Ran some searches in an attempt to find a p3 oscillator. Found nothing (tried up to 23x23 D2- in rlifesrc), but I did find a flexible p3 wick:
Code: Select all
x = 11, y = 29, rule = B2e3ai4arw5678/S3-an4ar5i678
7bo$8bo2$8bo$7b3o$6bob3o$7b3o$8bo2$5bo3bo$6b3o$6bo2b2o$6b3o$5bo3bo2$3b
o3bo$4b3o$2b2o2bo$4b3o$3bo3bo2$bo3bo$2b3o$2o2bo$2b3o$bo3bo2$3bo$2bo!
I'll keep my progress posted, hopefully.
EDIT:
Ran a few more searches with no luck, gave up. Back to apgsearch I guess. Here's a partial p3 component that I think is nice:
Code: Select all
x = 7, y = 7, rule = B2e3ai4arw5678/S3-an4ar5i678
bobo$2ob2o$2bo$2ob2o$bob3o$4bobo$5bo!
EDIT2: The p120 is capable of eating the
most common spaceship:
Code: Select all
x = 19, y = 54, rule = B2e3ai4arw5678/S3-an4ar5i678
11bo3bo$9bob3obobo$9b9o$7b11o$7b11o$9bob5o$10b6o$11b4o$11b4o27$5bo$5bo
bo$3b5o3bo$2b10ob3o$2b14obo$19o$2b17o$b16o$3b14o$3b12o$3b12o$2b11o$4b
9o$3b8o$3b8o$3b6o$5b4o$4b3o$5b2o!
A splitter would be great but i don't even know if that's possible. Here's a 135 -> puffer conversion:
Code: Select all
x = 26, y = 46, rule = B2e3ai4arw5678/S3-an4ar5i678
8b2o$8b3o$6b4o$6b6o$4b6o$4b7o$2b9o$2b9o$9o$10o$8o$9o$2bob4o$3b5o$4b2o$
4b2o12$12bo$12bobo$10b5o3bo$9b10ob3o$9b14obo$7b19o$9b17o$8b16o$10b14o$
10b12o$10b12o$9b11o$11b9o$10b8o$10b8o$10b6o$12b4o$11b3o$12b2o!
EDIT3: I found a couple more p120 reactions. In order:
45 -> sideways (puffer)
135 -> 45 //// 135 -> (p75 ship)
135 -> (puffer), 135 -> (puffer, lane shifted)
Code: Select all
x = 125, y = 255, rule = B2e3ai4arw5678/S3-an4ar5i678
7bo$5bob3obo$5b8o$3b9o$3b10o$5b8o$5bob7o$6bob4o$7b6o$9b2o$9b2o25$5bo$
5bobo$3b5o3bo$2b10ob3o$2b14obo$19o$2b17o$b16o$3b14o$3b12o$3b12o$2b11o$
4b9o$3b8o$3b8o$3b6o$5b4o$4b3o$5b2o47$5b2o99b2o$5b2o97b4o$3b6o95b6o$bob
5o94b8o$b8o93b8o$b6o93b8o$b7o92b9o$b7o94b5o$bob6o93b6o$4b3o95bob4o$3b
4o95b6o16$111bo$111bobo$109b5o3bo$108b10ob3o$5bo102b14obo$5bobo98b19o$
3b5o3bo96b17o$2b10ob3o91b16o$2b14obo91b14o$19o90b12o$2b17o90b12o$b16o
91b11o$3b14o93b9o$3b12o94b8o$3b12o94b8o$2b11o96b6o$4b9o98b4o$3b8o99b3o
$3b8o100b2o$3b6o$5b4o$4b3o$5b2o52$6b2o103b2o$6b3o100b4o$4b4o101b6o$4b
6o97b7o$2b8o97b7o$2b9o94b7o$9o96b8o$10o93b10o$2b6o95b11o$2b6o97b7o$2bo
b4o97bob6o$2b6o98bob3o$107b4o17$8bo$8bobo$6b5o3bo$5b10ob3o$5b14obo$3b
19o$5b17o$4b16o85bo$6b14o85bobo$6b12o85b5o3bo$6b12o84b10ob3o$5b11o86b
14obo$7b9o84b19o$6b8o88b17o$6b8o87b16o$6b6o91b14o$8b4o91b12o$7b3o93b
12o$8b2o92b11o$104b9o$103b8o$103b8o$103b6o$105b4o$104b3o$105b2o!
EDIT4: p17+2n:
Code: Select all
x = 229, y = 29, rule = B2e3ai4arw5678/S3-an4ar5i678
6b7o25b7o25b7o25b7o25b7o35b7o35b7o$4b9o23b9o23b9o23b9o23b9o33b9o33b9o$
2b13o19b13o19b13o19b13o19b13o29b13o29b13o$2b13o19b13o19b13o19b13o19b
13o29b13o29b13o$b16o15b17o15b17o15b17o15b17o25b17o25b17o$b16o15b17o15b
17o15b17o15b17o25b17o25b17o$17o14b18o13b19o13b19o13b19o23b19o23b19o$
17o14b18o13b19o13b19o13b19o23b19o23b19o$17o13b19o12b20o11b21o11b21o21b
21o21b21o$17o13b19o12b20o11b21o11b21o21b21o21b21o$17o13b19o11b21o10b
22o9b23o19b23o19b23o$16o14b18o12b20o11b21o10b22o20b22o20b22o$16o14b18o
12b20o10b22o9b23o18b24o18b24o$2b13o15b17o13b19o11b21o10b22o19b23o19b
23o$2b13o15b17o13b19o11b21o9b23o18b24o17b25o$4b9o19b13o15b17o13b19o11b
21o20b22o19b23o$4b7o21b13o15b17o13b19o11b21o19b23o18b24o$34b9o19b13o
15b17o13b19o21b21o20b22o$34b7o21b13o15b17o13b19o21b21o19b23o$64b9o19b
13o15b17o23b19o21b21o$64b7o21b13o15b17o23b19o21b21o$94b9o19b13o25b17o
23b19o$94b7o21b13o25b17o23b19o$124b9o29b13o25b17o$124b7o31b13o25b17o$
164b9o29b13o$164b7o31b13o$204b9o$204b7o!
This means that, barring the currently undiscovered periods 3, 5, 7, and 9, this rule is omniperiodic. Here's a p69 based on the above that shows its mechanism more clearly:
Code: Select all
x = 71, y = 71, rule = B2e3ai4arw5678/S3-an4ar5i678
63b2o$63b2o$61b6o$61b6o$59b10o$59b10o$57b14o$57b14o$55b14o$55b14o$53b
14o$53b14o$51b14o$51b14o$49b14o$49b14o$47b14o$47b14o$45b14o$45b14o$43b
14o$43b14o$41b14o$41b14o$39b14o$39b14o$37b14o$37b14o$35b14o$30bob2ob
14o$29bob16o$30b17o$29b16o$29b16o$30b13o$28b15o$28b13o$26b16o$26b16o$
24b17o$24b16obo$22b14ob2obo$22b14o$20b14o$20b14o$18b14o$18b14o$16b14o$
16b14o$14b14o$14b14o$12b14o$12b14o$10b14o$10b14o$8b14o$8b14o$6b14o$6b
14o$4b14o$4b14o$2b14o$2b14o$14o$14o$2b10o$2b10o$4b6o$4b6o$6b2o$6b2o!
EDIT5:
The first natural xp94 just showed up in C1:
Code: Select all
x = 16, y = 16, rule = B2e3ai4arw5678/S3-an4ar5i678
bbbobbbbbbbboobb$
ooooooboboboobob$
ooboobbobobbobbo$
bbbbbbbbooooobbb$
booooobboboobobb$
obooboooobbooobo$
oboobbooobbboooo$
obbboboobboooboo$
boooobbobobbooob$
bbooobbooobobooo$
bbooobbooobobboo$
boobbbbobboobbbo$
obbbboobbobooboo$
bboobooooobbboob$
bbobbbbbbooooooo$
oobbbobobooobboo!