Thread for your unsure discoveries

[confocaloid]

Useless p56-to-59 and p61-to-infinite glider eater. [...]

That might get slightly more chances to get famous if you describe it as a two-state toggle whose state can be read using a LWSS.
(On the other hand, there are known toggles readable by a single glider, and there is a reasonably simple directly-readable three-state toggle.)

Code: Select all

x = 133, y = 45, rule = B3/S23
obo$b2o$bo17$33b2o$33b2o5$49bo79bo$48bo79bo$48bo3bo75bo3bo$31bo16b4o
76b4o$30bo5$32b2o5b2o$31bo2bo4bobo$27b2o3bobo6bo$26bobo4bo7b2o$26bo9b
2o$24bob2o8bo$23bobo11b3o$23bo2b2o11bo$24bobo$23b2o2bo$26b2o!

Otherwise, the simplest stateful glider eater is boat-bit, and the simplest stateless glider eater is eater 1. If someone needs a glider eater, and neither eater 1 nor boat-bit works, could the above toggle somehow happen to be a solution to the problem?

[googleplex]

A pi to beehive which can block a single half diagonal and a B to LOM with the same catalyst:

Code: Select all

x = 50, y = 32, rule = B3/S23
37bo$38bo$36b3o7$38bo$38b3o$41bo$40b2o7$41b3o$43bo4b2o$41b3o4b2o$4b2o
bo$5b3o$6bo2$2o35b2o$o2bo2bobobo26bo2bo2bobobo$b6ob2obo26b6ob2obo$11b
o36bo$5b2o4b2o27b2o6b2o$5b2o33b2o!

Edit: pi to traffic light, maybe there's a way to make a period multiplier in some weird way?

Code: Select all

x = 14, y = 22, rule = B3/S23
12b2o$12bo$10bobo$10b2o5$5b2o$5bobo$7bo3b2o$5bobo3b2o$5b2o4$2o$o2bo2b
obobo$b6ob2obo$11bo$3b2o6b2o$3b2o!

and again, with a loaf:

Code: Select all

x = 13, y = 23, rule = B3/S23
11bo$9b3o$8bo$8b2o6$5b2o$5bobo$7bo3b2o$5bobo3b2o$5b2o4$2o$o2bo2bobobo
$b6ob2obo$11bo$3b2o6b2o$3b2o!

EDIT2: reduced catalysts

EDIT3: utterly hopeless pi-R:

Code: Select all

x = 27, y = 32, rule = B3/S23
11$11b2o$11b2o6b2o$19bo$9b6ob2obo$8bo2bo2bobobo$8b2o4$13b2o$13bobo$15b
o3b2o$13bobo3b2o$13b2o4$14b2o$14b2o!

[eRroR_6o6]

so here's a novelty that if I made right should last very long (eater 1 can't put up with both gliders)

Code: Select all

x = 117, y = 74, rule = B3/S23
112bobo$111bo$112bo2bo$114b3o7$102bo$101bobo2$101bo2bo$103b2o$104bo43$
11bobo$10bo$11bo2bo$13b3o7$bo91bobo$obo90bo$91bo$o2bo85bobo$2b2o84b2ob
o$3bo85bo!

[Supersuthiastic]

I've been recently trying to build a very long-lasting novelty generator. I used a pufferfish, a frothing puffer, and a backrake 1 in this design:

Code: Select all

x = 153, y = 131, rule = B3/S23
8bo$5b4o$5b3o$3bo3bo$3b3o$2bo4bo10bo$b6o8b2obo$2o10b4o$bo3b2o5b2o$3b2o
2bo2bo3bob2obo$3bobo4b3o4bo2bo$2b3o3bo5b2o2b2o2bo$2bo5b3o8b3o$2bo3bo7b
obo5bo$3bo3b2o5bo4b2o$4b2o8b5o2bo$7b2o11bo$4b2o8b5o2bo$3bo3b2o5bo4b2o$
2bo3bo7bobo5bo$2bo5b3o8b3o$2b3o3bo5b2o2b2o2bo$3bobo4b3o4bo2bo$3b2o2bo
2bo3bob2obo$bo3b2o5b2o$2o10b4o$b6o8b2obo$2bo4bo10bo$3b3o$3bo3bo$5b3o$
5b4o$8bo53$131b3o11b3o$130bo3bo9bo3bo$129b2o4bo7bo4b2o$128bobob2ob2o5b
2ob2obobo$127b2obo4bob2ob2obo4bob2o$126bo4bo3bo2bobo2bo3bo4bo$138bobo$
126b2o7b2obobob2o7b2o$138bobo$132b3o9b3o$132bo3bo9bo$132bobo4b3o$138bo
2bo4b2o$141bo$137bo3bo$137bo3bo$141bo$138bobo14$49b2o$44bo5bo$43b2o3bo
$42b2obo6bo$43bobobo5bo$44b2o2bo3bo$49b3o2$49b3o$44b2o2bo3bo$43bobobo
5bo$42b2obo6bo$43b2o3bo$44bo5bo$49b2o!

I've checked it to 10,000,000 gens and I still don't know whether it will ever go boring:

Code: Select all

x = 639, y = 422, rule = B3/S23
238bo$238bo$237b2o$237bo$237bo$236b2o$236bo$236bo$235b2o$235bo$235bo$
234b2o$234bo$234bo$233b2o$233bo$233bo$232b2o$232bo$232bo$231b2o$231bo$
231bo405b2o$27b2o201b2o403b3o$28bo201bo401b5o$28bo201bo397b7o$28b2o
199b2o394b8o$29bo199bo391b11o$29b2o198bo388b7ob6o$29b2o2bo194b2o384b
14o$30bo197bo382b7ob4ob3o$30bo197bo379b7ob4o3b2o$31bo195b2o375b12o5b2o
$31bo195bo373b7ob4o6b2o3bo$31bo195bo369b8ob4o5b5o3bo$31b2o193b2o366b7o
b4o6b6o3bo$32bo193bo364b7ob4o6b6o$32bo193bo360b13o5b6o2bo6bo$32b2o191b
2o357b7ob4o6b6o3b2o$33bo191bo354b8ob4o5b7o4bo4bo$33bo191bo351b7ob4o6b
6obo5b2o$33b2o189b2o347b8ob4o5b7o7b3o$34bo189bo345b7ob5o5b7o7b5o$34bob
o187bo342b7ob4o5b7o7b7o9bo$34b2o187b2o338b13o5b7o7b5o2bo$35bo9bo177bo
336b7ob4o6b6o8b4o4bo$35bo187bo332b8ob4o5b7o7b5o5b2o7bo$35b2o185b2o329b
12o6b7o7b4o$36bo185bo327b7ob4o6b6o7b5o9bo$36bo185bo323b13o5b7o7b5o9b3o
$36b2o183b2o320b7ob4o6b6o8b4o13bo14b2o$37bo183bo318b7ob4o5b7o7b5o14bo
16bo$37bo4bo178bo314b12o6b6o8b4o16bo$37b2o181b2o311b7ob4o6b6o7b5o17b2o
$38bo181bo308b13o5b7o7b5o18b3o$38b2o7bo172bo305b7ob4o6b6o7b5o20b2obo$
38b3o178b2o301b13o5b7o7b5o20b4o15bo$39b3o177bo299b7ob4o6b6o8b5o19b5o$
39bob2o176bo296b7ob4o5b7o7b5o20b4o3b2o$39b2ob2o174b2o292b12o6b7o7b5o
19b5o4bo22bo$40bo2b3o11bo160bo290b7ob4o6b6o7b5o20b4o5bo$40bo4b2o8bo
162bo286b13o5b7o7b5o20b4o$40b2o4b2o169b2o283b7ob4o6b6o8b4o20b4o$41bo5b
2o168bo281b7ob4o5b7o7b5o20b4o$41b2o5b2o167bo277b13o5b6o8b5o20b4o13bo$
41b3o4b4o164b2o274b7ob4o6b6o7b5o20b4o22bo$42b3o6b2o163bo271b8ob4o5b7o
7b5o20b4o15b2o23bo$42bo2bo5b3o162bo268b7ob4o6b6o7b5o20b5o17bo14bo$42b
2o9b2o160b2o264b8ob4o5b7o7b5o19b5o$43bo10b2o159bo262b7ob5o5b7o7b5o19b
5o$43bo12b2o157bo259b7ob4o5b7o7b5o20b4o44bo5bo$43b2o12b2o155b2o255b13o
5b7o7b5o20b4o$44bo13b2o154bo253b7ob4o6b6o8b4o20b4o27bo$44bo14b2o153bo
249b8ob4o5b7o7b5o20b4o$44b2o14b2o151b2o246b7ob4o6b6o8b4o20b5o29bo$45bo
9bo6b2o149bo244b7ob4o6b6o7b5o20b4o$45bo17b2o148bo240b13o5b6o8b5o20b4o$
45b2o14bo2b2o146b2o237b7ob4o6b6o8b4o20b4o13bo22bo$46bo16bob2o145bo234b
8ob4o5b7o7b5o20b4o36bo24bo$46bo16bo2b2o144bo231b12o6b6o8b4o20b5o38bo$
47bo10b2o5bo2b2o141b2o227b8ob4o5b7o7b5o20b4o40b2o$47b2o10b2o8b2o140bo
225b13o5b7o7b5o19b5o41b2o$47b3o10b2o8b2o139bo222b7ob4o5b7o7b5o20b4o$
47b5o9b3o7b2o137b2o218b13o5b7o7b5o20b4o$48bo2b2o10b2o7b2o136bo216b7ob
4o6b6o8b5o19b4o47bobo$48bo3b2o10b2o8b2o134bo212b8ob4o5b7o7b5o20b4o55bo
$48b2o3b2o10b2o8b2o132b2o209b12o6b7o7b5o19b5o49b3o$49b3o2b2o10b2o8b2o
131bo207b7ob4o6b6o7b5o20b4o49b4o38bo$49bob2o2b3o9b3o7b2o130bo203b13o5b
7o7b5o20b4o49b4obo39bo$49b2ob2o3b2o10b2o7b2o128b2o200b7ob4o6b6o8b4o20b
4o49b5o$50bo2b2o3bo11b2o8b2o126bo198b7ob4o5b7o7b5o20b4o49b4o$50bo3b3o
14b2o8b2o125bo194b12o6b6o8b4o21b4o48b4o7b2o$50b2o4b2o14b2o8b2o123b2o
191b7ob4o6b6o7b5o20b4o49b4o9bo$51bo5b2o14b3o7b2o122bo188b13o5b7o7b5o
20b4o49b4o10b2o$51bo6bo16b2o7b3o120bo185b7ob4o6b6o7b5o20b4o52bo10b4o$
51b2o23b2o8b2o118b2o181b8ob4o5b7o7b5o20b4o63b4o$52b2o23b2o8b2o117bo
179b7ob5o5b6o8b5o19b5o62b4o42bo$52b4o22b2o8b2o116bo176b7ob4o5b7o7b5o
20b4o65b2o$52b2ob2o23b2o7b2o114b2o172b13o5b7o7b5o19b5o102bo$53bo2b2o
23b2o7b3o112bo170b7ob4o6b6o7b5o20b4o$53bo3b2o23b2o8b2o111bo166b13o5b7o
7b5o20b4o80bo$53b2o3b2o23b2o8b2o109b2o163b7ob4o6b6o8b4o20b4o$54bo4bo
24b2o8b2o108bo161b7ob4o5b7o7b5o20b4o$54b2o3bo26b2o7b2o107bo157b13o5b6o
8b5o20b4o125bo$54b2o31b2o7b3o104b2o154b7ob4o6b6o8b4o20b4o82bo$55bo3bo
28b2o8b2o103bo151b8ob4o5b7o7b5o20b4o$55bo33b2o8b2o102bo148b7ob4o6b6o8b
4o20b5o116bo$55b2o43b2o100b2o144b8ob4o5b7o7b5o20b4o$56bo44b2o99bo142b
7ob5o5b6o8b5o19b5o$56bo45b3o97bo139b7ob4o5b7o7b5o20b4o$56b2o46b2o95b2o
135b13o5b7o7b5o20b4o$57bo47b2o94bo133b7ob4o6b6o8b4o20b4o$57bo48b2o93bo
129b8ob4o5b7o7b5o20b4o97bo$57b2o48b2o91b2o126b7ob4o6b7o7b5o19b5o$58bo
50b2o89bo124b7ob4o5b7o7b5o20b4o99b2o$58bo51b2o88bo120b13o5b7o7b5o20b4o
$58b2o51b2o86b2o117b7ob4o6b6o8b4o20b4o103bo$59bo52b2o85bo114b8ob4o5b7o
7b5o20b4o$59bo53b2o84bo111b12o6b6o8b4o20b5o105bo$59b2o54b2o81b2o108b7o
b4o6b6o7b5o20b4o108bo$60bo38bo16b2o80bo105b13o5b7o7b5o20b4o$60bo56b2o
79bo102b7ob4o6b6o7b5o20b4o$60b2o39bo16b2o77b2o98b13o5b7o7b5o20b4o$61bo
57b2o76bo96b7ob4o6b6o8b4o20b5o115bo47bo$61bo59b2o74bo92b8ob4o5b7o7b5o
20b4o116bo50bo$61b2o41bo17b2o72b2o89b12o6b7o7b5o19b5o117b3o$62bo60b2o
71bo87b7ob4o6b6o7b5o20b4o118b4o$62b2o60b2o70bo83b13o5b7o7b5o20b4o117b
4o$62b4o59b2o68b2o80b7ob4o6b6o8b4o20b4o118b4o$63b3o61b2o66bo78b7ob4o5b
7o7b5o20b4o117b4o$63bob2o61b2o65bo74b12o6b6o8b4o21b4o117b4o54bo$63b2ob
2o61b2o63b2o71b7ob4o6b6o7b5o20b4o117b4o64bo$64bo65b2o62bo68b13o5b7o7b
5o20b4o117b4o$64b2o65b3o60bo65b7ob4o6b6o7b5o20b4o118b4o$64b2o67b2o58b
2o61b8ob4o5b7o7b5o20b4o117b4o$65bo68b2o57bo59b7ob5o5b6o8b5o19b5o117b4o
$65bo7bo61b2o56bo56b7ob4o5b7o7b5o20b4o118b4o$65b2o69b2o54b2o52b13o5b7o
7b5o19b5o117b4o$66bo9bo60b3o52bo50b7ob4o6b6o7b5o20b4o118b4o$66bo10bo
61b2o51bo46b13o5b7o7b5o20b4o117b4o$66b2o72b2o49b2o43b7ob4o6b7o7b4o20b
4o118b4o$67bo73b2o48bo41b7ob4o5b7o7b5o20b4o117b5o$67bo74b2o47bo37b13o
5b7o7b5o20b4o117b4o$67b2o4bo25bo43b3o44b2o34b7ob4o6b6o8b4o20b4o117b5o
27b2o$68bo76b2o43bo31b8ob4o5b7o7b5o20b4o117b4o27b5o$68bo57bo19b2o42bo
28b7ob4o6b6o8b4o20b5o117b4o27b4o$68b2o77b2o40b2o25b7ob4o6b6o7b5o20b4o
117b4o28b4o$69bo3bo74b2o39bo22b13o5b6o8b5o20b4o117b4o27b4o$69b2o15bo
62b3o37bo19b7ob4o6b6o7b5o20b4o118b4o27b4o$69b3o79b2o35b2o15b13o5b7o7b
5o20b4o117b4o28b4o$70b4o14bo63b2o34bo13b7ob4o6b6o8b4o20b5o117b4o27b4o$
70bo2b2o78b2o33bo9b8ob4o5b7o7b5o20b4o117b4o28b4o$70b2o2b2o78b2o31b2o6b
7ob4o6b7o7b5o19b5o117b4o27b4o14bo63bo$71bo3b2o2bo76b2o29bo4b7ob4o5b7o
7b5o20b4o117b5o27b4o$71bo4b2o14bo64b2o28b14o5b7o7b5o20b4o117b4o27b5o$
71b2o4b3o78b2o26b6ob4o6b6o8b4o20b4o118b4o27b4o$72bobo4b3o77b2o25b3ob4o
5b7o7b5o20b4o117b4o28b4o$72bo7b2o56bo21b2o24b4o6b4obo8b4o20b5o117b4o
27b4o$72b2o7b2o14bo64b2o21b6o2b4o9b5o20b4o117b4o28b4o$73bo8b2o79b2o20b
8o10b5o20b4o117b4o27b4o$73bo10b2o78b2o19b8o6b5o20b4o118b4o27b4o$73b2o
10b2o78b2o17b3ob6o2b5o20b4o117b4o28b4o$74bo11b2o78b2o16b3o2b8o20b5o
117b4o27b4o$74bo12b2o79b2o14bob2ob6o19b4o117b5o27b4o$74b2o12b2o79b2o
12b2ob11o13b5o117b4o27b5o$75bo13b3o78b2o11b14o10b4o118b4o27b4o64bo$75b
o15b2o78b2o10b2o2b4ob6o6b4o117b4o27b5o$75b2o95b2o8b5o3b2ob6ob4o118b4o
29b2o$76bo17bo79b2o6b5o3b3ob7o117b5o$76bo98b2o5b3ob2o2b11o114b4o$76b2o
98b2o3b2ob2ob2ob5ob6o109b5o$77bo19bo79b2o2bo3b6ob4ob6o105b4o$77bo100b
4ob8ob12o101b4o$77b2o101b4o2b7ob11o96b4o$78bo101b3o4b19o92b4o$78bo7bo
93bobo5b6ob4ob7o88b4o$78b2o99b2ob6ob6ob4ob7o83b4o$79bo36bo62bob4o5b2ob
3ob4obob5o79b4o$79bo99b3o2b2o4b3ob3ob9ob2o74b4o$79b2o97b3o4b2o3b8ob9ob
2o70b4o$80bo81bo15bob2o4b2ob2ob6o2b9obo66b5o$80bo40bo56bo2b2o4b3o3b6ob
10ob2o61b4o$80b2o95b2o3b2o3b3o4b6ob10obo57b5o$81bo95bo5b2o3b3o4b6ob6ob
3ob2o52b4o$81bo95bo5b3o3b3o4b4obob9o2bo49b4o$82bo93b2o6b3o3b3o3b7ob9o
2bo44b4o$82bo93bo8b3o3b3o3b5obob9ob2o40b4o$82b2o30bo61bo9b3o3b3o3b17o
2bo36b4o$82b2o91b2o10b3o3b3o3b17ob2o31b4o$83bo91bo12b3o2b4o3b17ob2o27b
4o$83bo28bo62bo13b3o2b4ob6ob8ob3ob2o22b4o$83b2o89b2o13b3o3b5o2bob2ob5o
b5o2b2o18b4o$84bo66bo22bo15b9o3b2ob2ob5ob5ob3o14b4o$84bo89bo14b5o3b3o
3b2ob2ob5ob5o2b2o11b2o$84b2o87b2o11b4o2b3o3bobo3b2ob2ob5ob5o2b2o$85bo
87bo8b4o7b3o2b2obo3b2ob2ob5ob5o2b2o$85b2o86bo5b4o11bobo2b2obo3b2ob2ob
7ob3o2b2o$85b2o85b2ob5o14b4o2b2obo3bo2bo2b10o3b2o$86bo85b4o19b4o2b4o2b
2ob2o2b4ob5o3b2o$86bo85b2o22b4o2b2obo2b2ob2o2b4ob5o3bo$86b2o26bo56b4o
22b4o2bob2o2b2ob2o2b4ob5o3bo$87bo83bo2b2o22b4ob2ob2o2b2ob2o2b4ob5o3bo$
87bo83bo3b2o22b4ob2ob2o2b2ob2ob5ob5o3bo$88bo81b2o4b2o21b2ob2ob2ob2o2bo
2bobob4ob5o2b2o$88bo74bo6bo5b3o7bo13b2ob2ob2ob2ob2ob2o2b4ob5o4bo$88bo
81bo6b3o21b2ob2ob2ob2ob2ob2o2b4ob5o3b2o$88b2o40bo38b2o7b3o21b2ob2ob2ob
2ob2ob2o2b4ob5o4bo$89bo79bo9b3o21b2ob2obo2b2ob2ob2o2b4ob5o3b2o$89bo79b
o10b3o21b2obob2o2b2ob2ob2o2b10o3b2o$89b2o77b2o11b2o22bo2bob2o2b2ob2obo
b6obob3o3b2o$90bo77bo12b4o20b2o2bob2o2bo2b4o3b9o4b2o$90bo77bo13b3o21b
2o2bob2ob5ob2o3b3ob5o4b2o$90b2o75b2o14b3o21b2o2b5obob2ob2o3b3ob5o4b2o
143bo$91bo75bo16b3o21b5obo3bob2ob2o2b4ob5o4b2o$91bo5bo69bo17b3o17b6ob
4o3bob2ob2o2b4ob5o4b2o$91b2o73b2o18b3o12b5o4bo3b3o2b2ob2ob2o2b4ob5o4b
2o$92bo73bo9bo10b3o4bo3b4o8b2o2b4o3bobo2bo3b3o2b4o5b2o$92bo73bo20b4o4b
4o12b2o2b4o2b4ob2o3b3ob5o5bo$92b2o71b2o21b7o17b2o2b4o2b4ob2o3b3ob5o5bo
$93bo71bo22b5o20b2o2b3o3b4ob2o2b4ob5o5bo$93bo33bo37bo18b5ob4o7bo12b2o
2b3o3b4ob2o2b4ob5o5bo$93b2o68b3o15b4o6b4o20b2o2b3o3b4ob2o2b4ob5o5bo$
94bo69bo12b4obo9bob2o20bo3b3o3b3o2bo3b4ob5o4b2o$94b2o68bo9b5o13b2ob2o
19b2o3b3o3b3ob2o3b3ob5o6bo$94b3o66b2o8b2o18b2ob2o19b2o3b3o3b3ob2o3b3ob
5o5b2o$95b3o52bo12bo3bo26b2ob2o19b2o3b3o3b3ob2o3b3ob5o5b2o$95b4o51b2o
11bo31b2obo20b2o3b2o4b3ob2o2b4ob5o5b2o$95b3ob2o50b3o8b2o22bobo7b2obo
20b2o3b2o4b3ob2o2b4ob5o5b2o$96b3ob2o51b2o7bo34b2obo20bo4b2o4b3ob2o2b4o
bob3o5b2o$96bobo2b2o51b2o6bo35bo2bo19b2o4b2o4b2o2bo3b3o2b4o6b2o$96b2o
4b2o51b2o4b2o22bo12b2o2bo19b2o4b2o4b2ob2o3b3ob5o6b2o32bo$97bo2bo2b2o
51b2o3bo4b2o31b2o2bo19b2o3b3o4b2ob2o3b3ob5o6b2o$97bo6b3o50b3obo5bo32b
2ob2o19b2o4bo5b2ob2o2b4ob5o6b2o28bo$98bo7b2o51b3o5b2o32b2o2bo19b2o3b2o
5b2ob2o2b4ob5o6b2o$98bo8b2o51b2o6b2o32b2ob2o14bo4bo4b2o4b3ob2o2b4ob5o
6bo$98bo9b2o50b3o6b2o32bo2b2o19bo4b2o4b2o2bo3b4ob5o6bo$98b2o9b2o48b2ob
2o6b2o7bo17bo5b2o2b2o18b2o4b2o4b2ob2o3b3ob5o7bo$99bo9bob2o46bo4b2o5b2o
31b2o2b2o18b2o4b2o4b2ob2o3b3ob5o7bo$99bo12b2o45bo5b2o5b2o31b2o2b2o18b
2o4b2o4b2ob2o2b4ob5o7bo$99b2o12b2o43b2o6b2o5b3o13b2o6bo8b2o2b2o18b2o3b
2o5b2ob2o2b4ob5o6b2o$100bo13b2o42bo8b2o4b3o14b2o15b2o2b2o18b2o3b2o5b2o
b2o2b4ob5o7bo$100bo14b2o41bo9b2o4b4o13b2o15bo3b2o18bo4b2o5b2ob2o2b4ob
5o6b2o$100b2o12bo2b2o38b2o11b2o3b3o14bo16bo3b2o17b2o4b2o5bob2o3b3ob5o
7b2o2bo$101bo16b2o37bo13b2o3b3o13b2o15b2o3b2o17b2o4b2o4b2ob2o3b3ob5o7b
2o$101bo17b2o36bo14b2o3b3o7bo5b2o11bo3b2o3bo18b2o4b2o4b2ob2o3b3ob5o5bo
b2o$101b2o17b2o34b2o15b2o3bobo13b2o11bo3b2o3bo18b2o4bo5b2ob2o2b4ob5o7b
2o$102b3o16b3o32bo17b2o2b4o13b2o15b2o3bo15bo2b2o3b2o5b2ob2o2b4ob5o7b2o
$102bob2o17b2o31bo19b2ob4o13b2o11bo3b2o3bo18bo4b2o5b2ob2o2b4ob5o7b2o$
102b2ob2o17b2o29b2o20b2ob4o7bo5bo16bo4bo17b2o4b2o5bo2bo3b4ob4o8b2o$
103bo2bo18b2o28bo22b2ob4o12b2o15b2o3b2o17b2o4b2o4b2ob2o3b3ob5o8bo$103b
o22b2o27bo23b2ob4o12b2o15b2o4bo17b2o4b2o4b2ob2o3b3ob5o8b2o$103b2o22b2o
25b2o24b2obob2o12b2o15b2o3b2o17b2o4bo5b2ob3ob4ob5o8bo$104bo24b2o23bo
27b3ob2o12b2o7bo7b2o3b2o17b2o3b2o5b5o2b4ob5o8b2o$104bo25b2o22bo28b3ob
2o12b2o15b2o3b2o17b2o3b2o4b3ob2o2b4ob5o8bo$104b2o25b2o20b2o29b3ob2o12b
2o15bo4b2o17bo4b2o2bo2b2obo3b4ob5o8bo$105bo26b2o19bo31b3ob2o8bo3bo15b
2o4b2o16b2o4b2o4b2ob2o3b3ob5o9bo$105bo27b3o17bo32b3ob2o9bob2o14b3o4b2o
16b2o2b4o4b2ob2o3b3ob5o9bo$105b2o28b2o15b2o32b4obo12b2o15b2o4b2o16b3o
3b2o3b3ob2o3b3ob5o9bo$106bo29b2o14bo29b8o2bo6bo5b2o15b2o4b2o15b3o4bo5b
2ob2o2b4ob5o8b2o$106bo30b2o13bo26b4o4bob2o2bo9bo2b2o13bob2o4b2o12b2o2b
2o3b2o5b2ob2o2b4ob5o8b2o$106b2o30b2o11b2o22b5o7bo2b2o2bo12b2o15bo5b2o
9b2o5bo4b2o5b2ob2o2b4obob3o8b2o$107bo31b3o9bo20b4o10b2o3b2ob2o12bo11bo
bo2bo5bo7b2o7b2o4b2o5bo2bo3b9o9b2o$107bo33b2o8bo17b4o13bo5b2o2bo5bo3b
4o15b2o5b2o4b2o9b2o4b2o4b2ob2o3b3ob5o9b2o$107b2o33b2o6b2o13b4o17bo6b2o
b2o11b2o15b2o5bo2b2o12b2o4b2o4b2ob2o3b3ob5o9b2o$108bo34b2o5bo11b4o19b
2o7bo3bo5bo5b2o15b2o5b2o15b2o4bo5b2ob2o2b4ob5o9b2o$108bo30bo4b2o4bo7b
5o22bo8b2o2b2o11b2o8bo6b2o2b4o16b2o3b2o5b2ob2o2b4ob5o9b2o$109bo35b3ob
2o4b4o26bo9b2o2b2o11b2o15b3obo2bo4bo11bo4b2o5b2ob2o2b4ob5o9b2o$109bo
37b3o2b4o28b2o10b2o2b2o10b2o15b3o5bo15b2o4b2o5bo2bo3b4ob4o10b2o$109b2o
37b4o32bo12b2o2b2o11bo12b6o4b2o15b2o4b2o4b2ob2o3b3ob5o10bo$109b3o36b3o
17bo15bo13b2o2b2o10b2o10b2o3b2o5b2o15b2o4b2o4b2ob2o3b3ob5o10b2o$110b3o
35bob2o31b2o14bo3b2o10b2o7b3o5b3o4b2o15b2o4bo5b2ob2o2b4ob5o10bo$110bob
2o34bo2b2o30bo15b2o3b2o10b2o4b3o2bo5b2o5b2o15b2o4bo5b2ob2o2b4ob5o10bo$
110b2o2b2o31b2o3b2o29bo16b2o3b2o6b6o2b2o11b2o5b2o15b2o3b2o5b2ob2o2b4ob
5o10bo$111bo3b2o30bo4b3o27b2o17b2o3b2o2b4o4b4o13bo6b2o15bo4b2o5bo2bo3b
4obob3o10bo$111bo4b2o29bo5b3o26bo19b2o2b4o7b3o15b2o6b2o14b2o4b2o4b2ob
2o3b3ob5o11bo$111b2o4b2o27b2o6b3o25bo20b4obo5bob2ob2o4bo10b2o6b2o14b2o
4b2o4b2ob2o3b3ob5o11bo$112bo5b2o26bo8b2o24b2o16b7o3bo4b3o3b2o15b2o6b2o
12b4o4b2o4b2ob2o3b3ob5o10b2o$112bo7b2o24bo9b2o23bo14b4o5bo4bob3obo4b2o
15b2o6b2o12b4o4bo5b2ob2o2b4ob5o10b2o$112b2o7b2o22b2o10b2o22bo11b4o8b2o
4b2o9b2o15b2o6bo3bo9b4o3b2o5b2ob2o2b4ob5o10b2o18bo$113bo8b2o21bo11b3o
20b2o8b3o13b2ob4o5bo4b2o7bo7bo7b2o12b3o4b2o5b2ob2o2b4obob3o10b2o$113bo
31bo12b3o2bo16bo26b3o2b2o10bo16bo7bo13b3o4b2o5bo2bo3b4ob4o11b2o$113b2o
29b2o13b3o18bo25b4o4bo9b2o15b2o7bo12b4o4b3o3b2ob2o3b3ob5o11b2o$114bo
29bo15b3o16b2o23b4ob2o3b2o9b2o15b2o7bo12b4o4b2o4b2ob2o3b3ob5o11b2o$
114bo29bo16b3o15bo23b2o5bo3b3o9b2o3bobo9b2o7bo12b4o4bo5b2ob2o2b4ob5o
11b2o$114b2o27b2o17b3o14bo21b2o7b2o3b3o9b2o15b2o7bo12b4o3b2o5b2ob2o2b
4ob5o11b2o$115bo27bo18b4o12b2o19b3o9b2o4b3o8b2o6bo8b2o7bo12b3o4b2o5b2o
b2o2b4ob5o11b2o$115bo27bo19b4o11bo19b2o4bo6b3o3b3o8b3o5b2o8bo7b2o12bob
o2bob2o5bo2bo3b4ob5o11b2o$115b2o25b2o17bo2b4o10bo17b2o15b2o3b3o5bo3bo
6b2o7b2o7b2o12b3o4b2o4b2ob2o3b3ob5o12bo$116bo25bo22b4o8b2o15b2o18b2o4b
2o8b2o3bo2b2o7b2o7b2o11b4o4b2o4b2ob2o3b3ob5o12b2o$116bo25bo23b4o7bo15b
2o20b2o4b2o8b2o2bo3b2o7b2o7b2o11b4o4b2o4b2ob2o2b4ob5o12bo$116b2o23b2o
24b4o6bo13b2o23bo5b2o8b2o2b2o2b2o7b2o7b2o11b4o4bo5b2ob2o2b4ob5o12bo$
117bo23bo24bobob2o4b2o11b3o23b3o5b2o5bo2b2ob2o3b2o7b2o7b2o11b4o3b2o5b
2ob2o2b4ob5o11b2o$117bo23bo23bo2b2obo4bo10b3o27b2o5bo9b2o6bo8bo7b3o11b
3o4b2o5b2ob2o2b4obob3o12bo$117b2o21b2o27b2obo3bo9b2o16bo2bo10b2o5bo9bo
7bo8bo8b2o11b3o4b2o5bo2bo3b3ob5o12b2o$118bo21bo29b2obob2o7b3o19bo12b2o
3bobo8b2o7bo7b2o8b2o10b4o4b2o4b2ob2o3b3ob5o12b2o$118bo21bo30b2ob2o6b3o
35b2o5bo8b2o7bo7b2o8b2o10b4o4b2o4b2ob2o2b4ob5o12b2o$118b2o19b2o31b2obo
5b2o38bo3b2obo2bo3bob2o6b2o7b2o8b2o10b4o4bo5b2ob2o2b4ob5o12b2o$119bo
19bo33b4o2b2o40b2o3b4o8b2o7bo7b2o8bo11b4o3b2o5b2ob2o2b4ob5o12b2o$119bo
19bo33b2o2b3o17bo24b2o3b2obobo4bob2o6b2o7b2o8b2o10b3o2bob2o5b2ob2o2b4o
b5o12b2o$119b2o17b2o34b5o20bo23b2o3bob3o4bo2b2o6b2o7bo9bo11b3o4b2o5bo
2bo3b4ob4o13b2o$120bo17bo35b3o2bo44b2o3bob2o7b2o7b2o6b2o5b2o2bo10b4o2b
ob2o2bob2ob2o3b3ob5o13b2o$120bo17bo34b2ob2ob2o44b2o2b2ob2o7b2o5bob2o4b
ob2o9bo10b4obo2b2o4b2ob2o3b3ob5o13b2o$120b2o15b2o32b2o4b2ob2o35bo8bo3b
2ob2o7b2o7b2o6b2o9bo10b4o4bo2bo2b2ob2o2b4ob5o13b2o$121bo15bo31b2o7bo2b
2o44b3ob2ob2o7b2o7b2o6b2o8b2o10b4o3b2obo3b2ob2o2b4ob5o13b2o$121bo15bo
29b3o9bo2b2o43b4ob2ob2o5bob2o7b2o6b2o8b2o10b4o3b2o5b2ob2o2b4ob5o13bo$
121b2o13b2o28b2o11b2o2b2o14bo7bo18bob3o2b2ob2o7b2o7b2o6bo9b2o10b3o4b2o
5b2obo3b4ob5o13b2o$122bo13bo27b3o13b2ob3o6bo23bo7bo4b3o2bo2b2o7bo8b2o
5b2o9b2o10b3o4b2o5bob2o3b3ob5o14bo$122bo13bo26b2o16b2ob3o4bo18bo11bo7b
3ob2o2b2o6b2o8b2o5b2o9b2o9b4o4b2o4b2ob2o3b3ob5o14bo$122b2o11b2o15bo8b
2o19b2o2b2o43b3ob2o2b2o6b3o7b2o5b2o9b2o9b4o4b2o4b2ob2o3b3ob5o14bo$123b
o11bo15bo7b2o22b3obo29bo14b3ob2o2bo7b2o8bo6b2o2bo6b2o9b4o4bo5b2ob2o2b
4ob5o14bo$123bo11bo21b3o9bo14bobob2o42b4ob3ob2o6b2o8bo6b2o8b3o9b5o2b3o
4b2ob2o2b4ob5o13b2o$123b2o9b2o20b2o26b2o3bo13bo29b3o2b2o2bo7b2o8bo6b2o
7bob2o10b2o4b2o5b2ob2o2b4obob3o14bo$124bo9bo19b3o28b2obobo29bo13b3o2bo
3bo7bo7bobo6bo10b2o10b2o4b2o5bo2bo3b3ob5o14b2o$124bo9bo17b3ob2o28b2o3b
o43b3ob2o3bo6b2o8b2o4b3o10b2o10b2o3b3o4b2ob2o3b3ob5o14b2o$124b2o7b2o
16b2o4b2o28b2o2b2o18bo24b3ob2o3bo6b2o3bo5bo5b2o10bo10b3o4b2o4b2ob2o3b
3ob5o14b2o$125b2o6bo13b5o6b2o6bo21b2obobo7bo36b2ob2o3bo6b2o8b2o5b2o10b
3o8b3o4bo5b2ob2o2b4ob5o14b2o$125b3o5bo10b6o9bo29bo3b2o31bo12b2ob2o2b2o
5b3o9bo5b2o10b3o8b3o3b2o5b5o2b4ob5o14b2o$125b4o3b2o6b5ob2o4bo6b2o4bo
23b2o3b2o19bo24b2ob2o2b2o6b2o8b2o5b2o7b2ob2o10b2o3b2o5b2ob2o2b4ob5o14b
2o$126bob3obo4b4o3b3o13b2o28b2o3b2o3bo3bo36bo2b2o2b2o6b2o8b2o5bo7b3ob
2o9b3o3b2o5b2obo3b4ob4o15b2o$126bo3b8o5b2o16b2o25bo2b2o3b2o6bo36b2o2bo
3b2o6bo9b2o4b2o3bo4b5o9b2o4b2o4b2ob2o3b3ob5o15b2o$126b2o3b3o7b2o19b2o
27b3o2b3o43b2ob2o2b3o3bob2o9b2o4b2o2bo3bobob3o9b2o4b2o4b2ob2o2b3o2b5o
15b2o$127bo3b3o5b3o21b2o27b3o3b2o43b2ob2o3b2o5b3o8b2o4b2ob2o4b2o2b2o9b
2o4bo5b2ob2o2b3o2b6o14b2o$127bo3b4o3b2o23b3o28b2o3b2o43b2ob2o3b2o5b2o
9b2o4b2ob2o4b2ob3o7bob2o4bo5b2ob2o2b3o2b5o15b2o$127b2ob2o2b4o27bo14b2o
13bo4b2o43b2ob2o3b2o4b3o9b2o4b2ob3o3b2ob3o9b2o3b2o4b3ob2o2b3o2b5o15bo$
128bobo3b3o28b2o14b2o11b3o4b2o4bo38bo2b2o3b2o3b4o9b2o4b2ob2o4b2ob2o5bo
4bo4b2o5b2obobob3o2bob3o15bo$128bobo2b4o10bo18b2o14bo4bo6b4o4b2o3b2o
37b2o2bo4b2o3b3o10bo4b2o2b2o4b2ob2o9b2o4b2o5bo2bo3b3ob5o16bo$128b5o3b
2o2bo26b2o11bo2bo2bo8b4o4bo4b2o6b2o29b2ob2o2bobo4b3o10b2o3b2ob3o4b2ob
2o9b2o4b2o4b2ob2o3b2o2b5o16bo$333o15b2o$333o17bo$129bob2o4bo65bo2bo
143b2o$128bo3b3o217bo$128bo5b3o153bo6bo54b2o$128bo7b2o215b2o$127bo9b3o
214b2o$127bo11b3o213b2o$127bo13b2o3bo121bo87b2o$126bo15b3o212b2o$126bo
17b2o120bo91b2o$125b2o19b2o211b2o$125bo21b3o121bo29bo58bo$125bo23b3o
209b2o$125bo25b2o209bo$124bo27b3o208bo$124bo29b3o103bo103bo$123b2o31b
2o207bo$123bo33b3o206bo$123bo35b3o204b2o$122b2o37b2o205bo$122bo39b3o
203b2o$122bo41b3o202b2o$121b2o43b2o202b2o$121bo45b3o201b2o$121bo47b3o
127bo72b2o$121bo49b2o200b2o$173b2obo89bo107b2o$120bo53b3o198b2o$120bo
55b2o198bo$119bo58b2o124bo72b2o$119bo59b3o196bo$118b2o61b2o196bo$118bo
63b3o195bo$118bo65b3o194bo$117b2o16bo50b2o194bo$117bo69b3o192b2o$117bo
71b3o44bo72bo73b2o$117bo73b2o191b2o$116bo47bo27b3o190b2o$116bo77b3o
189b2o$116bo79b2o189b2o$115bo82b2o188b2o$115bo83b3o187b2o$115bo85b2o
187b2o$114bo87b3o186b2o$114bo89b3o185bo$113b2o91b2o185b2o$113bo93b3o
184bo$113bo95b3o39bo143b2o$211b2o183bo$112bo38bo60b3o182bo$112bo101b3o
181bo$112bo103b2o181bo$111bo105b3o179b2o$111bo35bo71b3o178b2o$111bo
109b2o34bo143b2o$110bo112b2o177b2o$110bo113b2o177b2o$109b2o115b2o176b
2o$109b2o116b3o102bo72b2o$109bo119b3o174b2o$108bo122b2o174b2o$108bo
123b3o173b2o$108bo29bo95b3o28bo143b2o$107b2o127b2o172bo$107bo129b3o
171b2o$107bo131b3o170bo$107bo25bo107b2o170bo$106bo135b3o169bo$106bo
137b3o168bo$105b2o139b2o113bo53b2o$105bo8bo133b2o167bo$249b3o92bo72b2o
$104b2o92bo52b2o165b2o$104bo147b3o164b2o$104bo149b3o163b2o$104bo151b2o
163b2o$103bo108bo45b2o2bo159b2o$103bo89bo65b3o161b2o$102b2o157b3o160b
2o$102b2o158b3o160b2o$102bo161b3o159b2o$101b2o163b2o159b2o$101bo165b3o
158bo$269b3o157b2o$101bo84bo84b2o157bo$100bo171b3o156bo$100bo38bo134b
3o154b2o$100bo175b2o155bo$99bo177b3o153b2o$99bo179b3o152b2o$99bo181b2o
152b2o$98bo183b3o151b2o$98bo185b3o150b2o!

[eRroR_6o6]

here's a 3-backrake novelty that I've checked to 2M generations

Code: Select all

x = 69, y = 45, rule = B3/S23
5$17b3o11b3o11b3o11b3o$16bo3bo9bo3bo9bo3bo9bo3bo$15b2o4bo7bo4b2o7b2o4b
o7bo4b2o$14bobob2ob2o5b2ob2obobo5bobob2ob2o5b2ob2obobo$13b2obo4bob2ob
2obo4bob2o3b2obo4bob2ob2obo4bob2o$12bo4bo3bo2bobo2bo3bo4bobo4bo3bo2bob
o2bo3bo4bo$24bobo25bobo$12b2o7b2obobob2o7b2ob2o7b2obobob2o7b2o$24bobo
25bobo$18b3o9b3o13b3o9b3o$9bobo6bo3bo9bo13bo9bo3bo$8bo2bo6bobo4b3o23b
3o4bobo$7b2o15bo2bo4b2o11b2o4bo2bo$6bo20bo23bo$5b4o14bo3bo23bo3bo$4bo
4bo13bo3bo23bo3bo$4bo2bo5b3o11bo23bo$4bo2bo5bo10bobo25bobo$5bo7bobo$6b
4obo$7bo3bo2bo$8bo9b2o$8b5o3bo4bo$15bo$8b5o2bo5bo$8bo6b6o$7bo3bo$6b4ob
o$5bo7bo$4bo2bo5bo$4bo2bo5b2obo$4bo4bo6bo$5b4o$6bo$7b2o$8bo2bo$9bobo!

[Tawal]

G3 pulls a Loaf :

Code: Select all

x = 54, y = 50, rule = LifeHistory
2$47.A.A$47.2A$43.A4.A$41.2A$42.2A6$37.A.A$37.2A$33.A4.A$31.2A$32.2A
6$27.A.A$27.2A$23.A4.A$21.2A$22.2A6$17.A.A$17.2A$13.A4.A$11.2A$12.2A
8$3.2C$2.C2.C$3.C.C$4.C!

[simeks]

G3 pulls a Loaf :

Code: Select all

x = 54, y = 50, rule = LifeHistory
2$47.A.A$47.2A$43.A4.A$41.2A$42.2A6$37.A.A$37.2A$33.A4.A$31.2A$32.2A
6$27.A.A$27.2A$23.A4.A$21.2A$22.2A6$17.A.A$17.2A$13.A4.A$11.2A$12.2A
8$3.2C$2.C2.C$3.C.C$4.C!

That's the SW1T43 output, maybe useful for something?

Code: Select all

x = 36, y = 34, rule = LifeHistory
26.2A$26.A$24.A.A$23.A.A$19.2A3.A$19.2A$30.2A$30.A.A$32.A$32.A.2A$29.
2A.A.2A$19.E8.A2.A$19.E.E7.2A$19.3E$21.E7.4A$30.A2.A$28.A3.2A$28.2A$
15.A$15.A.A$10.A4.2A$9.A$9.3A8$.2C$C2.C$.C.C$2.C!

[confocaloid]

Other cases of a glider pair hitting an object, usefulness is unknown:

An useless use of SW-7T38

Code: Select all

x = 108, y = 75, rule = B3/S23
25b2o$25b2o12b2obob2o$32bob2obo2bob2o2bo$32b2obob2obo4bobo$40b5obo$36b
2obo4bo6bo9bo27bo$36b2obobo3bo5b3o5b3o27b3o$40bobo3bo7bo3bo16bo16bo$
41bo3b2o6b2o3b2o13b3o15b2o$72bo$72b2o32b2o$107bo$104b3o$33b2o69bo$33b
2o$18b2o$17bo2bo54b2o$16bob2o55b2o$16bo84b2ob2o$15b2o84bo3bo$30b2o70b
3o$30bo$31b3o68b3o$33bo10b2o55bo3bo$43bobo11b2o6bo35b2ob2o$43bo13b2o6b
3o$16b3o23b2o24bo$18bo48b2o$17bo6b2o5b2o$24b2o5b2o2$27b2o$7b2o18b2o6$
4b2o2b3o$2o4b2o2bo$2o3bo4bo$6bo2bo$7bo$64bo$63bobo$11b2o50bo2bo$12bo
51b2o$9b3o48bo$9bo49bobo$59bo2bo$60b2o$56bo$55bobo$55bo2bo$56b2o$52bo$
51bobo$51bo2bo$52b2o$48bo$47bobo$47bo2bo$48b2o$44bo$43bobo$43bo2bo$44b
2o$40bo$39bobo$39bo2bo$40b2o$36bo$35bobo$35bo2bo$36b2o!
#C [[ THEME LifeHistory ]]

Edit: and SW1T43

Code: Select all

x = 113, y = 87, rule = B3/S23
29b2o$29b2o12b2obob2o$36bob2obo2bob2o2bo$36b2obob2obo4bobo$44b5obo$40b
2obo4bo6bo9bo37b2o$40b2obobo3bo5b3o5b3o37bo$44bobo3bo7bo3bo16bo21bobo$
45bo3b2o6b2o3b2o13b3o20bobo$76bo19b2o3bo$76b2o18b2o$107b2o$107bobo$37b
2o70bo$37b2o70bob2o$22b2o82b2obob2o$21bo2bo54b2o24bo2bo$20bob2o55b2o
25b2o$20bo$19b2o85b4o$34b2o71bo2bo$34bo70bo3b2o$35b3o67b2o$37bo10b2o$
47bobo11b2o6bo$47bo13b2o6b3o$20b3o23b2o24bo$8b2o12bo3bo44b2o$4b4o4b2o
7bo3bobo$4b3ob2o2b2o12bo7b2o$9bo22bob2o$24b2o5bo$4bo19b3o7bo$4b3o17b3o
3b2obo$7bo22b2o$6b2o10bo$17bobo$2bo14bobo4b2o$bobo12b2ob2o3b2o$bo2bo6b
o9bo$2obobo5b3o7bo$o2bo15bob2o$b2o3bob2o4bo4b2o2bo$3b3o4bo2b3o6b2o$b2o
2b2o3bo5bo$o2bo5bo5bo$b2o13bo$12bo2bo6bo2bob2obo2bo$12bo9b4ob2ob4o$13b
o8bo2bob2obo2bo$10b3o$5b2o$6bo$3b3o56bo$3bo57bobo$61bobo$62bo2$57bo$
56bobo$56bobo$57bo2$52bo$51bobo$51bobo$52bo2$47bo$46bobo$46bobo$47bo2$
42bo$41bobo$41bobo$42bo2$37bo$36bobo$36bobo$37bo2$32bo$31bobo$31bobo$
32bo!
#C [[ THEME LifeHistory ]]

I started with SW1T43 and tried to hit small objects with its output, and so "by definition" there were already two correctly timed gliders, without need for added effort to keep them in sync.

[AlbertArmStain]

Here’s a wick that is almost guaranteed to become a clean fuse when lit:

Code: Select all

x = 101, y = 113, rule = LifeHistory
2.2A$2.A$3.A$4.A$.3A$A$.A$2.A5.A$3.A3.A.A$4.A2.A2.A$5.A.A3.A$6.A5.A$13.
A$14.A$11.3A$10.A$11.A$12.A5.A$13.A3.A.A$14.A2.A2.A$15.A.A3.A$16.A5.A
$23.A$24.A$21.3A$20.A$21.A$22.A5.A$23.A3.A.A$24.A2.A2.A$25.A.A3.A$26.
A5.A$33.A$34.A$31.3A$30.A$31.A$32.A5.A$33.A3.A.A$34.A2.A2.A$35.A.A3.A
$36.A5.A$43.A$44.A$41.3A$40.A$41.A$42.A5.A$43.A3.A.A$44.A2.A2.A$45.A.
A3.A$46.A5.A$53.A$54.A$51.3A$50.A$51.A$52.A5.A$53.A3.A.A$54.A2.A2.A$55.
A.A3.A$56.A5.A$63.A$64.A$61.3A$60.A$61.A$62.A5.A$63.A3.A.A$64.A2.A2.A
$65.A.A3.A$66.A5.A$73.A$74.A$71.3A$70.A$71.A$72.A5.A$73.A3.A.A$74.A2.
A2.A$75.A.A3.A$76.A5.A$83.A$84.A$81.3A$80.A$81.A$82.A$83.A$84.A$85.A.
A$86.2A6$85.5A3.A3.2A.A$87.4A3.2A.2A.A$86.2A.2A.A.A.A.3A$85.2A.A.A.2A
.2A.3A$85.A3.A.A.2A.5A$89.A.A4.2A.2A$85.2A3.A.A.A2.2A$85.A.A2.2A5.A.A
$87.2A2.A.7A$86.5A.A4.A$88.A.A3.4A.2A$85.A3.3A2.A3.A.A$85.2A2.A4.3A.2A
$85.A4.2A.2A2.A2.A$85.2A2.2A.2A5.A$93.A5.A!

[googleplex]

I found that the Callahan G-H can be combined with HRx65R, RF48Ha, and NW26T109 to make this proto spartan glider reflector with a repeat time of 386, which beats the previous best which has a repeat time of 461 ticks, by confocaloid

Code: Select all

x = 185, y = 189, rule = LifeHistory
13$22.C$23.C$21.3C95$118.BC13.A$117.CBCB10.3A$118.2C2B8.A$119.4B6.B2A
$115.2A3.4B3.5B$116.A4.4B2.3B$116.A.AB2.8B19.B$117.2AB.8BA2B16.2B$
119.2B2D5BABA3B13.3B$118.2BD2BD4BABA3B12.4B$119.2B2D6BA2B.B2A9.4B$
117.2AB.11B.BA.A7.4B$116.A.AB3.7B6.A6.4B$116.A7.4BD2B5.2A4.4B$115.2A
7.3B2DB11.4B$124.3BDBDB9.4B$124.8B7.4B$124.9B5.4B$124.5B.4B3.4B$123.
7B.4B.4B$123.3B2A2B2.7B$124.2B2AB4.5B$124.6B3.5B$124.6B2.7B$123.7B.4B
.4B$123.6B.4B3.4B$124.9B5.4B$124.8B7.4B$123.8B9.4B$123.7B11.4B$114.2A
7.6B13.4B$115.A6.2B3D2B14.4B$115.A.AB3.4BD2B15.4B$116.2AB2.4B3DB16.4B
$118.11B17.4B$118.11B18.4B$118.11B19.4B$117.11B21.4B$118.7B25.4B$113.
2A3.8B25.4B$114.A4.8B25.4B$114.A.AB.7B7.A19.4B$115.2AB.8B4.3A20.4B$
117.10B3.A17.A6.4B3.A$117.10B3.2A16.3A4.5B.A.A$117.10BA4B19.A3.6B.A$
115.11BABAB12.2A6.2AB.7B$114.11BA2BAB13.A6.12B6.2A$115.11B2A4B11.A.AB
4.13B5.A$115.18B11.2AB.15B2A.3A$115.4B2.11B14.17B2ABA$114.4B3.11B14.
19B$113.4B6.8B16.19B$113.3B7.8B15.20B$113.2B8.10B11.20B$113.B4.3B.11B
4.2B2.22B$118.7BD18BD19B.B$117.8B2D17BDBD4B.13B2A$116.8B2D18B3D4B2.
12B2A$117.29BD4B2.11B.B$118.32B3.9B$118.2B2A16B.4B10.6B.B$118.BA2BA
12B3.5B11.5B$119.ABA12B3.5BA2B9.4B$119.BA13B2.5BABAB.2B7.5B$119.21BA
2BA3B2A9.2A$119.22B2A2B.B2A9.A$121.16BAB2.5B.B11.3A$121.15BA.A4.2B16.
A$121.12B.B.2A4.2B$128.B12.B2AB$142.2A!

[Supersuthiastic]

I've recently been playing around with backrakes and seeing how long of a novelty generator I can make. Here is a 3-backrake design:

Code: Select all

x = 95, y = 56, rule = B3/S23
87bo$87b4o$89b2o$92bo$89b4o$83bo9bo$83b2o4bo2b3o$5b3o11b3o60bob2o5b3o$
4bo3bo9bo3bo60bobo6bo$3b2o4bo7bo4b2o59bobobob3o$2bobob2ob2o5b2ob2obobo
62b2o2bo$b2obo4bob2ob2obo4bob2o59bo3b2o$o4bo3bo2bobo2bo3bo4bo59b4o$12b
obo66b2o$2o7b2obobob2o7b2o50b4ob2o2b4o$12bobo62b6o2bo3b2o$6b3o9b3o57b
4o5b2o2bo$6bo3bo9bo64bobob3o$6bobo4b3o69bo6bo$12bo2bo4b2o62b2o5b3o$15b
o66b3o4bo2b3o$11bo3bo66bo10bo$11bo3bo73b4o$15bo76bo$12bobo74b2o$87b4o$
87bo3$50bo$50b4o$52b2o$55bo$52b4o$46bo9bo$46b2o4bo2b3o$45bob2o5b3o$46b
obo6bo$46bobobob3o$50b2o2bo$48bo3b2o$49b4o$44b2o$40b4ob2o2b4o$40b6o2bo
3b2o$41b4o5b2o2bo$48bobob3o$48bo6bo$47b2o5b3o$45b3o4bo2b3o$45bo10bo$
52b4o$55bo$52b2o$50b4o$50bo!

This pattern is able to create a GPSE at around generation 145,000 and a BLSE at around generation 1.4 million (and these are the only puffers (I include temporary ones, which I don't know any in the sequence yet) that I've seen in the ash so far).
This is what it approximately looks like around gen 10mil (and I didn't observe stabilization, so that means anyone is welcome to determine the fate, and I'll be happy if it stabilizes):

Code: Select all

x = 567, y = 396, rule = B3/S23
239b2o$239bo$239bo$238b2o$238bo$238bo$237b2o$237bo$237bo$236b2o$236bo$
236bo$235b2o$235bo$235bo$234b2o$234bo$234bo$233b2o$233bo$233bo$232b2o$
232bo$232bo$231b2o$231bo$231bo$230b2o$230bo$230bo$229b2o$229bo$229bo$
228b2o$228bo$228bo$227b2o$227bo$227bo$226b2o$226bo$226bo$225b2o$225bo$
225bo$224b2o$224bo$224bo$223b2o$223bo$223bo$222b2o$222bo$222bo$221b2o$
221bo$221bo$220b2o$220bo$220bo$219b2o$219bo$219bo$218b2o$218bo$218bo$
217b2o$217bo$217bo$216b2o$216bo$216bo$215b2o$215bo$215bo$214b2o$214bo$
214bo$213b2o$213bo$213bo$212b2o$212bo$212bo$211b2o$211bo$211bo$210b2o$
210bo$210bo$108b3o98b2o200b3o$109b5o95bo192b8o$113b4o92bo185b8o$116b4o
88b2o178b8o$113bo5b4o85bo172b8o$122b4o82bo165b8o$125b4o78b2o158b8o$
125bo2b4o75bo152b8o$131b4o72bo145b8o$133b5o68b2o138b8o$130bo6b4o65bo
132b8o$139b5o62bo125b8o$142b5o58b2o118b8o$141bo4b4o55bo112b8o$149b4o
52bo105b8o$152b4o48b2o98b8o6bo$155b4o45bo92b8o$135bo22b4o42bo85b8o$
161b4o38b2o78b8o$164b4o35bo72b8o$139bo15bo11b4o32bo65b8o7bo74bo$165bo
4b4o28b2o59b7o$173b4o25bo52b8o$176b4o22bo45b8o$179b4o18b2o38b3ob4o$
182b4o15bo32b8o$184b5o12bo25b8o$188b4o8b2o18b9o$185bo5b4o5bo12b8o$194b
4o2bo5b8o$197b10o$199b5o$199b3ob4o$198b5o2b5o$198bo2b3ob2o2b4o$198bo3b
2o8b4o$197b2o3b3o10b4o$197bo4b4o11b5o$153bo2bo40b2o4b4o14b4o$196b4o3b
2ob3o15b4o$196b3o5b5obo4bobo5bo3b4o$156bo39b2o6b3obo15b2o4b4o$195b2o8b
2ob2o11bo2bo8b4o$195b2o8b3ob2o9bobo13b4o$195bo10b2o2bo21bo6b4o$194b2o
11b2o2bobo4bobo21b4o$194bo6bo5b6o4b2obo2bo21b4o$194bo12b3ob3o2b2ob2o
27b4o$193b2o13b13o5b2o23b4o$193bo15b2o2b3ob3o5b2o27b4o$193bo15b2ob7o4b
3o31b4o$165bo26b2o15b9o4b2o36b4o$156bo35bobo14b8o4b2o28bo11b4o$192b2o
16b6ob2ob2o39bo4b4o$153bo37b2o18b3o4b3o48b4o$191bo19b2o5b2o10bo25bo15b
4o$191bo20b2ob6o19bo34b4o$190b2o20b2ob2o3bo10bo46b4o$190bo22b3o4b2o59b
4o$190bo10bo2b2o8bo6b2o8b2o51b4o$189b2o13bo9b2o7bo5bo2bo6bo47b4o$189bo
12b2o9b3o7b2o7bo6bo50b4o$189bo11b2o9bo2b3o4bobo7bo7bo52b4o$188b2o21bo
3b2o6b3o5bobo2bo3bo55b4o$188bo10b2o3bo6bo4b2o7b2o6bo2bo3bo28bo29b4o$
188b2o8b2o2b2o12b2o8b3o3b2o2bo3b2o21bo38b4o$187b3o8bob3o14b3o7b2o4b2ob
2o3bo63b4o$187b2o2bo8bo6bo10bo9bo5bo2bo2b2o9bo38bo17b4o$187bo7b2o3bo4b
2o11b2o4bobob2o4bo2bo3b2o46bo20b5o$186b2o9bo21bo9bo4b5o3bo65b4o2b4o$
186bo2bo3bo3bo5b2o14b2o9bo7bo3bo64b3ob2o4b4o$186b2o4bo2b2o6bo15b3ob4o
4bo5b2o3bo63b3o3bo7b4o$185b2o6bo7bo18b6o2bo2b2o4b2o3b2o61b3o4bo10b4o$
185bo4bo2b2o5b2o19b4o2bo3bobo3b3o3bo60b2o6bo13b4o$185bo3bo3bo5b2o20b2o
7b2ob2o2b3o3bo59b2o4bo3bo15b4o$110bo73b2o2bob2o29b3obo2bo3bobo3b2o3b2o
14bo41b3o9bo18b4o$184bo2bo2bobo4b2o21bob4o9bo2b3o3bo55b3o10bo19b6o$
184bobob3o5bo25b3ob2o7b2ob3o3bo12bo20bo20b3o11b2o17b4o2b4o$183b2o4bo3b
o29b4o9b5o3bo11bobo39b3o13bo15b3o2bo2b7o$183bo2b3o35b3o10b5o2b2o8bo42b
3o14bo14b3o3bob2obo3b4o$101bo81bo40b2o8bo3b4o3bo49b4o15b2o12b3o4b3o2bo
6b4o$182b3obo5bo31b2o12b4o3bo48b4o17bo11b3o4b3o3b2o8b4o$182b4o5bo8bo
24b2obo6bo3b3o3b2o46b4o18bo10b3o4b4o4bo11b4o$182b3o5bo6bo28bo13b4o2bo
4bo40b4o19bo8b4o4b3obo4bo14b4o$181b3o5bo36b2o11bob2o3bo44b4o20b2o6b3o
5b3o3bo3b2o16b4o$181b2o5bo37b2o13b2o3b2o23b2o16b5o22bo5b3o4b3o5bo4bo
19b4o$181bo5bo39b2o13b2o3bo22b2o16b2ob2o23bo4b3o4b3o6bo4bo22b4o$180b2o
4bo41bo14b2o2bo21b2o16b2ob2o24b2o2b3o4b3o7b2o3bo25b4o$180bo47b2o13b3ob
o38b2ob2o26bob3o4b3o9bo4bo27b4o$180bo3bo43b2o15bob2o26bo9b4o28b4o4b3o
10bo4bo30b4o$179b2ob2o24bo20b2o6bo5bob2obo3bo12bo10bo7b4o28b4o4b3o11b
2o3bo33b4o$179bo49b5o12b3o13bo19b5o28b4o3b4o13bo3b2o35b4o$77bo101b2o
32bo16b3o2bo5b2obo2b3o31b2ob2obo26b5o2b4o14bo4bo38b4o$178b3o49b5obo11b
2o30b2ob2o28b4obob4o15bo4bo41b4o$178bo52b3obo13bo29b2ob2o27b5o2b5o16b
2o3b2o43b4o$178bo52b2o16b2o27b2ob2o14bo12b2ob2o3b4o18bo4bo46b4o$177b2o
53b2o2b3ob2o7b3o22bob3ob2obo25b2ob2o2b5o19bo4bo49b4o$177bo55bob3o2bo
10b2o22b2o2b2o27b2ob2o2b2o23b2o3bo52b4o$177bo55b4o15b2o20b2o2b2o7bo10b
o8b2ob3ob2o25bo3b2o54b4o$176b2o43bo11b5obo6bo6bo19b2o2b2o26b3ob2o2b2o
26bo4bo57b4o$176b2o36bo3bo15b4obo2bo2bo7b2o17b2o2b2o26b2ob2o3b2o27b2o
3bo60b4o$176bobo36b2o6bo10b2obo16b3o13b3o2b2o6bo19b2ob2o3b2o29bo3b2o
62b4o$175b2o58b2o18b2o12b2o3b2o26b2ob2o2b3o30bo4bo65b4o$55bo119bo59b3o
18bo11b2o3b2o26b2ob2o2b2o32bo4bo68b4o$175bo43bo16b3o17b2o9b2o3b2o18b2o
6b2ob2o2b2o33b2o3bo71b4o$174b2o61b2o10bo7b2o7b3o2bo18b3ob2o2b3ob2o2b2o
35bo3b2o73b4o$174bo62b2o14bo4b2o5b2o3bobo16b2o6b2o2b2o2b2o36bo4bo76b4o
$174bo50bo11b2o10b2o2bo5b2o2b3o2b2o18b2o2bo3b2o2b2ob3o37b2o3bo79b4o$
173b2o63b2o7b4o4b2o2b2ob2o2b3o18b2o3bo2b2o2b2ob2o40bo3b2o81b4o$173bo
64b2o4bo2b4o7bob3o3b2o15b2ob2o6b2o2b2ob2o41bo4bo84b4o$173bo65b2o4b3o
13b3ob2o14b6o5b3o2b2ob2o42bo4bo87b4o$172b3o64b4ob2o5bo8bob4o13b3ob2o6b
2o3b2ob2o43b2o3b2o89b4o$172b2o66b5o11bo5b3obo12b2ob2o6b2o3b7o43bo4bo
92b4o$35bo136bo68b3ob2o14b4o13b2ob2o6b2o3b4ob2o44bo4bo95b4o$171b2o68b
2ob2o10bob5ob2o11b5o6b2o3b4o48b2o3bo98b4o$171bo69b4o10b2o2b3o3b2o12b2o
6b2o3bob2o50bo3b2o100b4o$28bo142bo70b2o10b10o2bo10b2o6b2o4bob2o51bo4bo
103b4o$170b2o70b2o3bo10b2ob2o3b2o8b2o6b2obob2ob2o52bo4bo106b4o$170bo
72b2o12b2ob2o3b4o6b2o6b3o2b5o54bo3b2o108b4o$170bo72b4o9b2o6b2o2b2o2bob
2o6b2o3b4o56bo4bo111b4o$169b2o3bo2bo66b2o3bo5b2ob2o3b2o2bob6o6b2o3b4o
57bo4bo114b4o$169b2o68bo5b2o2b2o2b2o7b2o6b5o4b3o3b4o58b2o3bo117b4o$
169bo3bo71b5o3bo7b2o3bob4o2bo3b2o4b4o60bo3b2o119b4o$168b2obo73b4o3bo6b
3o7b4o2bob2o4b4o25bo35bo4bo122b4o$168bobob2o72b2o2b2o2bo3b2o8b2o2bo2b
3o2bob3o63b2o3bo125b4o$168b2o2bo73b2ob2o5b3o8b2o4bob2o2bob3o65bo3b2o
127b4o$167b2o68bo6bo2b3o2bo3b2o7b3o5b4o3b3o66bo4bo130b4o$167bo79b2ob7o
7b2o6b4o3b3o67bo4bo133b4o$167bo80b4ob3o6b3o6b2o2b2ob4o67b2o3bo136b4o$
2bo163b2o81b5o7b3o7bo4b3o2bobobo19bo44bo4bo138b4o$o165bo3bo78b2o2bo6b
3o10bo2b2o2bob4o64bo4bo141b4o$166bo2bo79b3o7b3o13b10o65b2o3bo144b4o$
165b2o76bo6b2obo3b3o14bo3b3ob2o67bo3b2o146b4o$165bobo74bo7b2o3b5o13bo
4b5o68bo4bo149b4o$165b2obo71bo10b3ob4o10b4o3b5o2b2o66bo4bo152b4o$164b
2o73bo12b5o8bo2bob2o4b4obo2bo66b2o3b2o154b4o$164bo87b4o7bo5b2obob5o2b
2obo67bo4bo157b4o$164bo2bo69bo14b3o13b2o2b3ob2o4bob2o66bo4bo160b4o$
163b4o69bo16b2ob2o4bo4b2o3b5o6bobo66b2o3bo163b4o$163b3o69bo17b4o3b3o3b
2o3b4o9b2o67bo3b2o165b4o$163b2o89b2o3b2obo2b2obo2b3o11bo25bo41bo4bo
168b4o$162b2o90b2o2b2o4b2o5b2o12b2o66b2o3bo171b4o$162bo68b2o22b3o5b2o
5b2o14b2o66bo3b2o173b4o$162bo68bo23b3o4b2o5b2o16bo66bo4bo176b4o$161b2o
67bo23b4o3b4o2b3o18bo65bo4bo179b4o$161b2o65bo24b2ob2o2b4o2b2o20bo65b2o
3b2o181b4o$161bo66bo23b2o2b7ob3o2bo20bo64bo4bo184b4o$160b2o64b2o23b2o
4b9o24b2o63bo4bo183bo3b4o$160bo89b2o5b8o26bo63b2o3bo180bo9b4o$160bo63b
2o23b2o5bob6o28b2o62bo3b2o192b4o$159b3o61bo24b2o5bo3b4o29b2o62bo4bo
195b4o$159bo87b2o5bo4b2o32b2o61bo4bo198b4o$159bo61bo24b2o5bo6b2o32bo
61b2o3b2o200b4o$158b2o60b2o23b2o4b2o7b3o31b2o61bo4bo203bo$158bo60bo24b
2o5bo10b2o32bo60bo4bo$158bo84b2o4b2o12b2o92b2o3bo$157b2o58bo24b2o4bo
15b2o31bo60bo3b2o$157bo58bo24b2o4bo17b2o31bo59bo4bo$157bo57bo24b2o5bo
18b2o31bo58b2o3bo$156b2o55bo25b2o26b2o30bo59bo3b2o$156bo56bo24b2o4b2o
22b2o30bo58bo4bo$156bo55bo24b2o30b2o88bo4bo$155b2o53bo10bo14b2o32b2o
29b2o56b2o3bo$155bo54bo24b2o34b2o30bo9bo46bo4bo$155bo52b2o24b2o4bo31b
2o11bo74bo4bo$154b2o52bo24b2o38b2o85b2o3bo$154bo77b2o4bo35b2o85bo3b2o$
154b3o48bo23bob2o4bo37b2o79bo4bo4bo$153b3o74b2o44b2obo76bo4bo4bo$153b
2o48bo25b2o3bo42b2o28b3o46b2o3b2o3b2o$153b2obo45bo23bob2o4bo43b2o28bo
48bo4bo4bo$152b2ob2o44bo23bob2o4bo45b2o76bo4bo4bo$152bob3o43b2o22bob2o
3bo48b2o27bo47bo4b2o3bo$152bobo44bo22b2ob2o3bo50b2o27bo46b2o4bo3b2o$
151b2o45bo23bob2o4bo51b2o74bo4bo4bo$151bo45bo25b2o58b2o73bo4bo4bo$151b
o5bo38bo22b2ob2o60b2o25bobo3bo40b2o3b2o3b2o$150b3o4bo60b2ob2o3bo58b2o
27bo2bo41bo4bo4bo$150b2o3bo37b2o23bob2o3b2o59b2o23bo2bo2b2o40bo4bo4bo$
150bo3b2o63b2o3bo62b2o22b2o5bo40bo4b2o3bo$149b2o40b2o25b2o68b2o26bobo
41bo4bo3b2o$149bo40b2o25b2o3bo66b2o27bo41bo4bo4bo$149bobo61bo2b2o3bo
68b2obo23b3o40bo4b2o3bo$148b2o38bo26b2o3bo70b2o24b3o40b2o4bo3b2o$148b
2o61bo2b2o76b2o25bobo39bo4bo4bo$148b2obo58b2ob2o3bo74b2o24b2obo38bo4bo
4bo$147b4o34bo23bo2b2o2b2o76b2o25b2o38b2o3b2o3b2o$147bo63b2o82b2o24b2o
39bo4bo4bo$147bo35bo26b2o3bo80b2o12bo11b2o38bo4bo4bo$146b2o61b2o3bo82b
2o23b2o38bo4b2o3bo$146b2o61bo3bo84b2o23b2o37b2o4bo3b2o$146bo33bo30bo
87b2o23b2o37bo4bo4bo$145b2o3bo60bo88b2o23bo37bo4bo4bo$145bo63bo91b2o
23bo36b2o3b2o3b2o$145b2o62bo92b2o22b2o7bo4bo23bo4bo4bo$144b2o61bo95b2o
22b2o35bo4bo4bo$144bo15bo143b2o22b2o18bo15bo4b2o3bo$144bo15bo36bo14bo
92b2o22bobo32b2o4bo3b2o$143b2o52bo108b2o22bo34bo4bo4bo$143bo14bo36bo7b
o103b2o2bo20bo32bo4b2o3bo$143bo58bo105b2o21b2o32b2o4bo3b2o$142b2o49bo
7bo107b2o21bo7bobo23bo4bo4bo$142bo11b2o36bo7bo109b2o54bo4bo4bo$142bo
10bo37bo6b2o111b2o2bo18bo31b2o3b2o3b2o$141b2o9bo37bo7bo113b2o21bo11bo
19bo4bo4bo$141bo47bo123b2o20bo14bo16bo4bo4bo$141bo8bo36b2o7bo117b2o17b
o2bo30bo4b2o3bo$140b2o19bo24b2o6b2o119b2o34bo15b2o4bo3b2o$140b2o6bo37b
o6bo122b2o20bo29bo4bo4bo$140bo5b2o169b2o19b2o28bo4bo4bo$139b2o42bo8bo
125b2o19bo28b2o3b2o3b2o$139bo3bo39bo135b2o19bobobo24bo4bo4bo$139b3o39b
o8bo129b2o20b2o7bob2o4bo9bo4bo4bo$138b3o4bo20bo14bo6bo132b2o16bo2b3obo
7bo14bo4b2o3bo$138b2o2bobo11b2o21bo7bo134b2o18b2o2bo7bo5bo9bo4bo3b2o$
138bo2bob2o10b2o21b2o143b2o18bobobo6b2o4bo9bo4bo4bo$137b4obo11bo22b2o
6bo138b2o17b3obo7bo4b2o8bo4b2o3bo$137b3obo25bo8bo7bo140b2o18bobo7bo5bo
2bo5b2o4bo3b2o$137bo2b2o33bo150b2o17b4o15b2o5bo4bo4bo$136b2obo49bo137b
2o17bobo16bo5bo4bo4bo$136b3o25bo8bo6bo7bo139b2o17b2o16bo5b2o3b2o3bo$
136bo43bo5b2o141b2o17b2o15b2o5bo4bo4bo$135b2o25bo8bo14bo143b2o16b2o16b
o5bo4bo4bo$135b2o48bo145b2o16b2o7bo7bo5bo4b2o3bo$135bo40bo7bo147b2o16b
o15b2o4b2o4bo3b2o$134b2o22b2o8bo164b3o15bo15bo5bo4bo4bo$134b2o22bo8bo
166b2o15b2o14bo5bo4bo4bo$134bo22bo7b2o6bo6bo154b2o15b2o13bo5b2o3b2o3b
2o$133b2o30bo170b2o15bo13b2o5bo4bo4bo$133b2o29bo6b2o5bo158b2o5bo9b2o
12bo5bo4bo4bo$133bo28bo7bo167b2o15bo12bo5bo4b2o3bo$132b2o6bo20bo7bo
169b2o15bo11b2o4b2o4bo3b2o$132bo6bo11bo16bo171b2o14bo12bo5bo4bo4bo$
132bo17bo8bo7bo173b2o5bo8bo11bo5bo4bo4bo$131b2o209b2o13b2o10bo5b2o4bo
3b2o2bo$131bo16bo16bo177b2o9bo3b3o8b2o5bo4bo4bo2bo$131b2ob2o20bo187b2o
14b3o7bo5bo4bo4bo2b2o$130b2obo29bo181b2o13b2o8bo5b2o3b2o7b3o$130bo13bo
201b2o13bo8b2o5bo4bo7bobo$130b2o21bo22bo170b2o13bo8bo5bo4bo7b3o$129b2o
10b2o205b2o21bo5bo4b2o3bo3b2o$129bo219b2o12bo7b2o4b2o4bo7b3o$129bo20bo
199b2o12bo7bo5bo12bobo$128b2o9b2o30bo179b2o12bo3bo2bo5bo12b3o$128bo5bo
3bo9bo203b2o11b2o5bo5b2o12b3o$128bo4b2o3bo8bo205b2o11b2o2bob2o5bo12bob
o$127b2o4bob2o9bo207b2o9bobo2b4o5bo12b3o$127bo3b2ob2o8bo210b2o5bo5bo2b
3o5bo9bo3b2o$127bob2o2bo10bo21bo189b2o9bo3bo7b2o12b3o$126b2obo2bo224b
2o6bo4b4o6bo12bobo$126bob2obo226b2o10b3o7bo12b3o$126b3obo9bo218b2o10b
2obo5b2o12b3o$125b2o2bo32bo197b2o10b2o6b2o12bobo$125b2o218bo15b2o9b2o
7bo7bo4b3o$125bo10bo225b2o5bo3bo7bo13b3o$124b2o8b2o227b2o9bo5b3o12bobo
$124b2o7bobo21bo206b2o15b2o12bobo$124b2o7b2o230b2o9bo4b2o13b2o$123b2o
8bo232b2o13b3o12b3o$123bo5bo237b2o8b2o2b3o12bobo$123bo7bo236b2o8b2o2b
2o6bo5b3o$122b2o6bo21bo216b2o8bo2b3o12b3o$122bo5bo241b2o7b2o2b2o12bobo
$122bo5bo3bo238b2o4bo4bobo12b3o$121b2o2b3o244b2o10bo13b2o$121bo2bobo
246b2o7bob2o12b3o$121bob2o249b2o8b2o12bobo$120b2ob2o250b2o8bo6bo5b3o$
120b3o253b2o7b2o12b3o$120b2o255b2o6b2o14bo$119b2o4bo252b2o6bo2bo11bo$
119bo4bo254b2o5b2ob2o10b2o$119bo2bo257b2o5bo2bo11bo$118b2o2bo258b2o5b
3o11bo$118bob2o260b2o5b3o10bo$118bobo262b2o5b2o10b2o$117b2o265b2o5bo
11bo$117bo267b2o4b2o10bo$117bo268b2o15b2o$116b2o15bo253b2o4bo10bo$116b
o271b2o4bo9bo$116bo272b2o3b3o7bo$115b2obo271b2o3b3o4bob2o$115bobo6b2o
265b2o3b2o4b2obo$115b2o7bo267b2o3bo4bo2bo$114b2o7bo269b2o2b2o3b2ob2o$
114bo7bo271b2o2b2o3bo2bo$114bo5bo274b2o2bo3bo2bo$113b2o4bo4bo271b2o2bo
2b2obo$113bo4b2o277b2obobobo2bo$113bo284b5obob2o$112b2o2bo282b2obob4o$
112bo3b2o282b2ob6o$112bo3bo284b2ob5o$111b2ob4o284b2ob4o$111bobo289b7o$
111b3o290b6o$110b4o291b5o$110bo295b4o$110bo296b4o$109b2o297b3o$109b2o
298b2o$109bo300b2o$108b2o301b2o$108bo303b2o$108bo304bo!

(My sixth post!)

[Supersuthiastic]

I've been currently experimenting with c/2 orthogonal technology to make a novelty generator. But this 47-by-49 novelty generator takes around 1.4 million generations to start generating novelty. The pattern is shown below:

Code: Select all

x = 47, y = 49, rule = B3/S23
29bo7bo$28b3o5b3o$27b2o2bo3bo2b2o$5bobo21b3o3b3o$4bo2bo$3b2o25bo5bo$2b
o25bo2bo3bo2bo$b4o21bo5bobo5bo$o4bo20b2o4bobo4b2o$o2bo5b3o20bobo$o2bo
5bo19bobo3bobo$bo7bobo18bo5bo$2b4obo$3bo3bo2bo$4bo9b2o$4b5o3bo4bo$11bo
$4b5o2bo5bo$4bo6b6o$3bo3bo$2b4obo$bo7bo29bobo$o2bo5bo29bo2bo$o2bo5b2ob
o29b2o$o4bo6bo31bo$b4o37b4o$2bo38bo4bo$3b2o30b3o5bo2bo$4bo2bo29bo5bo2b
o$5bobo27bobo7bo$39bob4o$12bobo21bo2bo3bo$15bo15b2o9bo$11bo3bo13bo4bo
3b5o$11bo3bo19bo$15bo13bo5bo2b5o$12bo2bo4b2o8b6o6bo$6bobo4b3o23bo3bo$
6bo3bo9bo18bob4o$6b3o9b3o16bo7bo$12bobo22bo5bo2bo$2o7b2obobob2o7b2o7bo
b2o5bo2bo$12bobo19bo6bo4bo$o4bo3bo2bobo2bo3bo4bo15b4o$b2obo4bob2ob2obo
4bob2o18bo$2bobob2ob2o5b2ob2obobo17b2o$3b2o4bo7bo4b2o15bo2bo$4bo3bo9bo
3bo16bobo$5b3o11b3o!

I've checked it to 10 million generations and is still active around that time:

Code: Select all

x = 312, y = 312, rule = B3/S23
155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155b
o$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$
155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155b
o$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$
155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$155b
o$155bo2bo$155bo$155bo2bo$155bo$155bo$155bo2bo$155bo$155bo$155bo$155bo
$155bo$155bo$155bo3bo$155bo$155bo$155bo$155bo$155bo$155bo$155bo$79bo
75bo75b3o$155bo$155bo$89bo65bo66bo$89b3o63bo63b4o$92bobo60bo60b4o$95bo
bo57bo57b4o$155bo54b6o$101bob2o50bo51b4obo6bo$104b4o47bo48b5o$107b3o
45bo45b4ob2o3b2o$110b3o42bo42b5o2b2o3b2o3bo$113b3o39bo39b8ob2o4bo$116b
3o36bo36b4ob4o3bo4b2o$120b2o33bo33b5o3b3o3b2o3b2o$122b3o30bo30b5obo4b
2o3b2o3b2o$125b4o26bo27b6o7b3o2b2o3b2obo$128b3o24bo24b4o3bo6b4o2b2o4bo
$131b3o21bo21b5o4b4o3b2o4b2o$134b3o18bo18b4o3bo5bo5bo5bo$137b3o15bo15b
4ob3o19b2o$140b4o11bo12b4o25b2o$128bo14bob2o8bo9b4o14bo6bobo3b2o$121bo
26bo6bo6b4o29b2o$149bobo3bo3b4o4bo26b2o$153bob5o5bo28bo$153b6o17bo16b
2o$150b12obo28b2o$147b4o3b4o2b5o8bo10bo6b2o$144b4o5b6o2b7o22b2o$141b4o
6bobob2obob2obo3b4obo10bo5b2o$138b4o10b2ob2ob4obo5b5o8bo6bo$89bo45b4o
12b2o2b2ob3o4bo4bo2b4o$89bo42b4o15bobob4obo6bo8b4o$89bo39b4o17b2o2b4o
2b2o3bo6bo6b4o$89b2o35b4o3bo16bo4b3o3bo3bo9bo2b2ob5o$90bo32b4o2bo3b2o
10bo3b2o4b2o4b2o2b2o10bob4ob5o$90bo29b5o6bo3bo12b2o5b3o4b2ob2o9b5ob5ob
4o$90b2o25b5ob2obo4bo16bo4bob2o6bo2bo10b3o2b2o2bob7o$91bo22b4o2bobobo
2bo8bo10b2o2b2o2b3obo2b3ob2o5bo2b4ob3o2b3ob8o$91bo19b4o10bo8bo2bo9bo2b
2o2b5obo3bob2o7b2o2b3obo2b2o2b5o2b4o$91b2o15b4o12bo9bo4bo6b3obo4b3obo
4b2obo4bob2o2b3o3b4ob3ob2o5b4o$92bo12b4o11b2o3bobo2bo8bo5b2obo5b3obo2b
2o2b3o4b8o3b3ob5o2b2o7b4o$92bo9b4o20b2o4bo7bo4bobo7b3ob4o3b3o2b3ob5o2b
3ob4ob2ob2o10b4o$93bo5b4o17bo6b2ob3o4bo4bob2o9b4o2b2o3b3ob3o2b3ob10o3b
ob2o13b4o$93bo2b4o28bo4bobo8bo5bo4b2ob2o3bob7ob4o3b9o3bob2o16b4o$93b4o
32b2o12b3o4bo2bob5o5b6ob6ob3ob4obo3bo2b2o18b4o$90b7o33b2o8bob3o5b2o2b
6obo4b4ob15o2b2o2b2ob2o21b4o$87b4o2b6o32b2o2bo5b4o2bo3bo3b2obo2b24o4bo
3bob2o24b4o$84b4o5b2ob5o31b2o3bo3b2o5bo3bo2b2obo3b6ob15o5bo3bo2b2o26b
4o$81b4o8b3ob6o30bo3bo3bo4bobo3bo2b2o5b5ob3ob11o6bo3b2ob2o29b4o$78b4o
11bobo3b6o29b2o2bob2o4bo4bobob2o4b21o8bo3bob2o32b4o$75b4o14bobo4b2ob3o
28bo2bob2o5bo4bobob2o2b10ob11o9bo3bob3o34b4o$72b4o16b2ob2o4b2o2b4o26bo
b6o4bo3bo2b14o2b9o11bo3bo2b2o37b4o$69b4o19bo3bo5b3o2b3o26bob2o3bo7b2o
2b12o2b9o12b2o3bob2o40b4o$66b4o22bo3bo7b2o3b4o24b2o8bo7b4ob6ob10o14bo
3bob2o43b4o$63b4o25bo3b2o7b2o3b4o23b2obobo2b2obo6b3ob6ob10o15bo3bo2b2o
45b4o$60b4o28bo4bo8b3o27b2obo2bo3b2o2bobo2b9ob10o16b2o2b2ob2o48b4o$57b
4o31bo4bo10b2o7bo18bo3bo5bo2bo5b19obo16bo3bob2o51b4o$54b4o34bo4b2o3bo
6b2o6bobo15b3o3b2o4b2obo4b4ob2ob2ob7o2b2o15bo3bo2b2o53b4o$51b4o36b2o5b
o4bo6b2o9bo13bo6bobob2o2b2o2b4ob10ob2o4bo15bo3b2ob2o56b4o$48b4o39bo6bo
6bo6b2o20b2o7bo6b3ob3ob13o5bo15b2o3bob2o59b4o$45b4o42bo6b2obo11b2o18b
2o9b2o2b2obob6ob10o7bo15bo3bob2o62b4o$42b4o45bo7bo14b2o17bo11bo3b2ob9o
b7o24bo3bo2b2o64b4o$39b4o48bo7bo15b3o14b2o5bo6bo3b2obob10ob2o11bo13b2o
2b2ob2o67b4o$36b4o51bo7b2o16b2o2bo10b2o13b4o2b5ob5ob2o12bo14bo3bob2o
70b4o$33b4o54bo8bo17b2o11b3o14bo2b6ob5ob2o14bo13bo3bo2b2o72b4o$30b4o
56b2o8bo18b2obo7b2o3bo13b3ob9ob2o15bo13bo3b2ob2o75b4o$27b4o59bo2bo6b2o
10bo8b2o7bo15bo3bob8ob3o30b2o3bob2o78b4o$24b4o62bo10bo20b2o5b2o15bob6o
b7o30bo2bo3bob3o80b4o$21b4o65bo10bo21b2o4bo14bo2b2ob11o2bo18bo12bo3bo
2b2o83b4o$18b4o68bo10b2o21b3ob2o17b9ob4o7bo14bo11b2o2b2ob2o86b4o$15b4o
71bo11bo23b3o16b2ob6ob4o5bo31bo3bob2o89b4o$12b4o74bo11bo24b2o12bob2o2b
4obob4ob2o23bo11bo3bo2b2o91b4o$9b4o76bo12b2o22b4o10bobo2b7o2b3o10bo16b
2o10b2o2b2ob2o94b4o$6b4o93bo22bo2b3o7bob2o3b3ob2ob3o29bo7b2o2bo3bob2o
97b4o$3b4o82bo13bo14bo6b2obo2b2o5bobo2bob6ob6o4bo5bo4bo12bo10bo3bob3o
99b4o$4o99b2o19b2o2b2o2b2o4b4o3b2ob2ob3ob2o3bo9bo26bo3b2ob2o102b4o$o
88bo14bo19bo9b7o2b3o4b2o2b2o4b2o2bo22bo9b2o3bob2o105bo$89bo14bo17b3o
10b5o2b4o3b2o2bo11bo21bo10bo3bob2o$104b2o17bo10b5o3b2o4b3o22bo3bo10bo
3bo5bo3bo2b2o$105bo16b2o9b5o3b3o3b3o12bo11bo14bo8b2o2b2ob2o$105bo4b2o
9b4o6b5o4b3o2b4o16b2o2bo5bo23bo3bob2o$105b2o14bobo6bob4o3b2o4b2o18bo
24bo8bo3bo2b2o$106bo3bo9b2obo6b4o4b4o2b2o25bo19bo7bo3b2ob2o$106bo13bo
7b6o3b5ob2o27bo26b2o3bob2o$106b2o4bo6b2o6b6o3b8o24bobo8b2o10b2o7bo3bob
3o$107bo10b2o6b7o3b5obo28bo2bo17bo7bo3bo2b2o$107bo10bo6b6o3b6ob2o27bo
21bo7b2o2b2ob2o$107b2o8b2o5b6o2b7ob2o29bo4bo5bo10bo7bo3bob2o$108bobo6b
o5b5o2b11o53bo6bo3bo2b2o$108bo7b2o3b6ob9ob2o33bobo3bo21b2o2b2ob2o$108b
2o4b3obob19o37bo14bo10bo3bob2o$109bo4b2o3b3ob3ob11o38bo3bo21bo3bob3o$
109bo4b2o2b3ob3ob11o39bo19b2o4bo3bo2b2o$109b2o3b10ob11o46bo5bo13b2o2b
2ob2o$110bo2b4ob5ob11o44b2o16b2o4bo2b2ob2o$110bob10ob11o47bo2bo12b2o4b
o3bo2b2o$110b11o2b10o48bo4bo12bo3b2o2b2ob2o$111b9o2b10o17bo31bo5bo5bo
5b2o3bo2b2ob2o$111b8o2b10o19bo49bo3bo3bo2b2o$110b8o2b10o54b3o12bo4bobo
b2ob2o$110b7o2b10o75b2o2b2ob2o$109b2ob5ob10o58bo2bo12bo2bo2b2ob3o$108b
2o2b9ob5o30bo29bo11b2obo2bo3bo2b2o$108b2ob15o64bo9bo2bob2o2b2ob2o$99bo
7b2ob2obob12o4bo57bobo2bo8b2obo2b2ob2o$106b5o2b5ob7o23bo54bobo3bo2b2o$
106b3o4b16o63bo4bo5bob2o3b2ob2o$105b3o4b11o2b8o59bo5bo6b3o2b2ob2o$105b
2o3b12o7b7o63bobo4b2o2b2ob3o$104b2o4b15o7b6o57bo10b2o3bo2b2o$103b2o5b
3o2b5o4b5o7b4o67b2o2b2ob2o$103bo4b4ob9o5b5o7b2o56bo4bo5bo2b2ob2o$102b
2o3b4ob2ob5ob4o6b5o7bo53bo10b2o2bo2b2o$102bo3b4ob2ob9ob4o6b5o64b2o4bo
2b2ob2o$101b2o2b4ob5ob2o2b6ob5o5b5o5b2o13bo37bo8b2o2bob2o$100b2o2b3o2b
4o4bo5b7ob4o6b5o2bo19bo34bo6b2obo2b2o$100bob4ob5o5bo9b6ob5o5b5o2bo5bo
44bo4bo3bob2ob2o$99b6ob2ob2o6b2o11b7ob4o6b5o2bo47b2o6b2obob2o$99b5ob2o
b2o8bo14b7ob4o6b5o49bo6bobob2o$98b4o2b4o10bo18b12o5b6o45bo7b2o2b2o$93b
o4b3o2b4o11b2o20b7ob4o6b4o49bob3ob2o$97b3ob5o13bo24b6ob5o5b4o11bo31b2o
3b3ob2o$96b3ob2ob2o14bo27b7ob4o49b2o4b2o2b2o$96b2ob5o15b2o29b7ob4o53b
2ob2o$95b2ob4o18bo33b12o2bo42bo3b2ob2o$95bob4o19bo36b7ob4o44bo2bob3o$
95b5o20b2o39b6ob5o40b2o2bob2o$94b2ob2o22bo42b7ob4o37b2o2b4o$93b5o23bo
45b7ob4o38b4o$92b4o25b2o48b7ob2o35b6o$91b4o27bo51b7obo36b3o$91b3o28bo
55b6o35b3o$90b3o29b2o57b7obo28b5o$90b2o31bo60b7o30b2o$89b2o32bo64b5o
28b2o$89bo33b2o66b4o27bo$124bo98bo$124bo$124b2o$125bo$125bo$125b2o$
126bo$126bo$126b2o$127bo$127bo$127b2o$128bo$128bo$128b2o101b2o$129bo
97b2o3bo$129bo102bo$129b2o102bo$130bo$130bo$130b2o$131bo$131bo$131b2o$
132bo$132bo$132b2o$133bo$133bo$133b2o$134bo$134bo$134b2o$135bo$135bo$
135b2o$136bo$136bo$136b2o$137bo$137bo$137b2o$138bo$138bo$138b2o$139bo$
139bo$139b2o$140bo$140bo$140b2o$141bo$141bo$141b2o$142bo$142bo$142b2o$
143bo$143bo$143b2o$144bo$144bo$144b2o$145bo$145bo$145b2o$146bo$146bo$
146b2o$147bo$147bo$147b2o$148bo$148bo$148b2o$149bo$149bo$149b2o$150bo$
150bo$150b2o$151bo$151bo$151b2o$152bo$152bo$152b2o$153bo$153bo$153b2o$
154bo$154bo$154b2o$155bo$155bo$155bo!

I will be extremely happy if someone reported that stabilizing.

[Zodduniverse]

p15 R eater, P15 R and block to 2 gliders, and P15 R to LOM

Code: Select all

x = 51, y = 62, rule = B3/S23
10bo$10bo38bo$2b3o44bo$10bo30b3o$bo3bo3bobo37bo$2b3o35bo3bo3bobo$9b3o
29b3o$48b3o2$9b3o$2b3o43b3o$bo3bo3bobo29b3o$10bo29bo3bo3bobo$2b3o44bo
$10bo30b3o$10bo38bo$3bo45bo$2bobo37bo$2bobo36bobo$3bo37bobo$42bo3$2o5b
2o$b2o4b2o30b2o5b2o$bo38b2o4b2o$40bo4$41b2o$41b2o5$28bo$28bo$20b3o$28b
o$19bo3bo3bobo$20b3o$27b3o3$27b3o$20b3o$19bo3bo3bobo$28bo$20b3o$28bo$
28bo$21bo$20bobo$20bobo$21bo4$18b2o6b2o$19b2o5b2o$19bo!

can someone replace the block on the glider emitting one?

[KtT]

Taco can turn 2 gliders into R-pentomino:

Code: Select all

x = 53, y = 39, rule = B3/S23
4bo25bo$3bobo23bobo$3bo2bo21bo2bo$4b2o23b2o2$3bo27bo$4bo25bo$3b2o25b2o
$3bo4bo17bo4bo$7bobo15bobo$6bo21bo$7b2o17b2o$6bo21bo$7b3o15b3o2$7b2ob
o13bob2o$7bobobo11bobobo$9bo2b2o7b2o2bo$8bobo13bobo$10bo13bo$8b2o15b2o
$12b2o7b2o$12b2obo3bob2o$13bo7bo$14b3ob3o11$50b3o$bo48bo$b2o48bo$obo!

[Tawal]

B + Eater 1 = LWSS + natural B_Block

Code: Select all

x = 17, y = 9, rule = LifeHistory
3$3.A8.2A$4.A6.A.A$4.2A5.A$3.2A5.2A$3.A!
#C [[ Z 16 ]]

Edit:
Also works with BFx59H :

Code: Select all

x = 35, y = 25, rule = LifeHistory
6$7.C12.D$8.C11.2D5.2C$8.2C11.2D5.C$7.2C2.2E8.D6.C.C$7.C3.2E7.D8.2C6$
8.2A$8.A$9.A$8.2A!
#C [[ Z 10 ]]

[Tawal]

Double post but another subject

Is this p14 crystallization known ?

Code: Select all

x = 129, y = 127, rule = B3/S23
126bo$126bobo$126b2o$123bo$122bo$122b3o2$119bo$119bobo$119b2o$116bo$
115bo$115b3o2$112bo$112bobo$112b2o$109bo$108bo$108b3o2$105bo$105bobo$
105b2o$102bo$101bo$101b3o2$98bo$98bobo$98b2o$95bo$94bo$94b3o2$91bo$91b
obo$91b2o$88bo$87bo$87b3o2$84bo$84bobo$84b2o$81bo$80bo$80b3o2$77bo$77b
obo$77b2o$74bo$73bo$73b3o2$70bo$70bobo$70b2o$67bo$66bo$66b3o2$63bo$63b
obo$63b2o$60bo$59bo$59b3o2$56bo$56bobo$56b2o$53bo$52bo$52b3o2$49bo$49b
obo$49b2o$46bo$45bo$45b3o2$42bo$42bobo$42b2o$39bo$38bo$38b3o2$35bo$35b
obo$35b2o$32bo$31bo$31b3o2$28bo$28bobo$28b2o$25bo$24bo$24b3o2$21bo$21b
obo$21b2o$18bo$17bo$17b3o2$14bo$14bobo$14b2o$11bo$10bo$10b3o2$7bo$7bob
o$7b2o$4bo$3bo$3b3o2$3o!

[Zodduniverse]

Is this P15 and P30 beehive hassler known?

Code: Select all

x = 42, y = 35, rule = B3/S23
40bo$11bo27bobo$10bobo20bo$4bo27b3o$3b3o25bobobo3b3o$2bobobo3b3o19bob
o4b3o$3bobo4b3o27bo$11bo2$40bo$11bo20bobo4b3o$3bobo4b3o18bobobo3b3o$2b
obobo3b3o19b3o$3b3o27bo$4bo34bobo$10bobo20bo6bo$4bo6bo20bobo$3bobo26b
obo$3bobo27bo$4bo35bo$39bobo$33bo$32b3o$31bobobo3b3o$3b3o26bobo4b3o$2b
o3bo33bo$bo5bo2$o7bo31bo$o7bo23bobo4b3o$31bobobo3b3o$bo5bo24b3o$2bo3b
o26bo$3b3o33bobo$40bo!

[Tawal]

Dare I make a third post ?
Yes, for something different again.

Pi + G = G shifted 3hd
or Block + 2Gp18 = G shifted 3hd

Code: Select all

x = 41, y = 16, rule = LifeHistory
5$29.A.A$7.A21.2A$5.2A23.A$6.2A$26.A$3.3A15.2A.2A$5.A15.2A2.2A$3.3A!
#C [[ Z 7 ]]

And G + 2 Loafs = G 90° + 2 different Loafs

Code: Select all

x = 34, y = 35, rule = LifeHistory
11$26.A.A$26.2A$27.A10$21.2A$20.A2.A$16.2A3.A.A$15.A2.A3.A$15.A.A$16.
A!
#C [[ Z 8 ]]

Edit: Perhaps something like this …

Code: Select all

x = 50, y = 58, rule = LifeHistory
9$44.ABA$44.2AB$44.BA$44.B$6.4B$7.4B$8.4B26.B$9.4B24.2B$10.4B22.3B$
11.4B20.4B$12.4B12.A5.ABAB$13.4B9.3A4.B2AB$14.4B7.A6.3BA$15.4B6.2A4.
4B$16.4B2.5B3.4B$17.4B.3B4.4B$16.10B2.4B$16.15B$15.15B$12.2B.14B$11.
2C17B$11.2CB.18B$12.B5.11B2A2B$18.10BA2BA2B$18.6B2A3BABA3B$17.6BA2BA
3BA3B$14.B.7BABA8B$13.2C9BA8B$13.2CB.14B$14.B3.13B$19.3B.7B$20.B4.5B$
25.4B$26.3B$24.4B$24.2C$25.C$22.3C$22.C!

[Tawal]

Well a fourth post

There is a strange thing !
A p21 glider stream collide a Behive.
The Behive has a L predecessor (top left in the pattern with a red cell to mark a glider) which is a glider less one cell one the same lane than the "input" stream.
Look what it makes (sorry long p21 stream) :

Code: Select all

x = 1633, y = 1633, rule = LifeHistory
19$39.3A$39.A$40.D8$50.2A$50.A.A$50.A3$56.A$55.2A$55.A.A4$60.3A$60.A$
61.A3$66.2A$65.2A$67.A3$71.2A$71.A.A$71.A3$77.A$76.2A$76.A.A4$81.3A$
81.A$82.A3$87.2A$86.2A$88.A3$92.2A$92.A.A$92.A3$98.A$97.2A$97.A.A4$
102.3A$102.A$103.A3$108.2A$107.2A$109.A3$113.2A$113.A.A$113.A3$119.A$
118.2A$118.A.A4$123.3A$123.A$124.A3$129.2A$128.2A$130.A3$134.2A$134.A
.A$134.A3$140.A$139.2A$139.A.A4$144.3A$144.A$145.A3$150.2A$149.2A$
151.A3$155.2A$155.A.A$155.A3$161.A$160.2A$160.A.A4$165.3A$165.A$166.A
3$171.2A$170.2A$172.A3$176.2A$176.A.A$176.A3$182.A$181.2A$181.A.A4$
186.3A$186.A$187.A3$192.2A$191.2A$193.A3$197.2A$197.A.A$197.A3$203.A$
202.2A$202.A.A4$207.3A$207.A$208.A3$213.2A$212.2A$214.A3$218.2A$218.A
.A$218.A3$224.A$223.2A$223.A.A4$228.3A$228.A$229.A3$234.2A$233.2A$
235.A3$239.2A$239.A.A$239.A3$245.A$244.2A$244.A.A4$249.3A$249.A$250.A
3$255.2A$254.2A$256.A3$260.2A$260.A.A$260.A3$266.A$265.2A$265.A.A4$
270.3A$270.A$271.A3$276.2A$275.2A$277.A3$281.2A$281.A.A$281.A3$287.A$
286.2A$286.A.A4$291.3A$291.A$292.A3$297.2A$296.2A$298.A3$302.2A$302.A
.A$302.A3$308.A$307.2A$307.A.A4$312.3A$312.A$313.A3$318.2A$317.2A$
319.A3$323.2A$323.A.A$323.A3$329.A$328.2A$328.A.A4$333.3A$333.A$334.A
3$339.2A$338.2A$340.A3$344.2A$344.A.A$344.A3$350.A$349.2A$349.A.A4$
354.3A$354.A$355.A3$360.2A$359.2A$361.A3$365.2A$365.A.A$365.A3$371.A$
370.2A$370.A.A4$375.3A$375.A$376.A3$381.2A$380.2A$382.A3$386.2A$386.A
.A$386.A3$392.A$391.2A$391.A.A4$396.3A$396.A$397.A3$402.2A$401.2A$
403.A3$407.2A$407.A.A$407.A3$413.A$412.2A$412.A.A4$417.3A$417.A$418.A
3$423.2A$422.2A$424.A3$428.2A$428.A.A$428.A3$434.A$433.2A$433.A.A4$
438.3A$438.A$439.A3$444.2A$443.2A$445.A3$449.2A$449.A.A$449.A3$455.A$
454.2A$454.A.A4$459.3A$459.A$460.A3$465.2A$464.2A$466.A3$470.2A$470.A
.A$470.A3$476.A$475.2A$475.A.A4$480.3A$480.A$481.A3$486.2A$485.2A$
487.A3$491.2A$491.A.A$491.A3$497.A$496.2A$496.A.A4$501.3A$501.A$502.A
3$507.2A$506.2A$508.A3$512.2A$512.A.A$512.A3$518.A$517.2A$517.A.A4$
522.3A$522.A$523.A3$528.2A$527.2A$529.A3$533.2A$533.A.A$533.A3$539.A$
538.2A$538.A.A4$543.3A$543.A$544.A3$549.2A$548.2A$550.A3$554.2A$554.A
.A$554.A3$560.A$559.2A$559.A.A4$564.3A$564.A$565.A3$570.2A$569.2A$
571.A3$575.2A$575.A.A$575.A3$581.A$580.2A$580.A.A4$585.3A$585.A$586.A
3$591.2A$590.2A$592.A3$596.2A$596.A.A$596.A3$602.A$601.2A$601.A.A4$
606.3A$606.A$607.A3$612.2A$611.2A$613.A3$617.2A$617.A.A$617.A3$623.A$
622.2A$622.A.A4$627.3A$627.A$628.A3$633.2A$632.2A$634.A3$638.2A$638.A
.A$638.A3$644.A$643.2A$643.A.A4$648.3A$648.A$649.A3$654.2A$653.2A$
655.A3$659.2A$659.A.A$659.A3$665.A$664.2A$664.A.A4$669.3A$669.A$670.A
3$675.2A$674.2A$676.A3$680.2A$680.A.A$680.A3$686.A$685.2A$685.A.A4$
690.3A$690.A$691.A3$696.2A$695.2A$697.A3$701.2A$701.A.A$701.A3$707.A$
706.2A$706.A.A4$711.3A$711.A$712.A3$717.2A$716.2A$718.A3$722.2A$722.A
.A$722.A3$728.A$727.2A$727.A.A4$732.3A$732.A$733.A3$738.2A$737.2A$
739.A3$743.2A$743.A.A$743.A3$749.A$748.2A$748.A.A4$753.3A$753.A$754.A
3$759.2A$758.2A$760.A3$764.2A$764.A.A$764.A3$770.A$769.2A$769.A.A4$
774.3A$774.A$775.A3$780.2A$779.2A$781.A3$785.2A$785.A.A$785.A3$791.A$
790.2A$790.A.A4$795.3A$795.A$796.A3$801.2A$800.2A$802.A3$806.2A$806.A
.A$806.A3$812.A$811.2A$811.A.A4$816.3A$816.A$817.A3$822.2A$821.2A$
823.A3$827.2A$827.A.A$827.A3$833.A$832.2A$832.A.A4$837.3A$837.A$838.A
3$843.2A$842.2A$844.A3$848.2A$848.A.A$848.A3$854.A$853.2A$853.A.A4$
858.3A$858.A$859.A3$864.2A$863.2A$865.A3$869.2A$869.A.A$869.A3$875.A$
874.2A$874.A.A4$879.3A$879.A$880.A3$885.2A$884.2A$886.A3$890.2A$890.A
.A$890.A3$896.A$895.2A$895.A.A4$900.3A$900.A$901.A3$906.2A$905.2A$
907.A3$911.2A$911.A.A$911.A3$917.A$916.2A$916.A.A4$921.3A$921.A$922.A
3$927.2A$926.2A$928.A3$932.2A$932.A.A$932.A3$938.A$937.2A$937.A.A4$
942.3A$942.A$943.A3$948.2A$947.2A$949.A3$953.2A$953.A.A$953.A3$959.A$
958.2A$958.A.A4$963.3A$963.A$964.A3$969.2A$968.2A$970.A3$974.2A$974.A
.A$974.A3$980.A$979.2A$979.A.A4$984.3A$984.A$985.A3$990.2A$989.2A$
991.A3$995.2A$995.A.A$995.A3$1001.A$1000.2A$1000.A.A4$1005.3A$1005.A$
1006.A3$1011.2A$1010.2A$1012.A3$1016.2A$1016.A.A$1016.A3$1022.A$1021.
2A$1021.A.A4$1026.3A$1026.A$1027.A3$1032.2A$1031.2A$1033.A3$1037.2A$
1037.A.A$1037.A3$1043.A$1042.2A$1042.A.A4$1047.3A$1047.A$1048.A3$
1053.2A$1052.2A$1054.A3$1058.2A$1058.A.A$1058.A3$1064.A$1063.2A$1063.
A.A4$1068.3A$1068.A$1069.A3$1074.2A$1073.2A$1075.A3$1079.2A$1079.A.A$
1079.A3$1085.A$1084.2A$1084.A.A4$1089.3A$1089.A$1090.A3$1095.2A$1094.
2A$1096.A3$1100.2A$1100.A.A$1100.A3$1106.A$1105.2A$1105.A.A4$1110.3A$
1110.A$1111.A3$1116.2A$1115.2A$1117.A3$1121.2A$1121.A.A$1121.A3$1127.
A$1126.2A$1126.A.A4$1131.3A$1131.A$1132.A3$1137.2A$1136.2A$1138.A3$
1142.2A$1142.A.A$1142.A3$1148.A$1147.2A$1147.A.A4$1152.3A$1152.A$
1153.A3$1158.2A$1157.2A$1159.A3$1163.2A$1163.A.A$1163.A3$1169.A$1168.
2A$1168.A.A4$1173.3A$1173.A$1174.A3$1179.2A$1178.2A$1180.A3$1184.2A$
1184.A.A$1184.A3$1190.A$1189.2A$1189.A.A4$1194.3A$1194.A$1195.A3$
1200.2A$1199.2A$1201.A3$1205.2A$1205.A.A$1205.A3$1211.A$1210.2A$1210.
A.A4$1215.3A$1215.A$1216.A3$1221.2A$1220.2A$1222.A3$1226.2A$1226.A.A$
1226.A3$1232.A$1231.2A$1231.A.A4$1236.3A$1236.A$1237.A3$1242.2A$1241.
2A$1243.A3$1247.2A$1247.A.A$1247.A3$1253.A$1252.2A$1252.A.A4$1257.3A$
1257.A$1258.A3$1263.2A$1262.2A$1264.A3$1268.2A$1268.A.A$1268.A3$1274.
A$1273.2A$1273.A.A4$1278.3A$1278.A$1279.A3$1284.2A$1283.2A$1285.A3$
1289.2A$1289.A.A$1289.A3$1295.A$1294.2A$1294.A.A4$1299.3A$1299.A$
1300.A3$1305.2A$1304.2A$1306.A3$1310.2A$1310.A.A$1310.A3$1316.A$1315.
2A$1315.A.A4$1320.3A$1320.A$1321.A3$1326.2A$1325.2A$1327.A3$1331.2A$
1331.A.A$1331.A3$1337.A$1336.2A$1336.A.A4$1341.3A$1341.A$1342.A3$
1347.2A$1346.2A$1348.A3$1352.2A$1352.A.A$1352.A3$1358.A$1357.2A$1357.
A.A4$1362.3A$1362.A$1363.A3$1368.2A$1367.2A$1369.A3$1373.2A$1373.A.A$
1373.A3$1379.A$1378.2A$1378.A.A4$1383.3A$1383.A$1384.A3$1389.2A$1388.
2A$1390.A3$1394.2A$1394.A.A$1394.A3$1400.A$1399.2A$1399.A.A4$1404.3A$
1404.A$1405.A3$1410.2A$1409.2A$1411.A3$1415.2A$1415.A.A$1415.A3$1421.
A$1420.2A$1420.A.A4$1425.3A$1425.A$1426.A3$1431.2A$1430.2A$1432.A3$
1436.2A$1436.A.A$1436.A3$1442.A$1441.2A$1441.A.A4$1446.3A$1446.A$
1447.A3$1452.2A$1451.2A$1453.A3$1457.2A$1457.A.A$1457.A3$1463.A$1462.
2A$1462.A.A4$1467.3A$1467.A$1468.A3$1473.2A$1472.2A$1474.A3$1478.2A$
1478.A.A$1478.A3$1484.A$1483.2A$1483.A.A4$1488.3A$1488.A$1489.A3$
1494.2A$1493.2A$1495.A3$1499.2A$1499.A.A$1499.A3$1505.A$1504.2A$1504.
A.A4$1509.3A$1509.A$1510.A3$1515.2A$1514.2A$1516.A3$1520.2A$1520.A.A$
1520.A3$1526.A$1525.2A$1525.A.A4$1530.3A$1530.A$1531.A3$1536.2A$1535.
2A$1537.A3$1541.2A$1541.A.A$1541.A3$1547.A$1546.2A$1546.A.A4$1551.3A$
1551.A$1552.A3$1557.2A$1556.2A$1558.A3$1562.2A$1562.A$1562.A!

Edit:
How call this ?
p21 Pull Behive with organized junks ?
Puffer/Rake p21 stream activated ?

[squareroot12621]

Double post but another subject

Is this p14 crystallization known ?

Code: Select all

x = 129, y = 127, rule = B3/S23
126bo$126bobo$126b2o$123bo$122bo$122b3o2$119bo$119bobo$119b2o$116bo$
115bo$115b3o2$112bo$112bobo$112b2o$109bo$108bo$108b3o2$105bo$105bobo$
105b2o$102bo$101bo$101b3o2$98bo$98bobo$98b2o$95bo$94bo$94b3o2$91bo$91b
obo$91b2o$88bo$87bo$87b3o2$84bo$84bobo$84b2o$81bo$80bo$80b3o2$77bo$77b
obo$77b2o$74bo$73bo$73b3o2$70bo$70bobo$70b2o$67bo$66bo$66b3o2$63bo$63b
obo$63b2o$60bo$59bo$59b3o2$56bo$56bobo$56b2o$53bo$52bo$52b3o2$49bo$49b
obo$49b2o$46bo$45bo$45b3o2$42bo$42bobo$42b2o$39bo$38bo$38b3o2$35bo$35b
obo$35b2o$32bo$31bo$31b3o2$28bo$28bobo$28b2o$25bo$24bo$24b3o2$21bo$21b
obo$21b2o$18bo$17bo$17b3o2$14bo$14bobo$14b2o$11bo$10bo$10b3o2$7bo$7bob
o$7b2o$4bo$3bo$3b3o2$3o!

I posted a similar-ish one in my Sandbox, though the gliders at generations 132 and 907 are in the wrong place:

A crystal dependent on a p14 glider stream popped up:

Code: Select all

x = 899, y = 905, rule = B3/S23
896bo$896bobo$896b2o$893bo$892bo$892b3o2$889bo$889bobo$889b2o$886bo$885b
o$885b3o2$882bo$882bobo$882b2o$879bo$878bo$878b3o2$875bo$875bobo$875b
2o$872bo$871bo$871b3o2$868bo$868bobo$868b2o$865bo$864bo$864b3o2$861bo
$861bobo$861b2o$858bo$857bo$857b3o2$854bo$854bobo$854b2o$851bo$850bo$
850b3o2$847bo$847bobo$847b2o$844bo$843bo$843b3o2$840bo$840bobo$840b2o
$837bo$836bo$836b3o2$833bo$833bobo$833b2o$830bo$829bo$829b3o2$826bo$826b
obo$826b2o$823bo$822bo$822b3o2$819bo$819bobo$819b2o$816bo$815bo$815b3o
2$812bo$812bobo$812b2o$809bo$808bo$808b3o2$805bo$805bobo$805b2o$802bo
$801bo$801b3o2$798bo$798bobo$798b2o$795bo$794bo$794b3o2$791bo$791bobo
$791b2o$788bo$787bo$787b3o2$784bo$784bobo$784b2o$781bo$780bo$780b3o2$
777bo$777bobo$777b2o$774bo$773bo$773b3o2$770bo$770bobo$770b2o$767bo$766b
o$766b3o2$763bo$763bobo$763b2o$760bo$759bo$759b3o2$756bo$756bobo$756b
2o$753bo$752bo$752b3o2$749bo$749bobo$749b2o$746bo$745bo$745b3o2$742bo
$742bobo$742b2o$739bo$738bo$738b3o2$735bo$735bobo$735b2o$732bo$731bo$
731b3o2$728bo$728bobo$728b2o$725bo$724bo$724b3o2$721bo$721bobo$721b2o
$718bo$717bo$717b3o2$714bo$714bobo$714b2o$711bo$710bo$710b3o2$707bo$707b
obo$707b2o$704bo$703bo$703b3o2$700bo$700bobo$700b2o$697bo$696bo$696b3o
2$693bo$693bobo$693b2o$690bo$689bo$689b3o2$686bo$686bobo$686b2o$683bo
$682bo$682b3o2$679bo$679bobo$679b2o$676bo$675bo$675b3o2$672bo$672bobo
$672b2o$669bo$668bo$668b3o2$665bo$665bobo$665b2o$662bo$661bo$661b3o2$
658bo$658bobo$658b2o$655bo$654bo$654b3o2$651bo$651bobo$651b2o$648bo$647b
o$647b3o2$644bo$644bobo$644b2o$641bo$640bo$640b3o2$637bo$637bobo$637b
2o$634bo$633bo$633b3o2$630bo$630bobo$630b2o$627bo$626bo$626b3o2$623bo
$623bobo$623b2o$620bo$619bo$619b3o2$616bo$616bobo$616b2o$613bo$612bo$
612b3o2$609bo$609bobo$609b2o$606bo$605bo$605b3o2$602bo$602bobo$602b2o
$599bo$598bo$598b3o2$595bo$595bobo$595b2o$592bo$591bo$591b3o2$588bo$588b
obo$588b2o$585bo$584bo$584b3o2$581bo$581bobo$581b2o$578bo$577bo$577b3o
2$574bo$574bobo$574b2o$571bo$570bo$570b3o2$567bo$567bobo$567b2o$564bo
$563bo$563b3o2$560bo$560bobo$560b2o$557bo$556bo$556b3o2$553bo$553bobo
$553b2o$550bo$549bo$549b3o2$546bo$546bobo$546b2o$543bo$542bo$542b3o2$
539bo$539bobo$539b2o$536bo$535bo$535b3o2$532bo$532bobo$532b2o$529bo$528b
o$528b3o2$525bo$525bobo$525b2o$522bo$521bo$521b3o2$518bo$518bobo$518b
2o$515bo$514bo$514b3o2$511bo$511bobo$511b2o$508bo$507bo$507b3o2$504bo
$504bobo$504b2o$501bo$500bo$500b3o2$497bo$497bobo$497b2o$494bo$493bo$
493b3o2$490bo$490bobo$490b2o$487bo$486bo$486b3o2$483bo$483bobo$483b2o
$480bo$479bo$479b3o2$476bo$476bobo$476b2o$473bo$472bo$472b3o2$469bo$469b
obo$469b2o$466bo$465bo$465b3o2$462bo$462bobo$462b2o$459bo$458bo$458b3o
2$455bo$455bobo$455b2o$452bo$451bo$451b3o2$448bo$448bobo$448b2o$445bo
$444bo$444b3o2$441bo$441bobo$441b2o$438bo$437bo$437b3o2$434bo$434bobo
$434b2o$431bo$430bo$430b3o2$427bo$427bobo$427b2o$424bo$423bo$423b3o2$
420bo$420bobo$420b2o$417bo$416bo$416b3o2$413bo$413bobo$413b2o$410bo$409b
o$409b3o2$406bo$406bobo$406b2o$403bo$402bo$402b3o2$399bo$399bobo$399b
2o$396bo$395bo$395b3o2$392bo$392bobo$392b2o$389bo$388bo$388b3o2$385bo
$385bobo$385b2o$382bo$381bo$381b3o2$378bo$378bobo$378b2o$375bo$374bo$
374b3o2$371bo$371bobo$371b2o$368bo$367bo$367b3o2$364bo$364bobo$364b2o
$361bo$360bo$360b3o2$357bo$357bobo$357b2o$354bo$353bo$353b3o2$350bo$350b
obo$350b2o$347bo$346bo$346b3o2$343bo$343bobo$343b2o$340bo$339bo$339b3o
2$336bo$336bobo$336b2o$333bo$332bo$332b3o2$329bo$329bobo$329b2o$326bo
$325bo$325b3o2$322bo$322bobo$322b2o$319bo$318bo$318b3o2$315bo$315bobo
$315b2o$312bo$311bo$311b3o2$308bo$308bobo$308b2o$305bo$304bo$304b3o2$
301bo$301bobo$301b2o$298bo$297bo$297b3o2$294bo$294bobo$294b2o$291bo$290b
o$290b3o2$287bo$287bobo$287b2o$284bo$283bo$283b3o2$280bo$280bobo$280b
2o$277bo$276bo$276b3o2$273bo$273bobo$273b2o$270bo$269bo$269b3o2$266bo
$266bobo$266b2o$263bo$262bo$262b3o2$259bo$259bobo$259b2o$256bo$255bo$
255b3o2$252bo$252bobo$252b2o$249bo$248bo$248b3o2$245bo$245bobo$245b2o
$242bo$241bo$241b3o2$238bo$238bobo$238b2o$235bo$234bo$234b3o2$231bo$231b
obo$231b2o$228bo$227bo$227b3o2$224bo$224bobo$224b2o$221bo$220bo$220b3o
2$217bo$217bobo$217b2o$214bo$213bo$213b3o2$210bo$210bobo$210b2o$207bo
$206bo$206b3o2$203bo$203bobo$203b2o$200bo$199bo$199b3o2$196bo$196bobo
$196b2o$193bo$192bo$192b3o2$189bo$189bobo$189b2o$186bo$185bo$185b3o2$
182bo$182bobo$182b2o$179bo$178bo$178b3o2$175bo$175bobo$175b2o$172bo$171b
o$171b3o2$168bo$168bobo$168b2o$165bo$164bo$164b3o2$161bo$161bobo$161b
2o$158bo$157bo$157b3o2$154bo$154bobo$154b2o$151bo$150bo$150b3o2$147bo
$147bobo$147b2o$144bo$143bo$143b3o2$140bo$140bobo$140b2o$137bo$136bo$
136b3o2$133bo$133bobo$133b2o$130bo$129bo$129b3o2$126bo$126bobo$126b2o
$123bo$122bo$122b3o2$119bo$119bobo$119b2o$116bo$115bo$115b3o2$112bo$112b
obo$112b2o$109bo$108bo$108b3o2$105bo$105bobo$105b2o$102bo$101bo$101b3o
2$98bo$98bobo$98b2o$95bo$94bo$94b3o2$91bo$91bobo$91b2o$88bo$87bo$87b3o
2$84bo$84bobo$84b2o$81bo$80bo$80b3o2$77bo$77bobo$77b2o$74bo$73bo$73b3o
2$70bo$70bobo$70b2o$67bo$66bo$66b3o2$63bo$63bobo$63b2o$60bo$59bo$59b3o
2$56bo$56bobo$56b2o$53bo$52bo$52b3o2$49bo$49bobo$49b2o$46bo$45bo$45b3o
2$42bo$42bobo$42b2o$39bo$38bo$38b3o2$35bo$35bobo$35b2o$32bo$31bo$31b3o
2$28bo$28bobo$28b2o$25bo$24bo$24b3o2$21bo$21bobo$21b2o$18bo$17bo$17b3o
2$14bo$14bobo$14b2o$11bo$10bo$10b3o2$7bo$7bobo$7b2o$4bo$3bo$3b3o2$o$o
bo$2o4$3bo$2b2o$2bobo!

[Tawal]

A pseudo p26 crystallization, pseudo because it has Blinkers :

Code: Select all

x = 230, y = 234, rule = B3/S23
2o$2o2$bo$2o$obo5$7b2o$6b2o$8bo4$14bo$13b2o$13bobo5$20b2o$19b2o$21bo4$
27bo$26b2o$26bobo5$33b2o$32b2o$34bo4$40bo$39b2o$39bobo5$46b2o$45b2o$
47bo4$53bo$52b2o$52bobo5$59b2o$58b2o$60bo4$66bo$65b2o$65bobo5$72b2o$
71b2o$73bo4$79bo$78b2o$78bobo5$85b2o$84b2o$86bo4$92bo$91b2o$91bobo5$
98b2o$97b2o$99bo4$105bo$104b2o$104bobo5$111b2o$110b2o$112bo4$118bo$
117b2o$117bobo5$124b2o$123b2o$125bo4$131bo$130b2o$130bobo5$137b2o$136b
2o$138bo4$144bo$143b2o$143bobo5$150b2o$149b2o$151bo4$157bo$156b2o$156b
obo5$163b2o$162b2o$164bo4$170bo$169b2o$169bobo5$176b2o$175b2o$177bo4$
183bo$182b2o$182bobo5$189b2o$188b2o$190bo4$196bo$195b2o$195bobo5$202b
2o$201b2o$203bo4$209bo$208b2o$208bobo5$215b2o$214b2o$216bo4$222bo$221b
2o$221bobo5$228b2o$227b2o$229bo!

[Period1GliderGun]

Dare I make a third post ?
Yes, for something different again.

And G + 2 Loafs = G 90° + 2 different Loafs

Code: Select all

snip

Almost a p2 bouncer:

Code: Select all

x = 29, y = 18, rule = B3/S23
o$3o$3bo11bo$2b2o10bo$14b3o2$18b2o3b2o$2bo5bo8bo2bo2b2o$2bo5bo4b2o3bo
bo$2bo5bo3bo2bo3bo$12bobo$4b3o6bo8b2obo$22b2ob3o$15b2o11bo$15bo6b2ob3o
$16b3o4bobo$18bo4bobo$24bo!

EDIT: There is also this reaction (the bottom eater is to suppress an active region that might be catalystable back into a loaf)

Code: Select all

x = 35, y = 18, rule = B3/S23
21bo$4b2o14bo$5bo14b3o$5bobo$6b2o16b2o3b2o$10b3o10bo2bo2b2o$19b2o3bob
o$3b2o3bo5bo3bo2bo3bo$3bo4bo5bo3bobo$2obo4bo5bo4bo8b2obo$o2b3o22b2ob3o
$b2o3bo14b2o11bo$3b4o14bo6b2ob3o$3bo9b2o7b3o4bobo$bobob2o6bo10bo4bobo
$b2o2bo8b3o13bo$5bobo8bo$6b2o!

[googleplex]

Is this adjustable fanout mechanism known? It seems more efficient than known adjust fanout mechanisms (2 adjustable output gliders for 2 MWSS and 1 LWSS vs 1 adjustable output glider for 2 LWSS and 1 MWSS)

Code: Select all

x = 271, y = 695, rule = B3/S23
49$208bo$207bo$207b3o87$169bo$169bobo$169b2o86$131bo$130bo$130b3o87$
92bo$92bobo$92b2o56$78bo$77b3o$77bob2o$78b3o$78b2o7$56bo$55bobo14bo$
56b2o13bobo$71bobo$72bo12$78bo$77b3o$76b2obo$76b3o$77b2o23$78bo$77b3o$
77bob2o$78b3o$78b2o3$56bo$55bobo$56b2o4$62bo$62bobo$62b2o8$66b3o$66bo
2bo$66bo$66bo3bo$66bo11bo$67bobo7b3o$76b2obo$76b3o$77b2o19$66b3o$65bo
2bo$68bo$64bo3bo$68bo$65bobo17$41bo$41bobo$41b2o3$66b3o$66bo2bo$66bo$
66bo3bo$66bo$67bobo6$53b3o$53bo2bo$53bo$53bo3bo$53bo$54bobo11$66b3o$
65bo2bo$68bo$64bo3bo$68bo$65bobo6$53b3o$52bo2bo$55bo$51bo3bo$55bo$52bo
bo11$66b3o$66bo2bo$66bo$66bo3bo$66bo$67bobo6$53b3o$53bo2bo$53bo$53bo3b
o$53bo$54bobo22$53b3o$52bo2bo$55bo$51bo3bo$55bo$52bobo22$53b3o$53bo2bo
$53bo$53bo3bo$53bo$54bobo22$53b3o$52bo2bo$55bo$51bo3bo$55bo$52bobo!

[b-engine]

Trying to WLS a strong enough p2 grinner to support bumper:

Code: Select all

x = 16, y = 15, rule = B3/S23
4b2o$3bo2bo2b2o$2bobobo3bo$bo2bo2b3o$o4bobo$ob4obo$bobo8bo$2bo4bobo2b
obo$10bo4bo$3b2o2bo3b5o2$3bo2b2o5bo$4bo7bobo$4o2b3o4bo$3o!

EDIT:
Useless p3 pipsquirter:

Code: Select all

x = 17, y = 18, rule = B3/S23
3b2o7b2o$3bobob3obobo2$b4obobobob4o$bo2b3o3b3o2bo$6b2ob2o3$2o3b3ob3o3b
2o$o2bo3b3o3bo2bo$b2obo3bo3bob2o$2bob2o2bo2b2obo$bo2bo2bobo2bo2bo$b4o
b2ob2ob4o$4bobo3bobo$ob2o2bo3bo2b2obo$2obobo5bobob2o$4bo7bo!

Trying to find a p4 domino which turns out also a dot fountain:

Code: Select all

x = 18, y = 18, rule = B3/S23
6bo4bo$2b2o10b2o$bobo10bobo$bobob8obobo$2o14b2o$2bobo8bobo$2bobo8bobo
$2obo2b6o2bob2o$bo2b2o6b2o2bo$bo14bo$2b4o6b4o$3bo4b2o4bo$bo3bo6bo3bo$
ob4o6b4obo$obo4b4o4bobo$bo3b2o4b2o3bo$4bo8bo$4b2obo2bob2o!

Code: Select all

# Reduced variant of above
x = 18, y = 12, rule = B3/S23
6bo4bo$2b2o10b2o$bobo10bobo$bobob8obobo$2o14b2o$2bobo8bobo$2bobo8bobo
$3bo2b6o2bo$4b2o6b2o$b3o10b3o$bo2bobo4bobo2bo$2b2o4b2o4b2o!

[Mathemagician314]

A block can catalyze a Herschel and make it release a glider instead of a ship:

Code: Select all

x = 26, y = 5, rule = B3/S23
24b2o$o23b2o$obo$3o$2bo!

I wasn't sure whether to put this in Useless Discoveries or Unsure Discoveries -- a mod can move it if they want to.