## B358/S236

For discussion of other cellular automata.

### B358/S236

A very explosive rule.
A tub-pusher:
`x = 76, y = 6, rule = B358/S2362o5b2o5b2o5b2o5b2o13bo4bo\$3o4b3o4b3o4b3o4b3o11bobo2bobo\$2o5b2o5b2o5b2o5b2o13bo4bo2\$53b2o3b2o3b2o3b2o4b2o\$53b2o3b2o3b2o3b2o4b2o!`

Misc. Reactions
`x = 25, y = 44, rule = B358/S2362o4b2ob2o\$3o3bo3bo\$2o4b2ob2o8\$2o5b2ob2o\$3o5bobo\$2o5b2ob2o9\$2o14b2o4b2o\$3o13b3o3b2o\$2o3b2o9b2o\$5b2o7\$2o14b2o5bo\$3o13b3o4bo\$2o14b2o5bo2\$4b2o\$4b2o5\$2o14b2o5bo\$3o3b3o7b3o3bobo\$2o14b2o5bo!`

EDIT: Some gfind and qfind results:
`x = 148, y = 141, rule = B358/S236111bob2obob2obo\$111bob3ob3obo\$111b3obobob3o\$110b6ob6o\$110bo2bobobobo2bo\$110b2ob2o3b2ob2o\$113bo5bo\$114b5o\$115bobo\$111bobobobobobo\$112b4ob4o\$115bobo\$114bo3bo\$112b2o5b2o\$112b4ob4o\$113bobobobo2\$114b2ob2o\$113bo5bo\$113b3ob3o17bobobobo\$112bob2ob2obo14b4o3b4o\$111b3o5b3o13b4o3b4o\$111b2o7b2o13bo9bo\$60b2o9b2o64bo5bo\$60b2o9b2o39bo7bo13bo2bo5bo2bo\$61bo9bo40bo7bo14b4o3b4o\$62b2o5b2o41b2o5b2o13b4obobob4o\$66bo44b2obo3bob2o13b3obobob3o\$65b3o43b3obobob3o13bo2bo3bo2bo\$63bobobobo44bo3bo14b2o11b2o\$61bo3bobo3bo40b2obobob2o13bo3bo3bo3bo\$62b2o2bo2b2o42b3ob3o18bo3bo\$51bobobo4bobob2ob2obobo62b2o7b2o\$51bo2bo5bo2b3ob3o2bo41b2ob2o18b2o3b2o\$50b2o2bo8b3ob3o43bobobobo15bo2bo3bo2bo\$48b3o13b2ob2o44bobobobo15bo2b2ob2o2bo\$49b3o9bobo5bobo66bo3bo\$50b2o9bobob3obobo41b3ob3o13b2obobo3bobob2o\$50b2obo7bo3b3o3bo41bobobobo17bobobobo\$51bo12bo3bo41b2o2b2ob2o2b2o10b2o2bobobobo2b2o\$52b3o9b5o41b2o3bobo3b2o11b2ob2o3b2ob2o\$50bobo10b7o42b2obobob2o\$4bobobo42bob2o10bobo45b3ob3o14bo3bo3bo3bo\$4b2o3bo41bo2bo79bo2bo5bo2bo\$5b2o41b2o2b3o80bobo5bobo\$b3ob3obo26b2o3b2o6b2o85bo7bo\$b8o127bo7bo\$2b4o2b2o26bo2bo2bo6bo15b2o71bo3bo\$4b3o28b2o5b2o5bo10b2obo4bob2o63bobobobobobo\$o3b3o32bo8b3o9bo3bo2bo3bo64bo2bobo2bo\$o4b2o30bo3bo95bo5bo\$3o33b3ob3o19b2o4b2o\$37bo3bo6b3o11bob4obo67b2o3b2o\$23b2o24bo14bo2bo66bo2b3ob3o2bo\$37b2ob2o20bo2b2o2bo67bo5bo\$22bo2bo10b7o8bobo9bob2obo47bo7bo9bo2bo5bo2bo\$22bo2bo9bobo3bobo6b2o2bo9b4o9b2obob2o32b4ob4o9b3o2bobo2b3o\$21b2o2bo11b2ob2o7b2o3bo25bo8bo6bo20b2o3b2o13bobobobo\$16b2obo4bo10b4ob4o10bo25bo7bob2o2b2obo19b3ob3o11b2ob2ob2ob2o\$17b2obo32bo23b3ob3o4b3o4b3o18b3o3b3o10b3o5b3o\$14bo5bobo31bo24b3o8bo4bo20b3o3b3o12bo5bo\$14bo2b3o18b3o38b3o8b2o2b2o9bobo8b3o3b3o12b3ob3o\$14bob2obo33b3o36b2o13bo11bobo15b3ob3o\$17bobob2o12bobobobobo60b2obo9bo5bo12b2obobob2o\$13b5o2bo15b2o3b2o22bo3bo14bo17bo2bo12bo3bo13b4ob4o\$13b4ob2o15b2o5b2o9b3o9b5o13bobo15bo3bo12b5o14b3ob3o\$10bob2o2bobo15bob2o3b2obo10bo9b2ob2o14bo17b3o14b3o16bobobo\$9bo3bo20bo9bo6bo14b3o14b3o17bo35b3o\$8bob4o21bo2bobo2bo7bobo13bo51bobo\$9b2o26bo3bo50b5o22bobo17b3o\$8bobob2o12b2o8b2o3b2o7bobo38b7o22bo18b3o\$8b6o12bo11bobo9bo2bo36bo3bo3bo\$9b3o13b4o9b3o14bo3b2o2bo2b2ob2obob2o4bobobo6b2o3b2o\$26b3o7bobobobo8b2o2bo4b6o4b2ob2o5bo3bo8bobo\$24bo3bo7bo5bo8b3o6b2ob2obob3obobo7bo10b3o\$24b7o6b5o9bo10bob3obobo8bobobobo8bo\$25b2obo21b2o9b2o2b6ob3o4bo2bo2bo7bobo\$37b5o20b4ob2o11b2ob2o8bobo\$28bo20bob3o10bo2bo2bo3bo7bo9bo3bo\$28bo8bobobo7bobobo6b5obo2b2obobo18bobo\$29bo6bo2bo2bo7b2obo7b3o3b3ob3o20bo\$26b3o8b5o7b4o9bo\$26bob2o19b2obo\$24b2o2bobo8bo10b2o\$24b2o2bo8bobobo\$24b2ob3o8b3o9b2o\$27b3o5b3o3b3o6b2o\$28b3o5b3ob3o\$26bobo2bo4b2obob2o6b4o\$25b3o2b2o6bobo8bo2bo39bo9bo\$25bob2o8bo3bo7bo2bo42bo3bo\$27b2o10bo52bob2o3b2obo\$26b2o64b3o5b3o\$92bo9bo\$91b6ob6o\$94bobobobo\$92b2o2bobo2b2o\$92bo3bobo3bo\$40b2obo5bob2o41bobobobo\$40bo11bo42bo3bo\$21b5o14bobob2ob2obobo\$23bo21bobo46b2o3b2o\$19bo2bobo2bo11bo3bo5bo3bo39bobo3bobo\$21bo3bo14b2obo5bob2o42bo3bo\$17bo3b2ob2o3bo11b2o7b2o40b4o3b4o\$21b2ob2o18b2ob2o42bo2bobobobo2bo\$17b3ob2ob2ob3o15bobo42bo4b2ob2o4bo\$17b2obobobobob2o12bobo3bobo39bo4b2ob2o4bo\$17bobo7bobo12b4ob4o40bobo2bobo2bobo\$16b4obo3bob4o10b2ob2ob2ob2o40b2obo3bob2o\$18bo2bo3bo2bo12bobob3obobo39bobo7bobo\$18b2ob2ob2ob2o13b3o3b3o40bo11bo\$20b2o3b2o65bobo5bobo\$44b5o44b2o5b2o\$46bo2\$94b3ob3o\$95bo3bo\$91bo2b2o3b2o2bo\$91b3obo3bob3o\$92bobo5bobo\$91bo3bo3bo3bo\$91b3o7b3o\$92bo9bo\$92bo9bo\$90bob2o7b2obo\$90bobo9bobo\$91b3o7b3o2\$95b5o\$94b7o\$93bo3bo3bo\$94b2o3b2o\$96bobo\$96b3o\$97bo\$96bobo\$96bobo\$95bo3bo\$96bobo\$97bo!`

The tiny 3c/7 spaceship along with its gigantic tagalong's sparks can destroy these two c/2 spaceships (Although the spaceship itself cannot destroy the smaller ship):
`x = 49, y = 89, rule = B358/S23639bobobo\$39bo3bo\$41bo\$38bobobobo\$38bo2bo2bo\$39b2ob2o\$41bo11\$39bo3bo\$39b5o\$39b2ob2o\$40b3o\$41bo13\$38b2o3b2o\$40bobo\$39bo3bo\$36bo9bo\$39bo3bo\$36bob2o3b2obo\$36b3o5b3o\$2bobobo29bo9bo\$2bo3bo28b6ob6o\$4bo33bobobobo\$bobobobo28b2o2bobo2b2o\$bo2bo2bo28bo3bobo3bo\$2b2ob2o31bobobobo\$4bo34bo3bo2\$38b2o3b2o\$37bobo3bobo\$39bo3bo\$36b4o3b4o\$35bo2bobobobo2bo\$34bo4b2ob2o4bo\$34bo4b2ob2o4bo\$35bobo2bobo2bobo\$4bo31b2obo3bob2o\$35bobo7bobo\$2b5o28bo11bo\$b7o28bobo5bobo\$o3bo3bo28b2o5b2o\$b2o3b2o\$3bobo\$3b3o32b3ob3o\$4bo34bo3bo\$3bobo29bo2b2o3b2o2bo\$3bobo29b3obo3bob3o\$2bo3bo29bobo5bobo\$3bobo29bo3bo3bo3bo\$4bo30b3o7b3o\$36bo9bo\$36bo9bo\$34bob2o7b2obo\$34bobo9bobo\$35b3o7b3o2\$39b5o\$38b7o\$37bo3bo3bo\$38b2o3b2o\$40bobo\$40b3o\$41bo\$40bobo\$40bobo\$39bo3bo\$40bobo\$41bo!`
'sup.

cvojan

Posts: 130
Joined: October 7th, 2018, 7:07 pm

### Re: B358/S236

Here's a p24 oscillator and some reactions with the smallest ship.

`x = 32, y = 128, rule = B358/S236\$27.A\$.A.A22.3A\$A.2A19.2A3.2A\$.A.A14\$14.A\$3.2A8.2A\$3.3A6.2A\$3.2A8.A2\$14.A\$14.A12\$3.A.A\$2.A.2A\$3.A.A.3\$33.A\$32.3A\$29.2A3.2A12\$3.3A\$.5A\$3.3A4\$8.2A3.2A\$9.3A\$10.A12\$4.2A\$4.3A\$4.2A3\$34.A\$33.3A\$30.2A3.2A12\$3.3A\$.5A\$3.3A5\$7.2A3.2A\$8.3A\$9.A12\$4.3A\$2.5A\$4.3A4\$9.A\$8.3A\$5.2A3.2A12\$4.3A\$2.5A\$4.3A4\$10.A\$9.3A\$6.2A3.2A12\$15.A.A\$14.A2.2A\$15.A.A5\$18.A\$17.3A\$14.2A3.2A12\$!`
Layz Boi

Posts: 29
Joined: October 25th, 2018, 3:57 pm

### Re: B358/S236

Layz Boi wrote:Here's a p24 oscillator and some reactions with the smallest ship.

`RLE`

Nice find! (Did you find it using ofind or another search program?)
A reflector loop (33p72) using 7p24's:
`x = 26, y = 22, rule = B358/S2369bo\$8b3o\$5b2o3b2o3\$23bo\$22b3o\$19b2o3b2o6\$13b3o\$4bo6b5o\$3b3o7b3o\$2o3b2o3\$18bo\$17b3o\$14b2o3b2o!`
'sup.

cvojan

Posts: 130
Joined: October 7th, 2018, 7:07 pm

### Re: B358/S236

Related:

• http://fano.ics.uci.edu/ca/rules/b35s236/
• https://www.ics.uci.edu/~eppstein/ca/b35s236/
• https://www.ics.uci.edu/~eppstein/ca/b35s236/osc.html
• https://www.ics.uci.edu/~eppstein/ca/b35s236/react.html
• ../forums/viewtopic.php?f=11&t=1921

Please do not invent wheel, use getallrules.py or getallrulesnt.py with golly! There might be other tools to test versatile polyglot patterns.

Posts: 355
Joined: May 7th, 2016, 8:53 am

### Re: B358/S236

• http://fano.ics.uci.edu/ca/rules/b35s236/
• https://www.ics.uci.edu/~eppstein/ca/b35s236/
• https://www.ics.uci.edu/~eppstein/ca/b35s236/osc.html
• https://www.ics.uci.edu/~eppstein/ca/b35s236/react.html
• ../forums/viewtopic.php?f=11&t=1921

It's a bummer a near-identical rule has been researched (and has its own thread), but hey, we can still find things in it.
Here, for example, is an exclusive P19 oscillator:
`x = 9, y = 9, rule = B358/S2362bo3bo\$bobobobo\$o2bobo2bo\$b2o3b2o2\$b2o3b2o\$o2bobo2bo\$bobobobo\$2bo3bo!`
'sup.

cvojan

Posts: 130
Joined: October 7th, 2018, 7:07 pm