286P56H28V0 synthesis in 22G (G = glider 3736):
Code: Select all
x = 164, y = 852, rule = B357/S238
107b2obob2o$110bo$110bo$107b3ob3o$109b3o$109b3o$39b2obob2o$42bo$42bo$
39b3ob3o$41b3o$41b3o249$27b3ob3o$27bo2bo2bo$28bo3bo$29b3o42$157b3ob3o$
157bo2bo2bo$158bo3bo$159b3o23$149b2obob2o$152bo$152bo$149b3ob3o$151b3o
$151b3o26$135b2obob2o$138bo$138bo$135b3ob3o$137b3o$137b3o37$130bo$130b
o2$127b2o3b2o$128b2ob2o$129b3o$130bo17b3ob3o$148bo2bo2bo$149bo3bo$150b
3o$4b3ob3o18bobo$4bo2bo2bo19bo$5bo3bo18bobobo$6b3o19bo3bo$28bo3bo$29bo
bo$30bo17$133b3o$132bo3bo$131bo2bo2bo$131b3ob3o19bo$156b3o$155b2ob2o$
154b2o3b2o2$157bo$2bo154bo$bobo$o3bo30b3o$o3bo29bo3bo$obobo28bo2bo2bo$
2bo30b3ob3o$bobo42$154bo$153bobo$152bo3bo$152bo3bo$152bobobo$154bo$
153bobo89$14bo$13b3o$12b2ob2o$11b2o3b2o2$14bo$14bo25$28bo$27b3o$26b2ob
2o$25b2o3b2o2$28bo$28bo22$35b3o$35b3o$33b3ob3o$36bo$36bo$33b2obob2o25$
44b3o$44b3o$42b3ob3o$45bo$45bo$42b2obob2o158$143b3o$143b3o$81b3o57b3ob
3o$81b3o60bo$79b3ob3o58bo$41b3o38bo58b2obob2o$41b3o38bo$39b3ob3o33b2ob
ob2o$42bo$42bo$39b2obob2o!
Three blocks suffice for an one-time splitter:
Code: Select all
x = 89, y = 15, rule = B357/S238
o2bo66bo2bo$o2bo66bo2bo$3b3o67b3o$3ob2o64b3ob2o$3b3o67b3o$o2bo11b2o53b
o2bo11b2o$o2bo11b2o53bo2bo11b2o5$16b2o63b2o$16b2o63b2o$10b2o75b2o$10b
2o75b2o!
The puffer engine can be sent through a p98 track. Maybe it is possible to extract sideways gliders, but I did not find a way yet:
Code: Select all
x = 404, y = 40, rule = B357/S238
147bo4bo$146bo6bo$149b2o$21b2o6b2o115bob4obo240b3o2b3o$21bobo4bobo115b
2o4b2o115b2o6b2o115bobo2bobo$19bob10obo114b6o115b3obo2bob3o116bo2bo$
21bobob2obobo115b8o114bo10bo113b3o4b3o$21b3ob2ob3o113b12o112b3obo2bob
3o115bo4bo$22b3o2b3o113b3o8b3o113bo6bo115b2o6b2o$24bo2bo114bo2b3o4b3o
2bo111b2o6b2o113bobo6bobo$22bob4obo113b5o4b5o112b2o6b2o114b2o6b2o$21bo
bob2obobo113b4o4b4o115b6o116b2o6b2o$21bo2bo2bo2bo238bo2bo2bo2bo$22bobo
2bobo240b3o2b3o6$o2b3o$2ob4o$b3o2b2o$2b3obo$5bo5$334b4o$333b6o$332bob
4obo$85bo4bo120b2o118b3o4b3o$84b3o2b3o119b2o119b2o4b2o$83b10o239b2o4b
2o$84bo6bo118b4o120bo2bo$84bob4obo117b6o$86b4o119bob2obo120b2o$87b2o
120b2o2b2o$210b4o119bo4bo$334b4o!
Edit (2023-06-05): unsorted collection of Blockic one-time turners (found by gencols + adding blocks by hand for cleanup in some cases):
Edit 3: rearranged the collection
Code: Select all
x = 1003, y = 276, rule = B357/S238
205b2o$205b2o2$165b2o$165b2o12$252b2o66b2o$252b2o66b2o2$297b2o$297b2o$
881b2o$662b2o217b2o$224b2o436b2o207b2o$157b2o65b2o645b2o$157b2o382b2o$
541b2o251b2o17b2o$289b2o503b2o17b2o$289b2o650b2o52b2o$790b2o25b2o122b
2o52b2o$142b2o646b2o25b2o$142b2o$543b2o174b2o$439b2o102b2o174b2o150b2o
$439b2o227b2o201b2o127b2o$368b2o298b2o330b2o$368b2o$209b2o280b2o448b2o
$8b2o58b2o58b2o68b2o9b2o77b2o68b2o58b2o58b2o11b2o45b2o58b2o10b2o6b2o
38b2o11b2o45b2o58b2o10b2o16b2o10b2o46b2o58b2o11b2o45b2o$8bobo57bobo57b
obo67bobo87bobo67bobo57bobo57bobo57bobo57bobo9b2o6b2o38bobo10b2o45bobo
57bobo9b2o16bobo9b2o46bobo57bobo57bobo$8bo2bo56bo2bo56bo2bo66bo2bo86bo
2bo66bo2bo56bo2bo56bo2bo56bo2bo56bo2bo56bo2bo56bo2bo14b2o40bo2bo26bo2b
o56bo2bo56bo2bo56bo2bo$9bobo57bobo57bobo67bobo87bobo67bobo57bobo57bobo
57bobo9b2o46bobo57bobo57bobo14b2o41bobo27bobo57bobo57bobo57bobo9b2o$8b
o2bo56bo2bo56bo2bo8b2o56bo2bo86bo2bo8b2o56bo2bo56bo2bo8b2o46bo2bo56bo
2bo9b2o45bo2bo56bo2bo56bo2bo8b2o46bo2bo26bo2bo56bo2bo8b2o46bo2bo56bo2b
o9b2o$8bobo9b2o46bobo9b2o46bobo9b2o56bobo13b2o72bobo9b2o56bobo57bobo9b
2o46bobo10b2o45bobo57bobo14b2o41bobo57bobo9b2o46bobo27bobo57bobo9b2o
46bobo9b2o46bobo$8b2o10b2o46b2o10b2o46b2o68b2o14b2o72b2o68b2o58b2o15b
2o41b2o11b2o45b2o58b2o15b2o41b2o18b2o38b2o58b2o28b2o58b2o58b2o10b2o46b
2o$435b2o241b2o2$992b2o$992b2o$21b2o53b2o285b2o116b2o$21b2o53b2o276b2o
7b2o116b2o233b2o$15b2o65b2o270b2o360b2o$15b2o65b2o388b2o$472b2o42$71b
2o$71b2o7$96b2o$96b2o$18b2o$18b2o2$8b2o78b2o$8bobo77bobo$8bo2bo76bo2bo
$9bobo77bobo$8bo2bo76bo2bo8b2o$8bobo77bobo9b2o$8b2o78b2o6$89b2o$89b2o
4$10b2o$10b2o$3b2o$3b2o5$8b2o$8b2o21$98b2o$98b2o7b2o$107b2o$88b2o$88bo
bo$88bo2bo$33b2o54bobo$33b2o53bo2bo$88bobo$88b2o2$105b2o$105b2o8$16b2o
$16b2o2$25b2o$2o23b2o$2o7$108b2o$8b2o98b2o$8bobo$8bo2bo$9bobo$8bo2bo8b
2o$8bobo9b2o$8b2o78b2o$88b2o3$88b2o$88bobo$88bo2bo$89bobo$88bo2bo$88bo
bo$88b2o9b2o$99b2o7$92b2o$92b2o$22b2o$22b2o3$16b2o$16b2o9$8b2o$8bobo$
8bo2bo11b2o80b2o$9bobo11b2o80b2o$8bo2bo$8bobo$8b2o2$17b2o$17b2o$88b2o$
88bobo$88bo2bo$89bobo9b2o$88bo2bo9b2o$88bobo$88b2o7$94b2o$94b2o22$93b
2o$93b2o!
Edit 2: a collision that sends the natural puffer into a different orbit (crossposted from
another thread), the resulting apgcode is
yl136_1_31_f46baddc6587f10c72eb93215c85ae24 -- was this puffer known before?
Code: Select all
x = 29, y = 10, rule = B357/S238
27b2o$27b2o4$5bo$2b3obo$b3o2b2o$2ob4o$o2b3o!
Edit 4 (2023-06-07): (cross-posting from
Thread for your completed searches using any software)
The following pairs of p248 puffers emit sideways 2c/5o gliders and leave a low-population stationary ash.
I believe it is be possible to find syntheses for some or all of these pairs, and it should be possible to clean the leftover debris by a long convoy consisting of 286P56H28V0 (and/or other glider-constructible simplified-c/2o spaceships). Since the period of 286P56H28V0 (56) doesn't correspond to the period of the below puffrakes (248), multiple spaceships will probably be needed to remove just one layer of ash, making the resulting glider-constructible siderake even longer.
Code: Select all
x = 140, y = 366, rule = B357/S238
96bo2bobo$90b3o2b3o4bo$89b2ob2o2bo4bo$89bo2bob4o2bo$88b2obo2b2o3b2o$
88b3ob2o3bo2bo2b3ob3obo12b3o$77bo10b2o7b2o3bo2b2o4b2o10b4o$76bo12bo4bo
b2o5bo2bo15b4o3b2o$75bo2bo3b2o6bo2b2o4bo5b8o7bob3o5b2o$76bobo3b5o5bo6b
2o4b4o4bo5b4o3b2ob2o$83b2o13b2o6b4o2b3o11b4o$84b2o41bo$81bo$81b2o4bo$
84bobo$82bo$81bo4bo$80b3o2b2o$77b2ob3ob2o$77b4o18$131bo2b3o$131b2ob4o$
132b3o2b2o$133b3obo$136bo84$117bo2b3o$117b2ob4o$118b3o2b2o$119b3obo$
122bo15$125bo$124b2obo$110bo14b3o$108b4o8b3o3bobo3bo2b3o$108b2o3bo6bob
2o4bo3b2ob4o$109bo10b6o2bo4b3o2b2o$110b3obo8b2obo7b3obo$113b2o10bo11bo
76$76b3o$78bo$76bobo3$79bo$80b2o$76bo2bo$76b2o$77bo23b3o$104bo14b2o$
104bo3b5o6bo2bo$96bo3bo7bo6bo3b5o8bo$77b2o12bo3bobobo2bo5b2o5b2o3b3o5b
4o2bo$77b2o12b2o5b3o8b4obo2bo2bo7bo6bo$85b2o5bo2b2obobo17bo9bo6bo$85b
3o3b3o6b2o17bobo7bo2bob2o$82b2o2bo2bo2b2o6b2o17bo11b3o$80b4o7bo$80b4o
2b2obo$80b5obo4bo$81b2o6b3o$88b2o$88bo4bo$88b2obo2bo$90b2o2bo$92b2o$
89bobo$89b2o6$132bo$129b3obo$128b3o2b2o$127b2ob4o$127bo2b3o64$o2b3o$2o
b4o$b3o2b2o$2b3obo$5bo3$85bo$84bobo$86b2o$83b4o$83b2o3b2o$84b2o2b3o$
85bob3o$83b2ob3o$77bobo3b3o$79bo2b3o$81b2o$76b4ob2o3b2o$76bo2bo3b2ob2o
$76bo3bob3obo$74b2o4b3o2bo3b2o31b2o8bo$75b2obo9bo2bo10b4o15b3o4b4o2bo$
76b2o4b3o3bobo3bo6bob3o4bo2bo7bo2bo3bo6bo$81bo3bo2bobobo2bo4b3obo4bo3b
o4b2o2b5obo6bo$71b2o8bo3bo9b2o4b5o2bo8bo4bobo4bo2bob2o$71b2o9b2obo6bo
3bo5b2o3bo5bo2b3o7bo4b3o$107bob2o2bo2b2o2b3ob2o$103bob4obob2ob3o3bo$
74b2o28b4ob2o3b4o$73b4o28bob4o2b3obo$72b2o2bobo26b4o4b2o$71b2o5bo28bo$
71b2o5bo$72b2o2bo2$73b3o!