SwirlyLife

[Yoel]

This rule, B34c5ae/S234e, is notable for its common swirly p104 oscillators, two of which occasionally form several varieties of natural guns:

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x = 150, y = 136, rule = B34c5ae/S234e
12$16b2o$15bo2bo$15b2ob2o$17bo$21bo$21b2o$20bobo3$17bo$15b5o$17bo$21b
2o$20b2obo$20b2obo$22bo21$45bo$45b2o$43bob3o$42bo2b2o$41bo3bo$41bo$39b
obo$38bo3bo$39bobo$40bo3$50bo$49bobo$52bo$47b2o2bo$47b4o$47b2o$43bo2bo
$44b3o$44b3o21$72b3o$73b2o$70bo2b2o$69bob2o$67bo$66bo3bo9b3o$67b3o9bo
3bo$68bo10bo$84bo$84bo$84bo2bo$82b2o4bo$87b3o$88bo$87bo30b3o$117bo3bo$
117bo$122bo$122bo$122bo2bo$120b2o4bo$125b3o$126bo$125bo!

Natural ships, besides regular gliders:

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x = 71, y = 84, rule = B34c5ae/S234e
13$29bo$30b2o$25bo3bo$24bob2obo$25bobo14$43bo$42bobo$41bo3bo$41bobobo$
41bo4b2o$42bo5bo$46bo2bo$44bo3bo$45b3o16$25bo$25bo6b2o$31bo2bo$32b4o$
32b5o$32b6o$33bo2bo$34b2o$29b2o$29b2o$29b2o!

Two common oblique puffers:

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x = 111, y = 141, rule = B34c5ae/S234e
41$64b2o$61bob4o$59bo2bobo2b2o$58b2o3bo5bo$61bob6obo$60b2o2bo5bo$49b2o
10b2o5b2o$49b2o2b2o6b3o4bo$49bo3b2o4b3o$53bo4bob2o$47b2o9bobo$37bo$38b
o3bo$39bobobo$33b3o4bo2b2o$43bo$40b2ob3o$39b2o3b2o26$79b2o$65bobo10bo
2b2o$55b2o6b2ob2o11bo2bo$54bobo11bo11bobo$53b3o7b2obobo12bo$52b3o11bo
2bo$53b2o5b2o5b2obo5b2o$54bo4b3o8b2o4b2o$55b2ob2o4bobo4bo$56b3o4bo2bob
o$41b2o2b2o10bo6bo3bo$41b2o2b2o18b4o$42b3o21bo$42b3o4b2o$42b3o4bo$36b
2o2bob2o4bo3bo$48b2ob2o$36b3ob2obo4bo2bo$41bo6b3o$41bo7bo$33b2o2bobo$
32bo4b3o$38bo!

Many common oscillators are identical to CGOL. Here are a few unique ones:

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x = 168, y = 133, rule = B34c5ae/S234e
29$109bobo15b2o$107b3ob3o12bo2bo$44b2o13b2ob2o9b4o10bo4bo16bobo14b4o$
44bobo12b2ob2o9b4o10b6o17bo14b2o2b2o$45b3o25b4o9bob4obo10bo19b3o2b3o$
46bobo10b2ob2o9b4o10b6o11bo6bo$47b2o10b2ob2o39b3o4bo$106bo2bo$103b3o2b
o18b2o$104bo22b2o$104bo17$46b4o$46bo2bo50b2ob2o12b2ob2o$47b2o17b6o28bo
3bo12bo3bo$46b4o50b2ob2o12b2ob2o$64b10o2$46b4o16b6o$47b2o$46bo2bo$46b
4o42b3o32b3o$92bobo32bobo2$92bobo32bobo$92b3o32b3o13$92b3o32b3o$92bobo
32bobo$49bo6bo$48bobo4bobo34bobo32bobo$47b2ob2o2b2ob2o33b3o32b3o4$43bo
18bo$42b2o18b2o$41bo22bo35b2ob2o12b2ob2o$42b2o18b2o36bo3bo12bo3bo$43bo
18bo37b2ob2o12b2ob2o3$43bo18bo$42b2o18b2o$41bo22bo$42b2o18b2o$43bo18bo
4$47b2ob2o2b2ob2o$48bobo4bobo$49bo6bo!

[Period1GliderGun]

Monomers of the p9 and p22:

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x = 35, y = 11, rule = B34c5ae/S234e
5b2o$5bo$2b2obo$2bobo9b2o17b2o$14bobo15bobo$15b2o15b2o$22b2ob2o$3bo17b
o2bo2bo$2bobo17b2ob2o$3ob3o$2bobo!

2-engine (22, 4)c/74:

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x = 52, y = 15, rule = B34c5ae/S234e
47b3o$32b2obo10bo2b2o$b2o20b2o7b5o10b2ob2o$b4o16bo2bo8b2obo11bobo$o4b
o14bo12bo2b2o11bo$ob2ob2o13bo12b2o2bo$bo2b2o14bo2bo3bobo5b2ob2o4b2o$2b
3o16b2o3bo2bo5bob3o4b2o$23b2o8bobo2b2o$23bo3bo3b2o$24b3o5bo3b2o$33b2o
bo$9bo10bo12b2o$9bo10bo$9bo10bo!

EDIT: p18:

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x = 21, y = 19, rule = B34c5ae/S234e
6b2o$6bobo$7b2o4$2bo$obo$bobo5bo$bo6bobo$8bobo$9b2o$2b2o14b2o$bobo14b
obo$b2o16b2o2$12b2o$12bobo$13b2o!

EDIT2: p14, p20:

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x = 40, y = 17, rule = B34c5ae/S234e
20b2o4b2o4b2o4b2o$20bobo2bobo4bobo2bobo$4bo17bo2bo8bo2bo$2bobo16bo4bo
6bo4bo$3bobo15b2o2b2o6b2o2b2o$3bo19b2o10b2o2$6bo$2o3bobo15bobo5b2o$2o
2b2ob2ob2o11bobo4bo2bo$10b2o12bo5bo2bo$30bo2bo$31b2o$7bo14b2o12b2o$8b
2o13bo12bo$6b2o12b3o14b3o$8bo11bo18bo!

2c/10:

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x = 10, y = 5, rule = B34c5ae/S234e
3o4b3o$obo4bobo$o2bo2bo2bo$3o4b3o$b2o4b2o!