bobo21b3o$84bo22bobo5$83bobo21b3o$84bo22bobo5$107b3o$83bobo21b
obo$84bo10$83bobo$84bo4$108bo$83bobo21bobo$84bo6$83bobo$84bo3$107b3o$
107bobo$83bobo$84bo3$107b3o$107bobo5$107b3o$83bobo21bobo$83b3o5$108bo$
107bobo11$83bobo$84bo$108bo$107bobo7$107b3o$83bobo21bobo$83b3o4$107b3o
$107bobo$83bobo$84bo3$107b3o$107bobo2$83bobo$84bo9$83bobo$84bo3$108bo$
107bobo4$83bobo$84bo5$83bobo$84bo22b3o$107bobo5$107b3o$107bobo3$83bobo
$83b3o$107b3o$107bobo14$107b3o$83bobo21bobo$84bo7$107b3o$107bobo$83bob
o$84bo11$107b3o$107bobo2$83bobo$84bo8$83bobo$83b3o$107b3o$107bobo5$83b
obo$84bo5$83bobo$84bo23bo$107bobo4$83bobo$84bo7$107b3o$107bobo2$83bobo
$83b3o2$108bo$107bobo14$83bobo$84bo2$107b3o$107bobo2$83bobo$84bo5$83bo
bo$84bo$108bo$107bobo4$83bobo$83b3o22bo$107bobo8$108bo$107bobo3$83bobo
$83b3o4$108bo$107bobo2$83bobo$84bo2$108bo$107bobo2$83bobo$84bo5$83bobo
$84bo3$108bo$107bobo5$108bo$83bobo21bobo$83b3o4$108bo$107bobo12$83bobo
$84bo4$107b3o$83bobo21bobo$84bo5$83bobo$84bo3$108bo$107bobo5$108bo$
107bobo2$83bobo$84bo5$83bobo22bo$84bo22bobo8$83bobo22bo$84bo22bobo5$
108bo$107bobo2$83bobo$84bo5$83bobo$84bo3$108bo$107bobo5$108bo$83bobo
21bobo$83b3o4$108bo$107bobo12$83bobo$84bo4$107b3o$107bobo10$108bo$107b
obo$83bobo$83b3o3$108bo$107bobo4$83bobo$84bo3$108bo$107bobo3$83bobo$
83b3o4$108bo$107bobo5$83bobo22bo$83b3o21bobo5$83bobo$83b3o6$108bo$107b
obo4$83bobo$84bo23bo$107bobo5$108bo$107bobo9$83bobo$83b3o5$83bobo$83b
3o$107b3o$107bobo3$83bobo$83b3o6$108bo$83bobo21bobo$84bo4$108bo$75b2o
17bo6b2o3b2obo$36b2o22b2o13bo8b2o9bo6bo3bob3o21b2o$36b2o22b2o12b3o7b2o
8bo6b2o5bobo21b2o14b2o$24b2o46b2o33b4o9b2o26b2o$24b2o46b2o33b3o10b2o5$
107bobo$107b3o4$157b2o$157b2o6$107bobo$108bo16$107bobo$107b3o5$107bobo
$107b3o$128b2o$128bobo3$107bobo$107b3o8$108b2o$107b3o$107b2o8b2o$107b
5o5b2o$107b2obo$100b2o6bob2o$100b2o7b3o$101b2o$101b2o2$105bo$103b2o!
EDIT, replace the +8 +5 with +20 -7 and the tape will become three cells shorter:

Code: Select all

x = 45, y = 126, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
3b2o38b2o$3b2o38b2o9$b3o37b3o$bobo37bobo5$b3o$bobo8$41b3o$41bobo5$b3o$
bobo5$42bo$41bobo2$b3o$bobo4$42bo$41bobo6$41b3o$41bobo$b3o$bobo7$41b3o
$41bobo5$b3o$bobo5$b3o$bobo5$b3o$bobo3$41b3o$41bobo2$2bo$bobo3$41b3o$
41bobo4$2bo$bobo37b3o$41bobo8$2bo$bobo$41b3o$41bobo6$b3o37b3o$bobo37bo
bo5$41b3o3$b3o!
New best tape:

Code: Select all

x = 3, y = 2684, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3acny4anqy5c6ek8
3o$obo7$bo$obo7$bo$obo9$bo$obo11$bo$obo9$bo$obo17$3o$obo10$bo$obo5$bo$
obo5$bo$obo14$3o$obo6$bo$obo11$bo$obo8$bo$obo8$bo$obo5$bo$obo12$bo$obo
5$bo$obo5$bo$obo17$3o$obo10$bo$obo5$bo$obo5$bo$obo7$3o$obo13$3o$obo6$b
o$obo5$bo$obo5$bo$obo13$3o$obo11$bo$obo6$3o$obo16$bo$obo11$3o$obo5$3o$
obo5$3o$obo5$3o$obo6$bo$obo8$bo$obo9$bo$obo8$3o$obo8$3o$obo16$bo$obo
11$3o$obo5$3o$obo14$3o$obo11$bo$obo7$bo$obo6$3o$obo9$3o$obo21$3o$obo6$
3o$obo5$3o$obo10$3o$obo6$3o$obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo8$3o$
obo8$3o$obo5$3o$obo12$3o$obo5$3o$obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo
5$3o$obo6$bo$obo13$bo$obo7$3o$obo5$3o$obo5$3o$obo16$bo$obo11$3o$obo5$
3o$obo5$3o$obo14$3o$obo8$3o$obo13$3o$obo13$3o$obo12$bo$obo12$3o$obo5$b
o$obo17$3o$obo10$bo$obo5$bo$obo8$bo$obo8$bo$obo5$bo$obo12$bo$obo5$bo$o
bo5$bo$obo17$3o$obo10$bo$obo5$bo$obo8$bo$obo8$bo$obo5$bo$obo12$bo$obo
5$bo$obo5$bo$obo17$3o$obo10$bo$obo5$bo$obo8$bo$obo8$bo$obo5$bo$obo12$b
o$obo5$bo$obo5$bo$obo17$3o$obo10$bo$obo5$bo$obo5$bo$obo7$3o$obo13$3o$o
bo6$bo$obo5$bo$obo5$bo$obo17$3o$obo10$bo$obo5$bo$obo10$bo$obo8$3o$obo
7$bo$obo18$3o$obo16$bo$obo11$3o$obo5$3o$obo8$3o$obo8$3o$obo5$3o$obo12$
3o$obo5$3o$obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo5$3o$obo6$bo$obo13$bo$
obo7$3o$obo5$3o$obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo5$3o$obo6$bo$obo
9$3o$obo14$3o$obo9$3o$obo16$bo$obo11$3o$obo5$3o$obo8$3o$obo9$3o$obo6$
3o$obo5$bo$obo11$3o$obo16$bo$obo11$3o$obo5$3o$obo6$3o$obo5$3o$obo10$3o
$obo6$3o$obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo5$3o$obo14$3o$obo8$3o$ob
o13$3o$obo13$3o$obo5$3o$obo6$bo$obo13$bo$obo7$3o$obo5$3o$obo5$3o$obo
16$bo$obo11$3o$obo5$3o$obo5$3o$obo7$3o$obo10$3o$obo8$3o$obo5$3o$obo16$
bo$obo11$3o$obo5$3o$obo19$3o$obo10$bo$obo8$3o$obo9$3o$obo5$3o$obo6$3o$
obo5$3o$obo16$bo$obo11$3o$obo5$3o$obo5$3o$obo7$3o$obo10$3o$obo8$3o$obo
5$3o$obo16$bo$obo11$3o$obo5$3o$obo5$3o$obo5$3o$obo6$bo$obo8$bo$obo9$bo
$obo8$3o$obo8$3o$obo6$bo$obo8$bo$obo9$3o$obo9$3o$obo9$bo$obo33$3o$obo
5$3o$obo14$3o$obo8$3o$obo13$3o$obo13$3o$obo8$3o$obo8$3o$obo5$3o$obo12$
3o$obo5$3o$obo5$3o$obo10$3o$obo7$3o$obo16$3o$obo8$bo$obo17$3o$obo10$bo
$obo5$bo$obo14$bo$obo12$3o$obo7$3o$obo5$bo$obo9$bo$obo21$bo$obo5$bo$ob
o7$3o$obo13$3o$obo6$bo$obo5$bo$obo5$bo$obo17$3o$obo10$bo$obo5$bo$obo
14$bo$obo12$3o$obo7$3o$obo5$bo$obo9$bo$obo21$bo$obo18$3o$obo5$3o$obo
16$bo$obo11$3o$obo5$3o$obo8$bo$obo!
I will leave putting that in a new ship to someone else.
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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Moosey
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Joined: January 27th, 2019, 5:54 pm
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Moosey » April 2nd, 2019, 11:05 am

P66 gun and a puffer:

Code: Select all

x = 25, y = 204, rule = B2-ak3ijy8/S1e2c3iy6c
22b3o2$23bo2$22b3o195$obo2$bo2$bo!
not active here but active on discord

googoIpIex
Posts: 292
Joined: February 28th, 2019, 4:49 pm
Location: Sqrt(-1)

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by googoIpIex » April 2nd, 2019, 12:01 pm

Here, ill have a go at the spaceship.
woomy on a vroomy

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Βεν Γ. Κυθισ
Posts: 218
Joined: December 27th, 2018, 5:42 am

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Βεν Γ. Κυθισ » April 2nd, 2019, 1:08 pm

While looking for an easy faildrep b-heptominos in a variant of a Von Neumann quadratic replicator rule for Moosey's Breps game, I found this interesting rule:

Code: Select all

x = 3, y = 4, rule = B134/S13V
2bo$b2o$2o$b2o!
I AM INACTIVE AND LIKELY WILL BE FOR THE FORSEEABLE FUTURE, DON'T ATTEMPT TO TALK TO ME AS I LIKELY WON'T RESPOND.

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Βεν Γ. Κυθισ
Posts: 218
Joined: December 27th, 2018, 5:42 am

Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Βεν Γ. Κυθισ » April 2nd, 2019, 1:20 pm

Also, I found this cool puffer rake that comes from a B:

Code: Select all

x = 3, y = 4, rule = B34cqy5c/S23-y4cy
2bo$b2o$2o$b2o!
It is very common in soups:

Code: Select all

x = 247, y = 193, rule = B34cqy5c/S23-y4cy
o2bob2o3b4obob2obo3b2o3b2obo3bo2bo4bobobo4bo2bo3bobo6bo8bo2bob2obo3bob
2obobob2o5b2o2bo2b2ob2o2b2obob2o2b3ob5ob4obob2obob2obobob2ob3o4b2ob2ob
2o2bob2ob2o2b2obob2o2bo3bob2o5bo3bob3o4b2o5bob2obob2ob3o3b2o$4bobo9b3o
2bob2o3bo3b3obobob2o2b5o2b4obob4obo6b5o3bob2obo4bobo3bob7obob3obo12bo
3b2o2b4obo2bo3b5o3bob2ob3o4b2o2bob2obo3bo6b2o3b4ob2o3b4ob3o3b2ob2obob
2o2b2obo2b2o3bo3bo2bob2ob3o$4ob2o4b7obob7ob3obobo4b3obobo2b2o3bo3b3ob
4o3bob4o2bo3b2obob7ob2o3bo3bob2ob4o4b2o5bobo3bob2o2b2ob2o2b3obob2o2bob
3ob2o3bobo3bo5bo2b7o2b4o4bob2ob3ob2o3bo2bo4bob2obobobo4bo2b4obo2b3obo$
5obo2bobobob5o2b6o2bo5b2o2bob2ob3o5b4obobobo2bob2ob2o2bob3ob3ob2o4bo2b
3ob2o2b2obob2obo2b2ob4o3b2obo2b5obob4o2bo4b3o5b3o2bobo2b3obo4b3o3bob2o
bo2b2obo4bo2bob2ob3o2b3o5bob2obobob2obob15o$6obob2o3b2o4bob5o4b4o2bo4b
2o5bobob3ob2o2b3o2bo5b2obobo3b2o2bobobo3bo4b4o2b2obo3b2obo2bo6bo3b2o3b
3obobobo3bo2b2obo2bobo4b3o2b4o3b5o3bob3o2b2ob2o4b4ob2obo2bo4b2ob3o2b6o
3b6o2bo2b6o$4bobo4bo5bob2o2bo7b2o5b4o2bo2bob5ob2o2bo10b2o3bobo6b3o3b2o
2bobo5bo4b6o2bo2bo2b5o4bobob2o4b2ob2ob3obo2bo2b3obo2bo2b2o4b3obo4b2ob
3ob2ob3ob4obob4o3b5obob3ob6obo2bobo3bob2o3b2o$5b5obobobo2bobobobobob2o
6b3o2b3obob7obobo2b3obob5ob2obo2b2obob5ob4o6b3o4bob4ob4obobobobob3o6bo
2bobo4bob2obo2b2ob4ob3o3b2ob3ob2obob3obo2bobobob2o2bob2o2b2ob2o5b3obob
ob2o2b2o4b2o3bob5o2bobo$bob2obob2o2bobobobo3b4o3b3obob2o2bo2b6ob2obob
2o2b3o4bo3bobobob2o8b2ob2o3bob2o2bobob2ob2o2bo4bob2o2bo6bo8bobob3ob3o
2bo2bo2bo5b3ob2o2bob2o2bo4bobob3ob3ob2ob2o3b3obob3o3b2o2bobo2bo2bobo2b
2obo3bo5bo2bo$3bobob3ob3obo2bobobobobo2bob2o3b2ob2ob3obo2b2ob3ob2obobo
b4ob4o2b2o2bob2ob5obob5o2bo4bo2bo6bob2o3bo2b2ob2o5b5ob4obo2b3ob4ob2ob
5o3bobo3b2o2b2ob2obo2b2o2b5o3bo2bo5b2obob2obo5bobobobobob3o2b4obob4o$b
4o2bo4b5obobobobob2obobobobo4b2o2bob2o2bo2b2obo2b4obo4b2ob5obob3o9b2ob
4ob2o2bobo2b2obo2b2obo2b2obob2o2b2obob6o4b3o3b2ob2ob2o4b5ob2o2bobo2b3o
4bobob4o3bob7obobobo2bo3bobob2o3bo4bobobobo3bo2bobo$ob4ob4obobo2b6o3b
3o3bob2obob3ob2o2b3o3bobo2b2o3b3o2bo4bo4bo2b3o2bobob2obob3obo4bob2o2bo
b4o2bob3obo3b3ob2o4b4o3b2o3bo2b3ob2obob2obo2b2o3bobob2o4bo2b2o2bob2ob
5ob4o2b2o2b4o4b2obo6bo3bo4b3o3bobo$2bobo3b3obobob2ob3o3bo2b3obob5obo2b
6obobob2o2b2o2bo8b4o3b2ob4o6bob4o8b3obo2bob3obob3ob2o6b2obo2b5ob3o4bob
ob2o3b2o4b2obobobobo2bo2b2o6b2o4bo2bobo3b8obo6bo2b3obob2o3bob2o3b6o$5b
obo3bobob3obo4b2o2b5obobobo2bo2b2obo2b4o2bo2bo2b2o2b3ob3o3bo4bo2bo4b2o
bob2ob4ob2obo2bobob2obo2b2ob3o2bo3bo2b3ob2o4b3ob3o2b2o2b5o2bob2ob3ob4o
2b3o2b4o2b3o2b2o3b5o3bo2bo4b2obob6o4bo2b2o2b2obo2b3o$o4bo2b3o2bo2bo3b
2ob2ob3o2b5ob8ob2o6bob2ob2obobo4bo2b2ob2o3bobob2obo3b2obob10ob2obo2bob
2obo3b4obo3bob2o2b2o4bo4b4o3b2o2bob6o2bo5bo3bobobo4bo2b2obo4bob2obo3bo
3b2obo4b6o4bob2o6bo4bo$2bobob2o2b2ob3o10b6obobo2b5o2b2ob3obob3obo2b4ob
ob5ob3ob2obo2b3obobobob6o3b2o2b3o2b4o2bo2bo4b2o2bob2o2b3ob3ob2o2bo2b3o
2bob3ob4obo2b2obob2ob7ob2ob2o2b2o3bobobobo3bo2bo2bobo2bobobo3b2o2b3o2b
2ob2o3bo$ob3ob3o2b2ob2obobo2bo2bo2bob2ob4obobo2bo2b5ob2obob4obo3bo2b2o
b2o2bobobo2bo2bob2ob4o2bo2bo2bob2o5b2o5bo2bo6b5o2bo2bob2o3bo6b2o2bob2o
bo3b4o2bobo2bo2b2o6bo3bob2o2b3o7bo2b5o2b6o7b2o2bo3b3ob3o$3bo3b5obob2o
2bo2b2ob4obob4obob6o2b2o2b2obo3b2ob2ob3o2bo4bo3b2o4b2obobo3bob6o2bob3o
2bob2o2bo2bo2bo3b2o6b5o4b2o3b3obo3bo2b3o4b6obobobo4bo2bo4bo4bo6b4o3bob
o2b3o3bo2b2obo2bo5b2obob3o$5ob4ob3o3b3obo3bob4ob3ob2ob2o4bobo2bob2ob2o
2bo3bo3bobobobob2obo3b2o2b5obo2bo2bobobo3b2o3b5ob3o2b2obo2b2ob3o3bo4bo
2bo2bob3obo2b2obob2o2b5o2bo3b4obobob2obob4ob3ob3o3b2ob2o2b3o2b4obob4ob
3o2bo2b2obo3b2o$obo5b5o6bo4b5obob2o4b2obobo2bobob3ob2ob2obobob2obobob
2obo2bo2b2ob2ob2o3bo2bo2bobob2o4b3o4b4o2b2o4b3o2bo2bo2bob3o2b3ob2o2b4o
bobob2obo2b3obobo4bobobo3bob2ob2o2b2o4bo4bob2obo3bobob2o3b3o3b3o2bo2b
3ob2o$3obob9o5bo3bo4b2o3b2ob2o2bo2b3o2bobob5o4b3ob4o2b2o2b4ob3o2bobob
4o2b2o2b4obob5o3b2o5b2ob2o4bob4ob5obobob2ob4obobob2obob5o4b5obo2bo4b6o
5b2o2b5obobo2b2obob2o3bob4o3b2o2b2ob2o2b3o$2o7bo3b2obob3o2bobo2b4o2bob
2ob2o2b4ob2o7b3o2b2obo2b4ob3o7bo2bo3b2ob4o3b4o4bo3b2o2b2o4b2obo2b4o2b
2o3b5o2b3o4bob3ob2ob5o5b3ob7o2bo3bobo3bo2bob4ob5o2bob2ob3obo2b2o2bo2bo
bo2bo4bo$b2o2b2o3b2o2b2ob6ob3obo2bobobobob2o2bo3bo2bo2bo3b3o4b2obo4bob
2o2bo4bo4b2o2b3o2bobobob3ob2ob5obobobo3b2o2b4o5b3o2bob2o3b2obobob3o3b
2o2b2obob3obo6bo2b4o2bob5obo4b2ob2ob2obo3b2o5b5ob2ob2obo2b4ob2o$3ob2ob
3ob2o2b6ob2obob2o3bo2bobo4bo2b2obobobob2ob2ob3o3b3ob2o2bo5b2o2b3obo2bo
2b2obo2bo4b4ob2o2bo2b5o4b6obob5ob2ob2o3b2obobob4obobo2bo5bob2o4b2ob2ob
ob2o4b3obob4o2b3ob3ob4ob2o5b2o2bobo3bob4ob3o$5o2b2o3bobo9bo2bo3bo4b3o
3b6obobo2b7o4b2obobo3b2obob4o4b7ob2obob4o2bo2b4ob2o3b5obobob3o2b2o4bob
obo2b3o8b3o3b2o2bob5o2b2o2b2o5bobob4o3bob3o4b5obo2b2o2b6ob3ob2ob8ob3o$
obobo2b3ob3ob2o3bobo2b2o2bo3bob4obo2b2obob3ob3o2bo2b4o5b3o4bobobobo4b
2o5bo4b4o6b2o2b4o2bo4b2o3bobo2bob8o2bo5bobob2o2bob2ob2ob2ob3o2b3obo3bo
b3ob4obobob2obobo2b6o3bobo2b2o2bobob3o3b3o4b5o$ob3o3bobob3o2bobo2bobob
5o3b6o3bo2b2o5bo2bo2b2ob4o5bo2b4o5b2o2b3ob3obo5b3ob6o2bobo2b5obo2b2obo
2bob2ob6o3bo2bobo2bob6o4bo2bobob3o3bob2ob6o3b3o6b3ob2obo2bobo2b3o3bobo
2bobob4o2bo3b3o$3obo2bo2b2o3b3ob2o2b2ob2o3bob3o2bo4bo3bob4obo4bo2b3ob
3obo2b2o2b2o5bobobo3bobobo5b2o2b4o2b5ob2obobo2bobobob2obo4b3o2b4o2bob
2o3b3obo3b2obob4o2b4obo4bobo2bob3o7bo3bo4bobo2bob2ob2obo2b5o2bo3b2o2b
2o$2o2b2ob2obo3bob2obo2b2o3b3o2b2o2bob3obo2bo3bobo3b2o5b3ob3o2bobo3b2o
b2ob2ob3obo2b2o4b4obo2b2ob2obobo2b3o2b2obo4bo2b4ob2o2b3o2bob6o4b2o5b2o
3b2o2b6o4b2ob3ob8obo2b3obo2b3o2bob2obobo2bob2ob2obo2b2o2b4o$3ob2ob3o2b
2ob3obob2obo2bo2bo4bo3bo2b5ob2o4bob3o2b2o3bob4ob5o7bob3o2b3obo5bobo2bo
bob3o2bo4b3o4bobobobo3b2o5b3ob3ob2ob5ob2obo2bobobob3obo2b6obob4obob2o
2bo2bobob2o4b5obob2o3bob2o5b2o2bo2bo2bo$2b2obo2b4ob4obobobobobo4b4obob
3o2b3ob3obo4bo2b2o3b4o2b2o4b2o2b2ob2obo2bobobob3o2b5obob2ob6o4bo2b2o3b
3o3bobob3obo3b2ob2ob2obo2bo2bo3bo2bob3ob3ob4obob3o2bob2ob5ob2ob2o2b4ob
2ob6o4bo3b2o3bobo2b4obo$2b2obob7o5bobob2ob2obob2o2b8ob2obo4b2o4bo2b2o
2b4o2b2ob6ob3o2bobob3o3b6obo3bo3bo2bobo4bob7o4b5ob3o5bo2b2o2b2obobob2o
b3obobob3o5bo4b6obobo2b3o2b4obo2b3o4bo3b2ob2ob4o2b4o2bobo$3o2b3ob3obo
2b3obo2b2o8b3ob2o2bobobo2b3obob3obo2b4o2bob2o2b2obo4bob2ob4ob6o3bo2b2o
3bo2b3o4bob3ob3ob2o3bo6b4obobobob3o2b3obo5bob2o2b2o3b3o2bob2o2b2obobo
4bo3bobob2o4b2obobo4bo10bob5obobo$b4obo2b2ob2ob2o3bob3o2b2ob5ob3o2b2o
3b2o3b3ob3ob3ob2o2b2o2bo2b2o2bo3b2o4bobo2b2obobobobo2b2o3b2ob2ob4o2bob
3ob3o2b3o2bobobobo2b3o2b2o2b2o6b2ob2o3bobob2obobob4o2bo5b2ob2o3bo2bo2b
o2b2o3bobo2b2o3bo3bob8ob2ob2o$2ob2o2bobo3b5ob2ob2o2b3ob2o2bob2o2bobob
4o2bobo4b2ob3ob2o6b2o2b4o2b3ob8obo3b2o2b4o3b2obobob6obo2bobobo2bobo2bo
3b2ob2o2b4o3bob4obo2b4o2b2ob6obobob4obo2b3o2bo4bob3o3b3ob2obobo5b3o4bo
3b2obo2b2o$o3b3obo3b3ob2ob3o4b2o2bob4obobob2o2bobobo2b3o4bo2b4ob2ob2ob
obobo7b2o2b2o2b2o3bob2o4b2ob2o3bo4bobo6bobo2bo3bo2bo4b3ob2obo2b5obo2b
3obo2b2obob2o2b2o2b7obobobo3bo2b2o6bobob3obobob2obo2b2ob2ob5o3bobo$b2o
2b3ob9o3bo3b4o2b2obo5bob2o4bo3bob4obo4bobobobob5obo2b2obobo5b2o3bobo2b
ob3obo2b3obob5o3b4o2b2obo5bobo2bob4o2bob2obo2bo4bob2obobo2bobob2ob4o2b
2ob2ob4ob4obobo3b2obob2o7b3o3b6ob3ob3obo$o3bob5ob2obo3b3o3bobo4bobo3b
4o2b3o2bobobob2ob2o3b3o2bob3o3bob11ob2ob4o3b2o2b3o2bob3ob2ob2obo2b2ob
5obo2b2o3bo5bo2bobo2b3ob3o5bob2ob2obob4ob2o2b2o3bo2bo2b2o3b4obo5b2obo
2b2ob3o2b2o6b3ob2ob2obo$bo2b3o2b4ob3obo2bo2bob2obo2b3o2bo2bob2o2bo2b2o
3bob2o2bobo3bo4bob3o3b4ob2obo2b2obo5bo2bo4bo9bo4b3o3bo2b2o2bob4obob3ob
2o2b2obo2b2o2bo3b3ob2obob2o2b5o6bo9bo8bo4bo3bob3o3bobob5o7bob3o$obobob
2o3b2o2bo4b2o4b4ob3ob2ob5ob2o2b2ob3obobob2o3bo3bo3b5o3bo4bo2bobo4bob4o
2bobo4b2o2bob2o3b2o6bobo2bo3b2o2b2o2b2ob2ob2ob3o2b2ob5obo3b3ob4ob4o2b
8ob2o8b2obo2b3obo7b3ob2o4bob3o4b2o$2b2o4bo2b2obo2b2ob2ob3obob4ob2ob3ob
o3bobo4bob3o3bo2b2obo3b2obo3b2o3b5ob2ob2ob3ob3o2bob3o3bo4b2obo4bob4obo
b2ob2ob3o3bo3b2ob2ob2obo2bo2bob3o4bo6bo3bobo3b6o2bob5ob5o2b2ob3ob2o5bo
b3ob2o2b2o7bo$o2bo5b2o2b2o2bob2ob2o2b3o3b2o2b4o4b3ob4o2bo2bobobobo4b4o
2b2ob2o4b6o3bob2obo2bo3b8ob3o2bo2bo6bob3o3bobobo5bobo2b3ob3o2bo2bobobo
4b3o2bo3b3o4b4ob2o2b4obo2bob5o2b2obo3bo3bob3o2b4o3bo2bobo$7ob3obo2b4o
2bo4bobo2b5o6bo3bobo3b5o2bob4ob3o3bo2bob4ob2obo8bo2bo2b3ob3ob2ob4ob3o
2b2ob2obo3b2obobo2bobobobob5o3bo4b3ob2o2b2o3b3obobob3o2bo2b2ob2o7b5obo
bobo4b2o2b2ob2o3bobobo5b2o2b2obo$ob2o2b2o3b3ob2obobob2o3bobobob2o2b3o
2bob3obobo2b2ob2ob2o3bobobob4ob2o2b2o2b2ob2ob2obo3bob2o2b5obo2b2o5bob
3ob2ob2o3bob4o2b3o4bob2o4b2obo4bobobo2b2o2bob3o7b5obob2obo4bo3b2obo8b
5o2b4obo2bo2bobobo2bobo$2bo2b2o2bobo2bo5bo2bo2b2o4bo3b4o2bobo3bo3b3o2b
obobobo2bobo3b6o3bo2bo2bo4b3ob3o2b2obobo2bo2b5obo3b2o5b5obo2bo3bob2o3b
4o2b3ob2ob4o3bob3o2bo2bo2bobob2o2bo3bo2b2o2bobo4bobo2bo3b3o2b3o2bob3o
3bobobob2o3bo$o5b2ob2o3bobobo3bo2b2ob3ob4ob9o3b3ob7obob3o2bo2bo4bo4bob
4obob2o2bobo4bob3ob3obo2bobo2bobo2bobobo3bo3bo3b3obobob7o3b2o4b3ob4ob
3o3b4o9bo3bo2b4obo2bob3ob2o4b2obobo3b4obo4b2ob3ob2o$2ob3o3bo3b4o2bob3o
bo5bo2b3obo2bo3b2o2b3o2bo2bo5bo5b2o3b3o4bobo2b2o2b3o3bo6b2obo6bob2o4bo
2bo3bo3bobob2ob2obobob2o4bob2ob2o3b2obob2obobo4b3ob2o2b2o4bo2bob5obo2b
2o2bo2b4ob2ob2ob5o2bo2bo9b2o$o3b7o4bo3bo5bobobob2o2bo2b4o2bo3b5ob2o2bo
bobo4bobo7bo3bo8bo3bo3b3o2bo4b2ob3obobo2b2o2b2obobobobob3o4bob2ob3obo
4bo3bob3obo5bo4bobo2bo2bo5b2obo2bo2bobo3bob3o2bobobobobobo2bob6o2b2ob
2o2bobo$bo2b2obo2bobo2bo4bobob3o2b4o4b2o2b2obo4b2ob3o2b2o4b4ob2ob4obo
2bo2b2obob2o2bobo2b4ob2o4b3obob5obo5b3o3b3obob3obob2o2bob2o2b5o3bobo2b
o3bob4o2b2obo8b2o2b2o2b2o2bob7o2b2o3b2obobob2o2bo4b5o2b3ob2o$o5b5ob3o
2bobo4b5obo3bo4b2o2b2ob2ob4ob2o7b2obo2bo2bob2obobobob3ob6obo2bo4bo2bob
ob3o3bob3ob4ob3o3b2o2b2ob2o4b4o2b2o2b3ob5obobob4ob2o2bobob2ob2obo2bo3b
3obob2obo4bo4b2obo2b3ob4o2b2ob2o2bo2b6o$2obob2o3bo4bob4ob2o2bob6obo2b
2ob2ob2o2b2obob2o4b2o2b2o2bob4obo8b2o2b3o2b4o2bo2bo2b2o2b5o5bob6o4bob
2obobo2b2obobob2obo2bo2bo2bo3b2o2bob4o3bo4b4ob3o2b2o4bo6bo4b5o4b2obob
4ob2obobo3bob3o3b2o$2ob5o2bobobo2bob4o2bo2bob2o2b2o2b2obo3b3ob2ob2o2bo
2b2obo3b3o2bobobo2b4ob7o6b5o2b2obo2bo4bo2bo2b3ob2o2bo2bobo2bo3b3ob3o5b
4ob2o2bob3o2b2obo2bob2obo3bo2b5o2bob2obo4bo2b2ob3o5bo4bo5bo5bo4b2o2b2o
bo$bob3o2bo2b2o3bob2o4b3obo2bobo3b7obo5b2o2bob3obo4bo4bo3bobob6o7b2obo
4bo2b2o3bo3b8ob2o3bobo3bo2b2obobo2bo4bo3b2obobo3b2obob4o3b2o4b2o2bobob
ob3ob2o2bo4bo2bo3bob3ob3o4bob2o4bo2bo2b6obo$3o3bobob3ob2ob2ob4o2bo3b2o
9bob3o2b4o2bob8o3bo3b3obo2b4obobobo2bo2b5o3b2obo2b2obobo3b3ob3o2bob2ob
4obobo3b4obo2bob6o2bobobobobo2bo4b3o6b2obo2b2o2b2obo3b7o3b3o2bo7b7o2bo
2b2o2bobo$obob3ob2ob2ob2ob4o2b2o3b2ob5ob2o2bo2bobobo4bobob5o3bo2b3obo
3bo2bo2bob3obo3b8o3bo5bobob2ob2o2b3o2b4obo2b6o2bob2ob2ob7o2b5obo3b2ob
2o5bo2bob3ob2o3bo2b4obobob2o3bo2bo2b2o3b3obo4b2o4b2obobobobo$2o5bo2b5o
3bobob5o2bob3obobobobob4ob3o2bob2o2bob3o3b2obo2b3ob5o3bo2bobobo2bobo3b
2ob2o2bob2o6bo2bob2ob2obobobo3b5obo3bo2bo5b2o2b3obob2o2b3ob3o5b3o2b2o
2bo3bo7bob2o3b3ob2o5bo2bo2bo3bob4o3b2ob4o$4obob7o2b3o3bobo4b2o2b2o2bob
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2b2obob4ob2o$o7b3o5b3o7b3obo3bobob3obo2b4o6b2o3bo6bo3bo2bo7bob2obo8bo
7b5o3bo5b4o4bo2bo3bobo5b4obo2b3ob2o2b2ob2obob2ob3ob2o3bob4ob2obobob2o
2b2o2b2obobo2bo2bob3ob4obo2bob2o2bobob4obo2bo$3ob3o2bob3ob3o2b2ob2ob3o
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2b2ob4ob2o2bo2b2o$2o2b2o3b5obo2b2ob3ob2o7bob2obob2o2b2obo3b2o3b2o2b3ob
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7ob3o2b3ob3o4b2o2bob2o3bobob2o3bo3bob6o2bo2b3obob2o2bob3o2bo3bo4b2ob2o
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2b2o2b6ob2obo5bo4bo$6b2o4bo2b2ob2ob4obo2bo3b3o3b3o2bo3bo2bo3b2o5b5ob3o
4b2o2b6obo2bo2bob4o5bob2obo7b2o2b2ob2o2bo2bo4b7o2bo2b3ob3o4b12o2b2o2bo
3b2obobo2b2ob3o3b3o3bo3b4obo2b2ob2ob2ob2obo3bobo4b3o2b2o$5o5b6o2b2obo
4b2o3bob2ob3ob5obob3obo4b3o5b6o2b3ob3o2b2o2b5ob2obobo3b4obo5b2o2b3o4bo
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bobob2o2bobobo2b3o3b2ob7ob3obobo3bobo5bob2o2b6o5b2ob2o3b2obobo3b6o5b3o
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13b2ob2obo5b6o2bo2b4o2bo2b2o2bob9ob2ob2ob4o2bobob5o4bobo$2o2bob4obob3o
3bobo7b2o3bobob2obo2bo2bo2b2ob2o3bobobo4b2o5bo2bobo2b3obobob3ob6obo2b
4o3b2ob5o2b3o7b2o2bo3b4o2b6ob5ob2obo10bob6o2b2o2b2ob2ob2ob4ob5o6bob2o
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2bo2bobo$2bo2bo3b2obob2o5bo2b4obo3b4o2b5o3b2o3bo3bob2obobo3bobo3bob4ob
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4b2o2b5o2b2ob3ob2o4bo2bob2ob5o3bo2bo5bo4bo6b2obo3bo2bo3bobo$5obo2bobo
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3b4o2b2o2b5ob4o2bo$ob3o4b3obob2ob2o2b4ob4obobo3bobo5b3o2b4obob4o2b4ob
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3bo3bobo3bob2o3b2o2bobo2b3obo2bobob2ob2o2b2obo2b2o3bo3b7obobo$2b3obobo
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3b2ob2ob3o2b2ob2obob4obob2o2bob4obo3bobo2b2o4b2o3b2o3b2o2bo2bob3ob7o2b
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6bo2bo2bobo7b3obo$2o2b2ob3o3bobo3bobobo3bo3b4obo2b3obob2o2bobo3b2o3bob
2ob3obobo2b2o2bo2bo2bobo2b2obob3o2b3o2b3ob4obo6b3o2b4o2bo3bo3bob3obo6b
o5bob2ob2ob4obo4bo10b3o2b2o2b3o5b2o2bo3b3o2bob3o3b5o3b5obo2b5o$o8b2ob
3o2b3o3b3o3b2o4b2ob2ob3obo6b2ob3ob4ob3obobob2obo4bo2bo2b7obobo2bo3bobo
b2o4bobob3o4bo2b2o5b4o3b6o2bobobo2b2o2b2obobob2ob2ob4o2b3o2b2ob2o3bo7b
2o2bo2b4ob6o3bo3b2o5b2obo2bo4bo$b4o3b3o5bo2bo2bob2obo6b3o2bob2obobob2o
bo3bo2b5obobo3b2ob2o2bo2b2ob2ob2o2bo2bob4o4b3o3b6o3bo3bo3bob3o2bobobo
2b4o2b5o2b4ob10o2bo3bo4b2ob8obo2b2o4bo2bob2o2bo2bob2o2bob2o9b3o6bob2o$
o5bo3b2ob2o2b2o2bo3bob6o5bobo2bobo8bo3b3obo2b2obo3b2o2bob2o3b2o6b2o4b
3obob2o2b13ob2obobob5o10b2o4bo2bo4bob4o2b2o4b2o2b2obo2b4ob3o3bo6b4ob3o
7bobo4bobob2o2bobo2bobo2bo2bo2bo$b4o2bobo2bobobobobo5bo2bobobo5b5o2b2o
2b3ob2ob5o2bo2b3ob2o4bobob3o3bo3bob2o7bobo2b5obo3b3ob2o2bob2o2b4o2b3o
4b2ob5ob2obobo2bob3o5bo6b3ob3obobo4b2obobo2b3obob5o3bo2bo3bo3bo2b3ob2o
bo3b4obo$bob3o2b4o2bobo3bobob2o2bo4bo2b2ob2o2bo2b2o2bob2obob6o3b4obo3b
2ob5ob2ob2o2b2obo4b2obo3bo2b3obo3bobo3bobo2bo5b2obo2bo5bobobo5b4o3bo2b
5obob5obo3bobo2bo2b3o2b3ob2ob3o2b5o3bo5b2ob3o3b2ob2ob3o3bobo$obob4o2b
3o2bo5b2ob2obobo3b2ob3obo4b3ob3obo3bo2b3ob2o2b3o2b2o2b3o2bob2o2b3obo4b
ob4obo2b4o2b3obob7ob3o2b2ob3o2bobob2o3b3o11bo3b3o3b2o4b3o2b2obob2o2bo
3b4o2b4o3bob4obo3bobo2b2obo2b2obobobobo2b3o$3b3ob2o4b2obobo7bobo4b2o2b
o2bo6bob2obo5bo2bo2b4ob2o2b3obo3bo3bobo8b2obo2b5o5bo2b3o2bo2b2ob6o3b5o
b2o2b5o4b2obobobob3o3b2ob6ob3o2bobo2bobo5b3ob3ob2o3b2obob2o4bo4b2o2bob
4o3bo4b2o$2o3bo2b4ob2ob2o3b2o2bo5bo3bobobo2bo3b6o4b5ob2o3bobob2o2b4ob
2o3b5o2bobobo4bo2bobo2bob3o2b2ob2ob3obob5o2bo2b2o2b2obob4ob4obobob2obo
2b3o6bob3ob2obo3bobo3bob3ob3o5b2o2b3obobob3o2b7o4b3o3b3o$bo2bo3bo2bo5b
o3bo3bo2bobobob2o2b5o2bobobo3bo2bo6bob2ob2ob2obo3b2ob2o2bob2ob3obo3bob
o3bobob3obob2ob2ob2o2b3o4bobo4bo3b2o4bob2obo3b3o2b4o2b2obo6bo3b4obo2b
5o5bob2ob3o3b6ob2obob2obob2obo3b4obob2o$3bo7b3o3b2o6b3o2bobobob3ob3ob
2o2b2ob3o2bob3ob4o2bob3o7bobobobob4ob5o3bobo2b3ob2o5bo3b2o2b2ob2ob2o3b
obobobo2bo2bobobobo3bob3o3b5o3bob2obobo4bobob2o4b4ob2ob2obo2bo4b2ob6o
2bob3obob5o2b6o$4obo2bob5o3bob3ob2obob3ob3o3bo2b2obobobobo2bobo2b2o2b
2o2bobo4bo4b5o4b3o2bo3b9o5b2o2bobo5bo8bo2bob3obobob4obobo2bob2o6bobobo
3bobob4o2bo2b2ob3o3b2ob5ob3obobo2bob2o3b3obobobo2bobobo2b5o2b2o$2b2obo
3bo2b2obo4bobobob2ob5ob2ob2o3b4o4b4obobob3obo3b3o3bo2b7o2bo4bo2b2o2bob
2obob2o2bobo2b2ob2ob4o2b2o5b3o5bo2bob2o2bobob2obobobo2bobo3b3ob2o2bo2b
o7b4o9b2o7b2o2b4o2b2o3b3obo5bobobobobo$obo2bob2obo2b6ob2ob4ob2o3bo3b4o
b2ob7o2b2o3b2o3b2o5b2o2b3ob3o4b2ob2ob3o2bo3bo3b2o2bo2bob2o3b2obob3o2bo
b3obobo6b3o2bo6b5obobobobo10b2obob5obo2bo2bo2b3obo6b2o2b3o3b2ob3ob2o6b
2obobo2bo$6obo4bob3obo2bo2b3ob3o3bo2bob4o3b2o3b2obo2bo4bo3bob6ob6ob2ob
ob2o2b5o4b3ob6o6bob3obo2b2o2b3o2b3o5b3o3bo4b2o5b5o2bo5b3obo3bob3obob2o
2b5obobobo4bo2bobo4bo2bo2b3ob2o3b2obo2bobo2bobo$b3obo4bo4b2o3b3ob4obob
5obo2b3o2bobob3o2b5o3bo2bobo6b2obo4bo3b3obo2b3o2b3o2bo5bobob2obo3bobo
2b5ob2o3b2obo3b2o3bo2b2o2b2ob2obobob2o2bo2bob2obobo2bo2b4obo2b2o2bobo
2b8o2b3obo3b2o4bobob2o5b2o5bo$2b4o2bo2bob3o5b2obobo3b5o2b3obo2bo2b2ob
5o2b4o2bobo7bob2o2b3ob3o4bo2b2o2bo3b2o2b2o2bobo3b3obo6bo3b2o2b2o2bo3b
2o3b3obobo2bo3bo3bo3b9o7bobo3b3ob4ob2ob3obo3bob2o2bo2bob2obo4bob5o2bob
2o2bobo$b2obobo3b2o3b2ob3ob2ob2o2b3obobob3obob4o2b4o5b7ob2ob4o5b2obo4b
3obo3bo2b2o2b5o2bo2b2o5b2o2b2o9b2o2bobob2o2bob3ob2obo2b2obo5b3obo2bo3b
6o7b4obobob3o3b2ob2obob7ob2o4b4obobo4bo3b4o$bob3o2b3o2b2o2b2o5bo3b3ob
2o2b12o6b2o4b2ob5ob4ob2obobob4o2b2ob2o5b3ob2o3b4o3b5obob2ob4o3b2o3bo2b
4o2bo2bo3b2ob6obobo5bobo2b3obo4bo2b3obo2b4ob2o3bo2bobo2b3obo8b3o3b2o2b
4o2b2obobo$bo2b3ob7o2bo3bobobo3bo2b3obo4bobob4obobo3bob3obo3bobob3o2b
2o2b2obo2b5o4bo4b3ob6ob3o3bo2b2ob3ob2ob3ob3obo2b2obo2bob2o2b4o5bo2b2o
6b2ob4obob7ob2o3b2o2b6obo5b3o2bo2b3o2bo2b2ob2obo2b7o$4ob3o2b2o3b5ob3ob
2obo4bobo4b2ob2obo2bobob2obo2bobo3bo4b2o2b3o5b3obo2bo2b8o2bob2ob2o2b2o
bo5b6ob3obob3obobo2b2o2bo3bobobobo2b2o2bob2o3bo3b5ob3ob4o2bo6bo3b2o2bo
2b2o2bo2b4o3b4o2bobo3b2o2bo2b2o2b2o$obob6o5bo3bobob2ob5o2bobo2bo3bobob
2o2b2obob3o4b2ob3obo2b5o6b3ob2ob4o4b2ob2o4b2o2b2o4b2ob2obob2o2b2o2b2o
2bo2bo3bobob2obo2bo3bob4o5b2ob4ob2o2bob3o2b2o4bob6o3b3obo4b2obo2b3o2b
3o3b2ob3o5b3o$b2o3bob2o5bobobobo6bob3ob2ob2ob2o3bo3bobobob3o2b4o2b3ob
3o2b5o2b5o2bo5bobo3bo4bobo2b2obobob2o5bo5bobo2bo3b2o2bo2bobobo4bo2bob
2ob2obob5o2b2o3b4obob5obobo2bobo2b2o3b3ob2ob2obob2obob5o2bo2bo4bobobo$
bo2bobob2ob2ob4o2b3ob4ob3o2bobo2b2o2b2o2bob2obob2ob3o4b8o3bo3b2o2b7ob
2ob7o3b2o2bob2o2b2o3b3ob3o2bo3b3ob2obob2obob3ob2ob2o4b2o2bo2bob2ob2o2b
2o2bo2b2obob3o3bobobo2bo2bo2b3o2bob2ob6ob2obo2bob2ob2o2b3o2b2o$obo8b2o
bob2obo2b2o2bo3b3o4bobobo5b3o5b2o4bobobobob2obo2b2o2b2ob2ob4o3b3o3bob
2o2b3obo6b3obo2bob2o5b2o4b2ob3ob2obo4b4o5bobo2bo3bo4b2o2b2o7bo2b3o5bo
2b2o2bo8b3ob2ob4o3bob2obo3bo2b2o2b2o!
I AM INACTIVE AND LIKELY WILL BE FOR THE FORSEEABLE FUTURE, DON'T ATTEMPT TO TALK TO ME AS I LIKELY WON'T RESPOND.

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Moosey
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Moosey » April 2nd, 2019, 1:34 pm

Uh oh

Code: Select all

x = 52, y = 6, rule = B34cqy5c/S23-y4cy
49bo$49b2o$2bo47b2o$b2o46b2o$2o$b2o!
14-cell breeder is a good sign that the rule is explosive
Especially when there’s a 13-cell breeder.

Code: Select all

x = 50, y = 5, rule = B34cqy5c/S23-y4cy
47bo$3o44b2o$o47b2o$o46b2o$bo!
Analogue to a gpse:

Code: Select all

x = 36, y = 34, rule = B34cqy5c/S23-y4cy
32b3o$32bo2bo$32bo28$3o$o$o$bo!
Real uh oh.
The Mondrian pattern.

Code: Select all

x = 5, y = 116, rule = B34cqy5c/S23-y4cy
bo$3o$o111$2bo$2b3o$3bo!
And with waypoints:

Code: Select all

x = 5, y = 116, rule = B34cqy5c/S23-y4cy
bo$3o$o111$2bo$2b3o$3bo!
[[ T 280 PAUSE 1 ZOOM 10 X 70 T 400 ZOOM 1 ]]
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Βεν Γ. Κυθισ
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Βεν Γ. Κυθισ » April 2nd, 2019, 1:52 pm

This rule has at least two natural puffers:

Code: Select all

x = 3, y = 4, rule = B34cqy5c/S23-y4ty
2bo$b2o$2o$b2o!
You can also link different lengths of the clean one together, which means this rule has an infinite amount of clean block puffers:

Code: Select all

x = 69, y = 36, rule = B34cqy5c/S23-y4ty
44b2o$44b2o12$57b2o$57b2o4$2o$2o3$35b2o$35b2o$18b2o$18b2o9b3o$11b3o14b
o$11bo15bo4bo$11bobo12bo4b3o19b2o$27bo5bo19b2o9b3o$33bo12b3o14bo$29bo
16bo15bo4bo$46bobo12bo4b3o$62bo5bo$68bo$64bo!
I AM INACTIVE AND LIKELY WILL BE FOR THE FORSEEABLE FUTURE, DON'T ATTEMPT TO TALK TO ME AS I LIKELY WON'T RESPOND.

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Moosey
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Moosey » April 2nd, 2019, 2:06 pm

I thought finding a corderoid would be harder.

Code: Select all

x = 50, y = 40, rule = B34cqy5c/S23-y4ty
47bo$25b2o19b3o$24b3o19bob2o$24b2o2b2o$24bob3obo$24b3o2b3o6bo$25bo3bob
2o4bob3o4b2o$28bo3bo5b6o$27b2ob2o7b2o2b3o$28b4o10b3o$43bo5$14b2o$14b2o
5$20b3o$19bo2bo$19b2o$36b2o$24bo11b2o2$21bobo2$o$o18bo$o3b3o12bo$3bo3b
o9b2o$obo14b3o$obo14b3o$o2bo3bo$4b3o9b2o$15b3o5b2o$16bobo4b2o$17b2o!

Code: Select all

x = 51, y = 48, rule = B34cqy5c/S23-y4ty
49bo$48b2o$27b3o12b3o5bo$26bo2bo12bo$26bo2bo15bo$27b2o5b2o8bo$34b2o9bo
5$16b2o$16b2o8$38b2o$38b2o3$3b2o$3b2o$23bo$22b2o$b3o12b3o5bo$o2bo12bo$
o2bo15bo$b2o5b2o8bo$8b2o9bo$25b2o$25b2o7$7bo$4bo$3bo$2bobo$2b3o$4bo$6b
o!
70-cell one:

Code: Select all

x = 48, y = 38, rule = B34cqy5c/S23-y4ty
46bo$45b2o$24b3o12b3o5bo$23bo2bo12bo$23bo2bo15bo$24b2o5b2o8bo$31b2o9bo
5$13b2o$13b2o$19bo$20b2o$20bo3$15bobo$16bo2bo$19bo15b2o$18b2o15b2o7$
15b2o$15b2o$6bo$o2$b3obo16b2o$2bobo12b3o2b2o$2b2o12bo2bo$16bo2bo$17b2o
!
Minimal, right?
not active here but active on discord

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Gamedziner » April 3rd, 2019, 7:43 am

Moosey wrote:P66 gun and a puffer:

Code: Select all

x = 25, y = 204, rule = B2-ak3ijy8/S1e2c3iy6c
22b3o2$23bo2$22b3o195$obo2$bo2$bo!
Same rule, 4-cell highly sparky p17, 6-cell p6 which rotates 90 degrees every 3 gens, 7-cell sparky p4, and 9c/18 ship based on puffer:

Code: Select all

x = 8, y = 1, rule = B2-ak3ijy8/S1e2c3iy6c
obo2bobo!

Code: Select all

x = 6, y = 4, rule = B2-ak3ijy8/S1e2c3iy6c
3b2o$5bo$2bo$3b2o!

Code: Select all

x = 7, y = 5, rule = B2-ak3ijy8/S1e2c3iy6c
3bo3$2obob2o$3bo!

Code: Select all

x = 17, y = 3, rule = B2-ak3ijy8/S1e2c3iy6c
3bo6bo5bo$ob2o6bobobobo$3bo6bo5bo!

Code: Select all

x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!

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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by googoIpIex » April 3rd, 2019, 4:13 pm

AbhpzTa take notice

Code: Select all

x = 5, y = 4, rule = B2e3cijny4cejn8/S12-a3-q4w5k8
b2o$obo$3b2o$3b2o!
woomy on a vroomy

AforAmpere
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by AforAmpere » April 4th, 2019, 4:43 pm

Maybe an orthogonoid can be made in this rule (I just added S3k). It has a pull-fire operation with only one glider:

Code: Select all

x = 30, y = 7, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3ackny4anqy5c6ek8
b2o25b2o$b2o25b2o4$bo25bo$obo23bobo!
I manage the 5S project, which collects all known spaceship speeds in Isotropic Non-totalistic rules. I also wrote EPE, a tool for searching in the INT rulespace.

Things to work on:
- Find (7,1)c/8 and 9c/10 ships in non-B0 INT.
- EPE improvements.

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Moosey
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by Moosey » April 5th, 2019, 8:23 am

G-a:

Code: Select all

x = 44, y = 40, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3ackny4anqy5c6ek8
33b2o$33b2o3$2o$2o$7b2o27b2o$7b2o27b2o8$42b2o$42b2o$7b2o5b2o$7b2o5b2o
20b2o$26b2o8b2o$26b2o7$b2o$b2o2$7b2o$7b2o7$14bo$13bobo!
P12 gun:

Code: Select all

x = 18, y = 12, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3ackny4anqy5c6ek8
b2o4bo5bo$b2o5bo5bob2o$7bo5bo2b2o$bo$obo3$15bobo$16bo$2o2bo5bo$2obo5bo
5b2o$4bo5bo4b2o!
P306 gun:

Code: Select all

x = 54, y = 51, rule = B2ein3cijn4cnrwy5cnq6e/S1c2-ai3ackny4anqy5c6ek8
43b2o$43b2o3$10b2o$10b2o$17b2o27b2o$17b2o27b2o8$52b2o$52b2o$17b2o5b2o$
17b2o5b2o20b2o$36b2o8b2o$36b2o2$5b2o$5b2o6$7b2o$7b2o8b2o$17b2o7$24bo$
23bobo3$7b2o15b2o$7b2o15b2o$2o$2o4$26b2o$26b2o!
Last edited by Moosey on April 5th, 2019, 10:54 am, edited 1 time in total.
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googoIpIex
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by googoIpIex » April 5th, 2019, 9:54 am

Those do look promising.
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googoIpIex
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Re: Miscellaneous Discoveries in Other Cellular Automata

Post by googoIpIex » April 5th, 2019, 4:08 pm

I'll work on finding arm operations.
woomy on a vroomy

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