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Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 3rd, 2020, 9:25 pm
by yujh
100c/9300 use in golly, not lv

Code: Select all

x = 448, y = 307123, rule = b3/s23
6bo$5bobo$5bobo$6bo2$b2o7b2o$o2bo5bo2bo$b2o7b2o2$6bo$5bobo$5bobo$6bo
226$225b2o$225b2o77$135bo$134bobo$134bo2bo$135b2o13$222bo$221bobo$221b
obo$222bo2$217b2o7b2o$216bo2bo5bo2bo$217b2o7b2o2$222bo$221bobo$221bobo
$222bo68$135bo$134bobo$134bo2bo$135b2o17$222bo$221bobo$221bobo$222bo2$
217b2o7b2o$216bo2bo5bo2bo$217b2o7b2o79$135bo$134bobo$134bo2bo$135b2o
11$222bo$221bobo$221bobo$222bo2$217b2o7b2o$216bo2bo6b2o$217b2o2$227b2o
$226bo2bo$226bo2bo$227b2o78$135bo$134bobo$134bo2bo$135b2o8$235bo$235bo
$235bo9$231bo$230bobo$230bobo$231bo79$135bo$134bobo$134bo2bo$135b2o5$
235b2o$235b2o9$231bo$230bobo$230bobo$231bo73$135bo$134bobo$134bo2bo$
135b2o11$235b2o$235b2o93$232bo$231bobo$135bo95bobo$134bobo95bo$134bo2b
o$135b2o90b2o7b2o$226bo2bo5bo2bo$227b2o7b2o2$232bo$231bobo$231bobo$
232bo78$135bo$134bobo$134bo2bo$135b2o7$232bo$231bobo$231bobo$232bo2$
236b2o$235bo2bo$236b2o81$135bo$134bobo$134bo2bo$135b2o8$230b2o$229bo2b
o$230b2o$236b3o2$234bo5bo$234bo5bo$234bo5bo2$236b3o80$135bo$134bobo$
134bo2bo$135b2o6$239b2o$238bo2bo$239b2o9$237bo$237bo$237bo80$135bo$
134bobo$134bo2bo$135b2o4$239b2o$238bo2bo$239b2o9$237b3o2$235bo5bo$235b
o5bo$235bo5bo2$237b3o83$239b2o$238bo2bo$239b2o5$135bo$134bobo$134bo2bo
$135b2o5$244b2o$244b2o88$237b2o$237b2o4$135bo109b2o$134bobo107bobo$
134bo2bo107bo$135b2o75$135bo$134bobo$134bo2bo$135b2o23$258b2o$258b2o
89$135bo$134bobo$134bo2bo$135b2o5$259bo$258bobo$258bobo$259bo2$254b2o
7b2o$253bo2bo5bo2bo$254b2o7b2o2$259bo$258bobo$258bobo$259bo88$259bo$
258bobo$258bobo$259bo2$263b2o$262bo2bo$255b2o6b2o$255b2o$259bo$258bobo
$258bobo$259bo6$135bo$134bobo$134bo2bo$135b2o85$269b2o$269b2o$276b2o$
276b2o$135bo$134bobo$134bo2bo$135b2o$264b3o3$267b3o2$265bo$265bo$265bo
85$269b2o$269b2o$276b2o$276b2o5$264b3o3$267b3o$135bo$134bobo$134bo2bo
127b2o$135b2o128b2o9$10bo$9b3o$8b2obo$8b3o$8b3o$9b2o51$64bo$63b3o$62b
2obo$62b3o$63b2o2$56bo$55b3o$55bob2o$56b3o$56b3o$56b2o9$269b2o$269b2o$
276b2o$276b2o27$135bo$134bobo$134bo2bo$135b2o$5b3o$4bo2bo$7bo$3bo3bo$
7bo$4bobo43$96b3o$96bo2bo$96bo$96bo$97bobo16$276b2o$276b2o6$73b3o$73bo
2bo$73bo$73bo$74bobo5$70b3o$70bo2bo$70bo$70bo$71bobo8$135bo$134bobo$
134bo2bo$135b2o64$127bo$126b3o$126bob2o$127b3o147bo$127b3o146bobo$127b
2o147bobo$277bo2$272b2o7b2o$271bo2bo5bo2bo$272b2o7b2o2$277bo$276bobo$
276bobo$277bo12$135bo$134bobo$134bo2bo$135b2o6b3o$142bo2bo$145bo$141bo
3bo$145bo$142bobo34$129bo$128b3o$127b2obo$127b3o$127b3o$128b2o8$147bo$
146b3o$146bob2o$147b3o$147b2o17$277bo$152b3o121bobo$151bo2bo121bobo$
154bo122bo$154bo$151bobo127b2o$280bo2bo$281b2o4$124b3o$123bo2bo$126bo$
126bo$123bobo15$137b2o$137bobo$137bo6$134b2obo$131bobo3bo4b2o3b4o$130b
2o3bobo3b3o3bo2b2o$129bo3b2o5b4o4bo2b2o$124bo4bob2o6b3o6bo2bo$124bo5bo
18b2o2$131b2o$129bo3bo$128bo13bo$132bo8b2o$140bo2bo$131b2o7bobo$129b4o
8bo$130b3o24$82b3o$82bo2bo$82bo$82bo3bo$82bo$83bo3b2o$89bo4bo$85b2o2bo
3b3o$87b2o4bob2o$94b3o$94b3o$94b2o11$277b3o$99bo$98b3o174bo5bo$97b2obo
174bo5bo$97b3o175bo5bo$97b3o$98b2o177b3o2$283bo$282bobo$282bobo$283bo
47$124b2o$125b2o$124bo10$146bo$145b3o$145bob2o$146b3o$146b3o$146b2o4$
135bo$134b3o$134bob2o$135b3o$135b3o$135b3o$135b2o15$277b3o2$275bo5bo$
275bo5bo$275bo5bo2$277b3o2$281b2o$281b2o13$172b2o$171bobo$173bo24$135b
o$134bobo$134bo2bo$135b2o17$218b2o$217bobo$219bo29$291b2o$291b2o3$271b
2o17b2o$271b2o17b2o3$270b2o$270b2o14$272b2o$271bobo$273bo16$135bo$134b
obo$134bo2bo$135b2o56$291b2o$291b2o3$271b2o$271b2o44$135bo$134bobo$
134bo2bo$135b2o48$291b2o$291b2o32$135bo$134bobo$134bo2bo$135b2o62$292b
o$291bobo$291bobo$292bo2$287b2o7b2o$286bo2bo5bo2bo$287b2o7b2o2$292bo$
291bobo$291bobo$292bo21$135bo$134bobo$134bo2bo$135b2o64$292bo$291bobo$
291bobo$292bo2$296b2o$295bo2bo$288b2o6b2o$288b2o$292bo$291bobo$291bobo
$292bo39$135bo$134bobo$134bo2bo$135b2o52$302b2o$302b2o$309b2o$309b2o5$
297b3o3$300b3o2$298bo$298bo$298bo22$135bo$134bobo$134bo2bo$135b2o60$
302b2o$302b2o$309b2o$309b2o5$297b3o3$300b3o34$135bo$134bobo$134bo2bo$
135b2o51$307b2o$306bo$309bo$307b2o65$135bo$134bobo$134bo2bo$135b2o30$
308b2o$308b2o50$135bo$134bobo$134bo2bo$135b2o40$305bo$304bobo$304bobo$
305bo2$300b2o7b2o$299bo2bo5bo2bo$300b2o7b2o2$305bo$304bobo$304bobo$
305bo51$135bo$134bobo$134bo2bo$135b2o34$305bo$304bobo$304bobo$305bo2$
309b2o$308bo2bo$309b2o2$305bo$304bobo$304bobo$305bo51$135bo$134bobo$
134bo2bo$135b2o30$303bo$302bobo$302bobo$303bo2$298b2o$297bo2bo$298b2o
2$310b2o$309bobo$310bo4$306b2o$306b2o43$135bo$134bobo$134bo2bo$135b2o
38$303bo$302bobo$298bo3bobo$297bobo3bo$297bobo$298bo2$293b2o7b2o$292bo
2bo5bo2bo$293b2o7b2o6b2o$309bobo$298bo11bo$297bobo$297bobo$298bo$306b
2o$306b2o47$135bo$134bobo$134bo2bo$135b2o29$299b3o$310b2o$297bo5bo6b2o
$297bo5bo$297bo5bo2$299b3o3$312b2o$312b2o3$312b2o$312b2o48$135bo$134bo
bo$134bo2bo$135b2o36$310b2o$310b2o2$306b2o$306b2o4$312b2o$312b2o3$312b
2o$312b2o56$135bo$134bobo$134bo2bo$135b2o28$310b2o$310b2o3$304b2o$304b
2o3$312b2o$312b2o3$312b2o$312b2o46$135bo$134bobo$134bo2bo$135b2o47$
324bo$324bo$324bo46$135bo$134bobo$134bo2bo$135b2o50$324b2o$324b2o60$
135bo$134bobo$134bo2bo$135b2o30$321bo$320bobo$320bobo$321bo2$316b2o7b
2o$315bo2bo5bo2bo$316b2o7b2o2$321bo$320bobo$320bobo$321bo69$135bo$134b
obo$134bo2bo$135b2o16$321bo$320bobo$320bobo$321bo2$325b2o$324bo2bo$
325b2o72$135bo$134bobo$134bo2bo$135b2o18$321bo$320bobo$320bobo$321bo2$
325b2o$325b2o3$326b2o$325bo2bo$325bo2bo$326b2o65$135bo$134bobo$134bo2b
o$135b2o20$320bo$319bobo$320bo6$338b2o$338b2o80$135bo$134bobo$134bo2bo
$135b2o16$338b2o$338b2o72$135bo$134bobo$134bo2bo$135b2o18$335bo$334bob
o$334bobo$335bo2$330b2o7b2o$329bo2bo5bo2bo$330b2o7b2o2$335bo$334bobo$
334bobo$335bo55$135bo$134bobo$134bo2bo$135b2o30$334b2o$333bobo$334bo4$
336bo$326b2o8bo$326b2o8bo2$332b3o3b3o2$336bo$336bo$336bo79$135bo$134bo
bo$134bo2bo$135b2o4$334b2o$333bobo$334bo10$341b3o85$135bo$134bobo$134b
o2bo$135b2o197b2o$333bobo$334bo6$339b3o2$337bo5bo$337bo5bo$337bo5bo2$
339b3o81$135bo$134bobo$134bo2bo$135b2o3$345b2o$344bo2bo$345b2o8$340b3o
2$353bo$352bobo$343b2o8bobo$342bo2bo8b2o$343b2o84$135bo$134bobo$134bo
2bo$135b2o7$340b3o2$353bo$352bobo$343b2o8bobo$342bo2bo8b2o$343b2o66$
135bo$134bobo$134bo2bo$135b2o25$354bo$353bobo$353bobo$354bo81$135bo$
134bobo$134bo2bo$135b2o7$357b2o$357b2o3$337b2o17b2o$337b2o17b2o3$336b
2o$336b2o91$357b2o$357b2o3$356b2o$356b2o5$135bo$134bobo$134bo2bo$135b
2o87$357b2o$357b2o19$135bo$134bobo$134bo2bo$135b2o69$135bo$134bobo$
134bo2bo216bo$135b2o216bobo$353bobo$354bo2$349b2o7b2o$348bo2bo5bo2bo$
349b2o7b2o2$354bo$353bobo$353bobo$354bo88$354bo$353bobo$353bobo$354bo
2$349b2o7b2o$348bo2bo5bo2bo$349b2o7b2o11$135bo$134bobo$134bo2bo$135b2o
79$354bo$353bobo$353bobo$354bo2$349b2o7b2o$348bo2bo6b2o$349b2o2$359b2o
$358bo2bo$358bo2bo$135bo223b2o$134bobo$134bo2bo$135b2o86$367bo$367bo$
367bo9$363bo$362bobo$362bobo$363bo3$135bo$134bobo$134bo2bo$135b2o81$
367b2o$3

Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 3rd, 2020, 9:28 pm
by PHPBB12345
yujh wrote: July 3rd, 2020, 9:25 pm 100c/9300 use in golly, not lv

Code: Select all

Incompleted RLE

Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 3rd, 2020, 9:32 pm
by yujh
PHPBB12345 wrote: July 3rd, 2020, 9:28 pm
yujh wrote: July 3rd, 2020, 9:25 pm 100c/9300 use in golly, not lv

Code: Select all

Incompleted RLE
OOPs!
100_9300_Caterloopillar.rle
(233.81 KiB) Downloaded 204 times

Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 4th, 2020, 4:33 am
by gameoflifemaniac
yujh wrote: July 3rd, 2020, 9:32 pm
PHPBB12345 wrote: July 3rd, 2020, 9:28 pm
yujh wrote: July 3rd, 2020, 9:25 pm 100c/9300 use in golly, not lv

Code: Select all

Incompleted RLE
OOPs!100_9300_Caterloopillar.rle
I've been looking for that speed for ages.

Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 4th, 2020, 7:09 pm
by yujh
100_9100_Caterloopillar.rle
(233.38 KiB) Downloaded 188 times
100_8900_Caterloopillar.rle
(231.18 KiB) Downloaded 177 times
100_7100_Caterloopillar.rle
(238.02 KiB) Downloaded 190 times

Re: Caterloopillar WIP (all speeds < c/4)

Posted: July 7th, 2020, 1:40 am
by yujh
Bump!!
200_9300_Caterloopillar.rle
(337.55 KiB) Downloaded 190 times
Caterloopillars.rar
200c/1500-200c/2900
(1.09 MiB) Downloaded 188 times

Re: Caterloopillar WIP (all speeds < c/4)

Posted: August 17th, 2020, 5:21 am
by yujh
(sorry)
one of the biggest and fastest I've made
2470_10400_Caterloopillar.rle
19c80 simplified
(3.45 MiB) Downloaded 185 times

Re: Caterloopillar WIP (all speeds < c/4)

Posted: January 8th, 2021, 9:53 pm
by yujh
I’ve made yet another collection of caterloopillars:(There’re still some known speeds in simsim’s collection that didn’t appear in mine yet)

https://github.com/yujh-yujh/Caterloopillars

Re: Caterloopillar WIP (all speeds < c/4)

Posted: June 14th, 2026, 10:02 am
by Hippo.69
simsim314 wrote: April 9th, 2016, 6:47 pm I've finally managed to finish the first caterloopillar for c/8 (which is the first known c/8 orthogonal spaceship).
More then 16 years later ... and it probably was corrected in later posts ... would not putting the topmost loaf a bit lower save all the initial rearangement of the target position? ... making the ship shorter ...

hmmm at least the same start was used several weeks after the first ship released ...

My bad ... putting the loaf lower mans it would fire glider earlier (so there will be no collision).

There is another option ... to "trash agnosticize" the recipe shows, we can rearrange the slow salvo, such that trash could be destroyed later "in idle time". When the (even) lane distance exceeds some constant (33 resp. 19)... we can put more loafs to the 250 stripe.
Hmm, but one should be carefull ... to choose correct stripe to issue xwss (as we should select correct position "mod 2000 resp. 1500" ...)

Wow, pslmake is unable to start given signature restriction to just one glider. Either monoxl.bin does not suffice or we have another bug...