tDryLife

For discussion of other cellular automata.
googleplex
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Joined: January 24th, 2018, 4:36 pm
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Re: tDryLife

Post by googleplex » January 30th, 2018, 8:05 pm

We should try making a ship using both the oblique ship and the pondpuffer
Look at me! I make patterns in golly and go on the forums! I wanna be Famous!

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Moosey
Posts: 4306
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Re: tDryLife

Post by Moosey » February 3rd, 2019, 7:03 pm

googleplex wrote:We should try making a ship using both the oblique ship and the pondpuffer
How would THAT work?
Would that be a really really really large macro spaceship?
(Sorry, I bumped the thread)

EDIT:
corderized blinkerspawn's two rakes, to demonstrate that it should be possible to make other rakes based on camelships/rakes

Code: Select all

x = 484, y = 221, rule = B37/S2-i34q
98b2o$98b2o3$86b2o$86b2o31b2o$118b2o$109bo10bo$74b2o32b3o$74b2o2$121bo
20bo$62b2o57bo19b2o$62b2o56bobo18bobo2$121bo$50b2o80b3o$50b2o80b3o$
133bo30b2o$163b2o$38b2o125bo$38b2o104b3o$145bo$145bo$26b2o129bo29bo$
26b2o128bobo27b2o$186bobo$156b3o$14b2o$14b2o153bo$168b3o$209b2o$2b2o
204b2o$2b2o177bo28bo$181bo$180bobo2$181bo50bo$192b3o36b2o$192b3o36bobo
$193bo3$bo202b3o$3o202bo48b2o$205bo47b2o$217bo37bo$13bo202bobo$13bo$
12bobo201b3o$277bo$13bo215bo46b2o$24b3o201b3o45bobo$24b3o$25bo$241bo$
241bo$36b3o201bobo56b2o$37bo260b2o$37bo203bo58bo$49bo202b3o$48bobo201b
3o$253bo$48b3o271bo$321b2o$61bo202b3o54bobo$60b3o202bo$265bo$277bo$73b
o202bobo$73bo270b2o$72bobo201b3o64b2o$345bo$73bo215bo$84b3o201b3o$84b
3o$85bo281bo$301bo64b2o$301bo64bobo$96b3o201bobo$97bo$97bo203bo$109bo
202b3o$108bobo201b3o74b2o$313bo74b2o$108b3o279bo2$121bo202b3o$120b3o
202bo$325bo86bo55bo$337bo73b2o54b2o$133bo202bobo72bobo53bo3bo$133bo
332bo2bob2o$132bobo201b3o126b2o5bo$465bo2bo2bo$133bo215bo109bo5b2o4bo$
144b3o201b3o83b2o23bobo5b2o$144b3o286b2o24bobo6bo$145bo289bo$361bo$
361bo$156b3o201bobo$157bo298bo$157bo203bo93b3o$169bo202b3o79b2o2bo11bo
3bo$168bobo201b3o78b3ob3o13bobo$373bo79b3obobo3bo5b4o3bo$168b3o281b2ob
2o2bo2bo8bob3o$452bo2b2obo12bo$181bo202b3o68bo7b2ob2o$180b3o202bo66bo
10b2ob2o$385bo68b3obo$397bo57b3o3bo$193bo202bobo$193bo263bo2bo$192bobo
201b3o59b2o2$193bo215bo$204b3o201b3o$204b3o$205bo$421bo$421bo$216b3o
201bobo$217bo$217bo203bo$229bo202b3o$228bobo201b3o45bo$433bo35bo5b3obo
bo$228b3o237bobo9bobo$468bobo3bo3bob2o$241bo202b3o23bo5b2o$240b3o202bo
23bo2bo$445bo25b3o$457bo$253bo202bobo$253bo$252bobo201b3o2$253bo227b2o
$264b3o205b2o2bo4b2o$264b3o205bo2bo3bo3bo$265bo206b2o4bobobo$455b2o21b
o3bo$446b2o2bo4b2o15b10o$276b3o167bo2bo3bo3bo14b2o3b3o$277bo168b2o4bob
obo$277bo174bo3bo20bo$289bo156b10o$288bobo155b2o3b3o$460b2o$288b3o160b
o8bobo$461b2o$301bo$300b3o145b2o$448bobo$449b2o$313bo121b2o$313bo120b
3o$312bobo119bo$435b5o$313bo121b2obo$324b3o110bo$324b3o$325bo3$336b3o$
337bo$337bo$349bo$348bobo2$348b3o2$361bo$360b3o3$373bo$373bo$372bobo2$
373bo$384b3o$384b3o45bo$385bo35bo5b3obobo$420bobo9bobo$420bobo3bo3bob
2o$396b3o23bo5b2o$397bo23bo2bo$397bo25b3o$409bo$408bobo2$408b3o2$433b
2o$424b2o2bo4b2o$424bo2bo3bo3bo$424b2o4bobobo$407b2o21bo3bo$398b2o2bo
4b2o15b10o$398bo2bo3bo3bo14b2o3b3o$398b2o4bobobo$404bo3bo20bo$398b10o$
398b2o3b3o$412b2o$403bo8bobo$413b2o2$400b2o$400bobo$401b2o$387b2o$386b
3o$386bo$387b5o$387b2obo$389bo!
EDIT:
enormous camelbackrake:

Code: Select all

x = 376, y = 157, rule = B37/S2-i34q
136bo$135bo2bo$138bo$134b2o2bo$133bo3bo19b2o$134bo22bobo$147bo9bo$126b
2o19bo$125bo2bo17bobo$125bo2bo$126b2o19bo$114b2o42b3o18b3o$113bo2bo41b
3o18bo$113bo2bo42bo20bo$114b2o$102b2o$101bo2bo65b3o$101bo2bo66bo30b2o$
102b2o67bo30bobo$90b2o91bo18bo$89bo2bo89bobo$89bo2bo$90b2o90b3o$78b2o$
77bo2bo114bo28b3o$77bo2bo113b3o27bo$78b2o145bo$66b2o$65bo2bo138bo$65bo
2bo138bo$66b2o138bobo38b2o$44bo8b2o192bobo$42b2o2bo6b2o152bo39bo$44bo
173b3o$218b3o$23bo30b2o163bo$22b2o19b2o8b5o$23bo18b3o7bo216b3o$5b3o34b
ob3o5b2o14b3o159b3o36bo$4b2o2b2o31b2o2bo2bo4bo2b2o10b3o160bo38bo$3bo3b
obo32b4o8b2o13bo161bo$3bob3o2bo32b3o197bo$3b2o3b2o34bo197bobo$46b2o32b
3o209b2o$45b2o34bo160b3o47bobo52b4o$81bo210bo54bo3bo$93bo161bo96bo$4b
2o12b2o72bobo159b3o89b2o2bobo$2bo14bo2bo325b6o$bo4bo11b2o72b3o243b2o$o
4b2o260bo46b3o22b2o$6bo98bo161bo46bo23bobobo$b2o2bo98b3o159bobo46bo25b
o$3b2o$18bo248bo$16bobo98bo160b3o$16b3o4bo93bo160b3o54bo$16bo2b2obo93b
obo160bo56b2o13bo2bo$16b2obobobo309bo2b2o5b2o5bo3bo$18bob2ob2o92bo220b
o3bo2bo4bo2bobo$17bobo2b3o103b3o159b3o38bo2b2ob2o2b6o3b3obo$17b2o109b
3o160bo39b3o3bo3bo3b4o2bo2bo$129bo161bo40b2ob2o3b2o2b2obo4bo$303bo30b
3o3bo3bob2o$302bobo32bo4bo$140b3o195b2o$141bo160b3o32b3o$141bo195b3o$
153bo161bo$152bobo159b3o2$152b3o$327bo$165bo161bo44b2o$164b3o159bobo
34b2o6b4o$362bo2bo4b2o2bo$327bo35b2o4bo2b3o$177bo160b3o25b2o5bo$177bo
160b3o22bobobo3b2o$176bobo160bo23bo2bo$368bo$177bo$188b3o159b3o$188b3o
160bo$189bo161bo21bo$372bobo$367b4o3b2o$200b3o163bobo6bo$201bo145bo17b
obo4bob2o$201bo144bobo16b2o2bo2bobo$213bo127b4o3b2o15b2o2bobobo$212bob
o125bobo6bo16bo4b2o$339bobo4bob2o20bo$212b3o124b2o2bo2bobo20bo$339b2o
2bobobo$225bo114bo4b2o$224b3o117bo9b2o$343bo10bobo$355b2o$237bo$237bo
91bo12b2o$236bobo89b3o11bobo$328b3o12b2o$237bo92b2o$248b3o79bobo$248b
3o78bo3bo$249bo80b2obo$331b2o2$260b3o$261bo$261bo$273bo$272bobo2$272b
3o2$285bo$284b3o3$297bo$297bo44b2o$296bobo34b2o6b4o$332bo2bo4b2o2bo$
297bo35b2o4bo2b3o$308b3o25b2o5bo$308b3o22bobobo3b2o$309bo23bo2bo$338bo
2$320b3o$321bo$321bo21bo$342bobo$337b4o3b2o$336bobo6bo$317bo17bobo4bob
2o$316bobo16b2o2bo2bobo$311b4o3b2o15b2o2bobobo$310bobo6bo16bo4b2o$309b
obo4bob2o20bo$309b2o2bo2bobo20bo$309b2o2bobobo$310bo4b2o$314bo9b2o$
313bo10bobo$325b2o2$299bo12b2o$298b3o11bobo$298b3o12b2o$300b2o$300bobo
$299bo3bo$300b2obo$301b2o!

Also, a camelmangopuffer:

Code: Select all

x = 189, y = 85, rule = B37/S2-i34q
169bo$170bobo$172b2o$165b2o2bo4bo$165b2ob2ob2obo$165bo2bo2b3o$165b2o2b
2o$166b5o5$153b2o$153bobo$154b2o2$141b2o$141bobo$142b2o2$129b2o$129bob
o44bo$123b2o5b2o45bobo$121bo2bo54b2o$121bob3o46b2o2bo4bo$121bo50b2ob2o
b2obo$118bo2b2o2bo46bo2bo2b3o$110b2o4b2o3b4o16b2o29b2o2b2o$110b2o4b2o
2bob3o16bobo29b5o$141bo3$112b2o$112b2o49b3o$162bo3bo$162b2ob2o$74bo25b
2o64bo12b2o2bo$73bobo10bo13b2o65b2o9bob2ob2o$72bobobo9bob2o76bo13bo3bo
$72bobobo9bo2bo70b2o5b2o9b2o3bo$73bobo13b2o73b2o5bo11bo$74bo14bo70bo4b
o4bo3b2o$94b2o68b2o5bob3o$94bob2o2$95bo69bo$96b2o67bobo$84b2o79bobo$
38bo45b2o$37bobo$36bobobo$36bobobo59b2o$37bobo60bobo$38bo45b5o11bo$85b
obo$86bo3$122b3o55bo$122bo58bobo$2bo120bo59b2o$bobo172b2o2bo4bo$obobo
171b2ob2ob2obo$obobo171bo2bo2b3o$bobo22bo118b2o29b2o2b2o$2bo23b3o116bo
bo29b5o$26bo118bo4$167b3o$166bo3bo$166b2ob2o$170bo12b2o2bo$171b2o9bob
2ob2o$170bo13bo3bo$164b2o5b2o9b2o3bo$168b2o5bo11bo$164bo4bo4bo3b2o$
168b2o5bob3o3$169bo$169bobo$169bobo!
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Schiaparelliorbust
Posts: 3686
Joined: July 22nd, 2020, 9:50 am
Location: Acidalia Planitia

Re: tlife (B3/S2-i34q)

Post by Schiaparelliorbust » December 22nd, 2020, 2:14 am

I'm not sure if this should go here but I apparently saved this in Golly a while ago:

Code: Select all

x = 29, y = 22, rule = B37/S2-i34q
8$14bo$12b3o$6b2o3b2o$6b2o4b2o2$18bo$17bobo$17b2o!
It's tDryLife, not tlife though.
Edit: It's the most common xs18 on Catagolue, though still there are only 997 occurrences.
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