## (13,4)c/41 crawlers

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
codeholic
Moderator
Posts: 1142
Joined: September 13th, 2011, 8:23 am
Location: Hamburg, Germany

### (13,4)c/41 crawlers

Unfortunately it produces an extra block:

Code: Select all

``````x = 79, y = 119, rule = B3/S23
78bo\$76b2o\$77b2o21\$63bo\$62bo\$62b3o22\$48bobo\$48b2o\$49bo21\$34bo\$34bobo\$
34b2o21\$21bo\$19b2o\$20b2o21\$b3o\$o2bo\$2obo!``````
Gliders can come from a different direction:

Code: Select all

``````x = 78, y = 14, rule = B3/S23
75b3o\$75bo\$62bo13bo\$61b2o\$61bobo\$47b2o\$47bobo\$47bo\$33b2o\$b3o28b2o\$o2bo
30bo\$2obo14b3o\$18bo\$19bo!``````
There is a dirtier variant:

Code: Select all

``````x = 79, y = 14, rule = B3/S23
76b2o\$76bobo\$76bo\$62b2o\$61b2o\$63bo\$47b3o\$47bo\$34bo13bo\$33b2o\$b3o29bobo
\$o2bo15b2o\$2obo15bobo\$19bo!``````
And finally there is a way to burn a row of boats:

Code: Select all

``````x = 19, y = 67, rule = B3/S23
16b2o\$16bobo\$17bo11\$12b2o\$12bobo\$13bo11\$8b2o\$8bobo\$9bo11\$4b2o\$4bobo\$5b
o11\$2o\$obo\$bo10\$5b3o\$4bo2bo\$4b2obo!``````
Ivan Fomichev

Scorbie
Posts: 1540
Joined: December 7th, 2013, 1:05 am

### Re: (13,4)c/41 crawlers

This moves the blocks. Is it okay?

Code: Select all

``````x = 183, y = 259, rule = B3/S23
80bo101bo\$78b2o100b2o\$79b2o100b2o21\$65bo101bo\$64bo101bo\$64b3o99b3o11\$
123b2o\$20b2o101b2o\$20b2o9\$50bobo99bobo\$50b2o100b2o\$51bo67b2o32bo\$16b2o
101b2o\$16b2o11\$115b2o\$12b2o101b2o\$12b2o6\$36bo101bo\$36bobo99bobo\$36b2o
100b2o3\$111b2o\$8b2o101b2o\$8b2o11\$107b2o\$4b2o101b2o\$4b2o3\$23bo101bo\$21b
2o100b2o\$22b2o100b2o6\$103b2o\$2o101b2o\$2o13\$3b3o99b3o\$2bo2bo98bo2bo\$2b
2obo98b2obo56\$123b2o\$20b2o101b2o\$20b2o11\$119b2o\$16b2o101b2o\$16b2o11\$
115b2o\$12b2o101b2o\$12b2o11\$111b2o\$8b2o101b2o\$8b2o11\$107b2o\$4b2o101b2o\$
4b2o11\$103b2o\$2o101b2o\$2o4\$77b3o99b3o\$77bo101bo\$64bo13bo87bo13bo\$63b2o
100b2o\$63bobo99bobo\$49b2o100b2o\$49bobo99bobo\$49bo101bo\$35b2o100b2o\$3b
3o28b2o69b3o28b2o\$2bo2bo30bo67bo2bo30bo\$2b2obo14b3o81b2obo14b3o\$20bo
101bo\$21bo101bo!
``````
EDIT: I couldn't find the ones with the fwd gliders at first (gencols should have found it) It found these results when I changed the parameters. I'll post it on gencols thread when I fail to find out the cause of the problem.
EDIT^2: That's strange. I can't reproduce it.
EDIT: tubmaker with no output gliders.

Code: Select all

``````x = 185, y = 121, rule = B3/S23
184bo\$182b2o\$183b2o21\$169bo\$168bo\$168b3o22\$154bobo\$154b2o\$155bo11\$16b
2o100b2o\$16b2o100b2o9\$140bo\$140bobo\$140b2o\$12b2o100b2o\$12b2o100b2o12\$
8b2o100b2o\$8b2o100b2o6\$127bo\$125b2o\$126b2o4\$4b2o100b2o\$4b2o100b2o7\$79b
3o\$79bo\$66bo13bo\$65b2o\$65bobo\$2o49b2o49b2o\$2o49bobo48b2o\$51bo\$37b2o\$5b
3o28b2o69b3o\$4bo2bo30bo67bo2bo\$4b2obo14b3o81b2obo\$22bo\$23bo!
``````
Last edited by Scorbie on January 1st, 2015, 7:48 am, edited 2 times in total.
Best wishes to you! - Scorbie

codeholic
Moderator
Posts: 1142
Joined: September 13th, 2011, 8:23 am
Location: Hamburg, Germany

### Re: (13,4)c/41 crawlers

Post your gencols search here, I'll take a look.
Ivan Fomichev

simsim314
Posts: 1769
Joined: February 10th, 2014, 1:27 pm

### Re: (13,4)c/41 crawlers

Scorbie wrote:This moves the blocks. Is it okay?
As long as the tracks are reusable this is great!

Code: Select all

``````x = 141, y = 212, rule = B3/S23
140bo\$138b2o\$139b2o21\$125bo\$124bo\$124b3o11\$101bo\$99b2o\$100b2o9\$40b2o
68bobo\$40b2o68b2o\$111bo10\$86bo\$36b2o47bo\$36b2o47b3o9\$96bo\$96bobo\$96b2o
\$32b2o\$32b2o9\$71bobo\$71b2o\$72bo\$28b2o\$28b2o6\$83bo\$81b2o\$82b2o4\$24b2o\$
24b2o6\$57bo\$57bobo\$57b2o4\$20b2o\$20b2o3\$68bo\$67bo\$67b3o7\$16b2o\$16b2o3\$
44bo\$42b2o\$43b2o7\$12b2o\$12b2o\$53bobo\$53b2o\$54bo9\$8b2o\$8b2o19bo\$28bo\$
28b3o9\$39bo\$4b2o33bobo\$4b2o33b2o11\$14bobo\$2o12b2o\$3o12bo\$2bobo\$2b6o\$2b
2o2b2o2\$6bo\$2b2o2bo\$2b2o3bo\$6bo19bo\$4bobo17b2o\$5bo19b2o7\$3b2o\$3b2o13\$
6b3o\$5bo2bo\$5b2obo!
``````
Now we only need glider emitting recipes.

codeholic
Moderator
Posts: 1142
Joined: September 13th, 2011, 8:23 am
Location: Hamburg, Germany

### Re: (13,4)c/41 crawlers

simsim314 wrote:As long as the tracks are reusable this is great!
I wouldn't say it is reusable yet: blocks are on the other side from the glider salvo
Ivan Fomichev

biggiemac
Posts: 504
Joined: September 17th, 2014, 12:21 am
Location: California, USA

### Re: (13,4)c/41 crawlers

From my waterbear work, that only demonstrates that a very particular track separation isn't rendered unusable by the blocks. It's good, but it isn't sufficient to demonstrate that a track can be reused. Producing SE gliders would solve the block problem though.
Physics: sophistication from simplicity.

C28
Posts: 76
Joined: December 8th, 2020, 12:23 pm
Location: 1/0

### Re: (13,4)c/41 crawlers

a way to turn the blocks into boats:

Code: Select all

``````x = 84, y = 119, rule = B3/S23
83bo\$81b2o\$82b2o21\$68bo\$67bo\$67b3o22\$53bobo\$53b2o\$54bo4\$16b2o\$16b2o12\$
12b2o\$12b2o3\$39bo\$39bobo\$39b2o7\$8b2o\$8b2o12\$4b2o\$4b2o20bo\$24b2o\$25b2o
10\$2o\$2o10\$6b3o\$5bo2bo\$5b2obo!
``````
EDIT:

Code: Select all

``````x = 175, y = 220, rule = B3/S23
174bo\$172b2o\$173b2o21\$159bo\$158bo\$158b3o22\$144bobo\$144b2o\$145bo21\$130b
o\$130bobo\$130b2o21\$117bo\$115b2o\$116b2o6\$82bo\$80b2o\$81b2o13\$97b3o\$96bo
2bo\$96b2obo6\$67bo\$66bo\$66b3o22\$52bobo\$52b2o\$53bo11\$16b2o\$16b2o9\$38bo\$
38bobo\$38b2o\$12b2o\$12b2o12\$8b2o\$8b2o6\$25bo\$23b2o\$24b2o4\$4b2o\$4b2o12\$2o
\$2o3\$5b3o\$4bo2bo\$4b2obo!
``````
EDIT 2: making some progress

Code: Select all

``````x = 23, y = 67, rule = B3/S23
17b2ob2o\$17b2obobo\$21bo11\$12b2o2b2o\$12b2o2bobo\$17bo11\$8b2o2b2o\$8b2o2b
obo\$13bo11\$4b2o2b2o\$4b2o2bobo\$9bo11\$2o2b2o\$2o2bobo\$5bo10\$9b3o\$8bo2bo\$
8b2obo!
``````
EDIT 3: i have no clue as to what i'm doing

Code: Select all

``````x = 225, y = 154, rule = B3/S23
224bo\$222b2o\$223b2o18\$92bo\$90b2o\$91b2o\$209bo\$208bo\$208b3o18\$77bo\$76bo
\$76b3o2\$194bobo\$194b2o\$195bo17\$149b2o\$62bobo84b2o\$62b2o\$63bo\$154b2o24b
o\$154b2o24bobo\$180b2o7\$145b2o\$145b2o3\$150b2o\$150b2o6\$48bo\$48bobo\$48b2o
91b2o\$141b2o24bo\$165b2o\$166b2o\$146b2o\$146b2o8\$137b2o\$137b2o3\$142b2o\$142b
2o3\$35bo\$33b2o\$34b2o\$147b3o\$146bo2bo\$133b2o11b2obo\$133b2o3\$138b2o\$138b
2o13\$15b3o\$14bo2bo\$14b2obo3\$14bo\$12b2o\$13b2o2\$2b2o\$b3o\$bo2bo\$b2ob2o\$b
2ob2o\$2ob2o\$bo\$2b3o\$3bo!
``````
need some help with the (13,1)c/31 spaceship