Cordership Discussion Thread

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
wwei23

Re: Cordership Discussion Thread

Post by wwei23 » September 26th, 2020, 12:59 pm

HartmutHolzwart wrote:
September 26th, 2020, 7:37 am
Coming back to the cordership topic: Coming from low period searches, there should be plenty of small tagalongs for corderships. Do we have them and they are just not called tagalongs? I can’t think of an efficient search method in this period range. So they will stay undiscovered for the time being.
Well, there are high-period tagalongs consisting of switch engines, since you can stack arbitrarily many switch engines onto a cordership.

AbhpzTa
Posts: 592
Joined: April 13th, 2016, 9:40 am
Location: Ishikawa Prefecture, Japan

Re: Cordership Discussion Thread

Post by AbhpzTa » September 26th, 2020, 1:29 pm

wwei23 wrote:
September 24th, 2020, 9:23 pm
Edit 4: IT WORKS LOL

Code: Select all

x = 1186, y = 1103, rule = B3/S23
100b2o$100bobo$102bo4b2o$98b4ob2o2bo2bo$98bo2bobobobob2o$101bobobobo$
102b2obobo$106bo2$92b2o18bo$93bo7b2o9b3o$93bobo5b2o12bo$94b2o18bobo$
114bobo$115bo5$104b2o24b2o$104bo25b2o$105b3o$81b2o24bo$82bo$80bo29b2o$
80b5o14b2o8bobo$85bo13bo9bo$82b3o12bobo8b2o7b2o$81bo15b2o18b2o$81b4o$
79b2o3bo3b2o35b2obo$78bo2b3o4b2o35b2ob3o$78b2obo49bo$81bo43b2ob3o$81b
2o41bo2b2o$123bobo$105bo16bobob3o$89b2o14b3o15bo2bo2bo$90bo17bo17bobob
o$87b3o17b2o16b2o2bobo$87bo34bobo2bobobo$122b2o2b2ob2o2$105b3o$105bo
23bo$106bo20b3o$126bo$126b2o$97bo$97b3o$100bo$99bo$99b2o$97b2o2bo$96bo
2b3o$97bo23bo$98b4o6b2o3b2o5bobo8bo$100bo7b2o3b2o6bo7bobo$102bo27b2o$
101b2o26$130b2o3b2o$130b2o2bob3o$134bo4bo$130b4ob2o2bo$130bo2bobobob2o
$133bobobobo$134b2obobo$138bo2$124b2o$125bo7b2o$125bobo5b2o$126b2o7$
136b2o$136bo10bo$137b3o8bo$139bo6b3o7$430b2o$430bobo$432bo4b2o$428b4ob
2o2bo2bo$428bo2bobobobob2o$431bobobobo$432b2obobo$436bo2$184bo237b2o$
182b3o238bo7b2o$181bo241bobo5b2o$181b2o241b2o2$453bo$451b3o$450bo$450b
2o$408bo$407bobo3b2o19b2o$406bo2bo3bo20bo23b2o$406bobob2obo21b3o21bo$
167b2o236b2obobobo24bo21bob2o$167b2o234bo2bob2o41b2o4b3o2bo$403b2o46b
2o3bo3b2o$456b4o$189b2o251b2o15bo$178b2o9b2o227b2o5b2o14bobo12b3o$177b
o2bo236bobo5bo15bo13bo$178bobo238bo3bobo14b2o14b5o$179bo225b2o16b2o10b
o24bo$405b2o28b3o20bo$438bo19b2o$222bo214b2o$166bob2o50bobo229b2o$164b
3ob2o13b2o36b2o182b2o45bo$163bo19b2o220b2o42b2obo$164b3ob2o6b2o270bo2b
o$166bobo7b2o271b2o$166bobo265b2o$167bo266b2o2$406bo$405bobo$406bo14b
2o3bo$421bo3bobo$422bo3bobo$423bo3bobob2o$415b2o4bob4o2bob2o$415bobo3b
2o3bobo$417bo6bobob2ob2o$405bo11b2o2b3obo3bobo$404bo16bo2bo4bobo10b2o$
404b3o15b2o6bo11b2o9$19b2o11bo6b2o15b3o$19b2o10bobo4bo2bo16bo$31bobo3b
ob3o2b2o11bo$30b2ob2obobo6bo192bo$34bobo3b2o3bobo188bobo$30b2obo2b4obo
4b2o189b2o$30b2obobo3bo$34bobo3bo$35bobo3bo$36bo3b2o14bo$55bobo$56bo$
295bo18bo$27b2o266b3o7b2o5b3o$27b2o269bo6b2o4bo$12b2o283b2o12b2o$11bo
2bo$10bob2o42b2o$10bo45b2o252b2o$9b2o294b2o3b2o$24b2o279b2o$3b2o19bo$
4bo20b3o28b2o$2bo24bo10b2o16b2o$2b5o14b2o14bobo3bo272bo7bo$7bo13bo15bo
5bobo268b3o5b3o$4b3o12bobo14b2o5b2o268bo7bo$3bo15b2o292b2o6b2o205b2o$
3b4o521bobo$b2o3bo3b2o46b2o281bo188bo4b2o$o2b3o4b2o41b2obo2bo279b3o
184b4ob2o2bo2bo$2obo21bo24bobobob2o280bo187bo2bobobobob2o$3bo21b3o21bo
b2obobo256bo11b2o11b2o11bo177bobobobo$3b2o23bo20bo3bo2bo256b3o9b2o24b
3o176b2obobo$27b2o19b2o3bobo257bobo38bo179bo$54bo260bo37b2o$11b2o355b
2o150b2o$12bo355bo152bo7b2o$9b3o353b2obo152bobo5b2o$9bo354bo2bo154b2o$
365b2o$37b2o311b2o199bo$30b2o5bobo310b2o197b3o$30b2o7bo508bo$39b2o507b
2o$506bo$26bo310b2o3bo162bobo3b2o19b2o$25bobob2o306bo3bobo160bo2bo3bo
20bo23b2o$25bobobobo292b2o12bo3bobo159bobob2obo21b3o21bo$22b2obobobobo
2bo288bobo13bo3bobob2o154b2obobobo24bo21bob2o$22bo2bo2b2ob4o288bo13bob
4o2bob2o152bo2bob2o41b2o4b3o2bo$24b2o4bo291b2o12bobo3bobo156b2o46b2o3b
o3b2o$30bobo303bobo2bo2b2ob2o205b4o$31b2o304bo3b2o2bobo192b2o15bo$345b
obo10b2o156b2o5b2o14bobo12b3o$346bo11b2o155bobo5bo15bo13bo$517bo3bobo
14b2o14b5o$503b2o16b2o10bo24bo$503b2o28b3o20bo$255b2o279bo19b2o$256bo
278b2o$256bobo291b2o$257b2o54bo189b2o45bo$311bobo189b2o42b2obo$312b2o
232bo2bo$547b2o$532b2o$532b2o2$256b2o4b2o240bo$256b2o4b2o239bobo$504bo
14b2o3bo$519bo3bobo$520bo3bobo$261b2o258bo3bobob2o$257b2o2b2o250b2o4bo
b4o2bob2o$256bobo254bobo3b2o3bobo$256bo12b2o4b3o237bo6bobob2ob2o$255b
2o11bobo5bo226bo11b2o2b3obo3bobo$268bo7b3o223bo16bo2bo4bobo10b2o$267b
2o233b3o15b2o6bo11b2o5$269b2o$268bobo23bo$268bo23b3o$267b2o22bo$275b2o
14b2o$275b2o4$329bo$327bobo$328b2o4$294b2o$289b2o2bo2bo96bo18bo$274b2o
13bobo2b2o97b3o7b2o5b3o$273bobo16b2o102bo6b2o4bo$273bo19bo101b2o12b2o$
272b2o16bo2bob2o$289bobob2obo$290bobo115b2o$291bo2b2o107b2o3b2o$292b2o
b3o105b2o$298bo$292b2ob3o$292b2obo$414bo7bo$284b2o126b3o5b3o$275b2o7b
2o125bo7bo$276bo134b2o6b2o$276bobo$277b2o160bo184b2o$437b3o184bobo$
436bo189bo4b2o$411bo11b2o11b2o11bo172b4ob2o2bo2bo$297b2o112b3o9b2o24b
3o170bo2bobobobob2o$297b2o112bobo38bo172bobobobo$375bo37bo37b2o173b2ob
obo$376bo89b2o162bo$374b3o89bo$463b2obo149b2o$282bo179bo2bo151bo7b2o$
281bobo179b2o152bobo5b2o$281bobo164b2o168b2o$282bo165b2o$279b3o365bo$
279bo365b3o$644bo$435b2o3bo203b2o$435bo3bobo160bo$422b2o12bo3bobo158bo
bo3b2o19b2o$369bo51bobo13bo3bobob2o153bo2bo3bo20bo23b2o$367bobo51bo13b
ob4o2bob2o153bobob2obo21b3o21bo$368b2o50b2o12bobo3bobo156b2obobobo24bo
21bob2o$434bobo2bo2b2ob2o150bo2bob2o41b2o4b3o2bo$435bo3b2o2bobo151b2o
46b2o3bo3b2o$443bobo10b2o192b4o$444bo11b2o178b2o15bo$612b2o5b2o14bobo
12b3o$613b2o4bo15bo13bo$612bo4bobo14b2o14b5o$599b2o16b2o10bo24bo$599b
2o28b3o20bo$632bo19b2o$631b2o$646b2o$404bo194b2o45bo$402bobo194b2o42b
2obo$403b2o237bo2bo$643b2o$628b2o$628b2o2$600bo$599bobo$600bo14b2o3bo$
615bo3bobo$616bo3bobo$617bo3bobob2o$609b2o4bob4o2bob2o$204b2o403bobo3b
2o3bobo$205bo27b2o376bo6bobob2ob2o$203bo7b2o3b2o6bo7bobo376b2o2b3obo3b
obo$201b4o6b2o3b2o5bobo8bo363bobo14bo2bo4bobo10b2o$200bo23bo373b2o16b
2o6bo11b2o$199bo2b3o394bo$200b2o2bo$202b2o$202bo$203bo$200b3o$200bo$
229b2o$229bo$209bo20b3o$208bo23bo$208b3o2$225b2o2b2ob2o186bo$190bo34bo
bo2bobobo183bobo$190b3o17b2o16b2o2bobo184b2o$193bo17bo17bobobo$192b2o
14b3o15bo2bo2bo467b2o$208bo16bobob3o468bobo$226bobo473bo4b2o$184b2o41b
o2b2o257bo18bo189b4ob2o2bo2bo$184bo43b2ob3o255b3o7b2o5b3o189bo2bobobob
ob2o$181b2obo49bo257bo6b2o4bo195bobobobo$181bo2b3o4b2o35b2ob3o257b2o
12b2o195b2obobo$182b2o3bo3b2o35b2obo474bo$184b4o$184bo15b2o18b2o282b2o
186b2o$185b3o12bobo8b2o7b2o277b2o3b2o187bo7b2o$188bo13bo9bo286b2o192bo
bo5b2o$183b5o14b2o8bobo479b2o$183bo29b2o$185bo537bo$184b2o24bo299bo7bo
202b3o$208b3o297b3o5b3o201bo$207bo25b2o272bo7bo204b2o$207b2o24b2o272b
2o6b2o161bo$677bobo3b2o19b2o$535bo140bo2bo3bo20bo23b2o$533b3o140bobob
2obo21b3o21bo$532bo142b2obobobo24bo21bob2o$218bo288bo11b2o11b2o11bo
127bo2bob2o41b2o4b3o2bo$217bobo253bo32b2obo9b2o24b3o125b2o46b2o3bo3b2o
$197b2o18bobo254bo32bob2o37bo177b4o$196bobo5b2o12bo247bo5b3o33bo38b2o
163b2o15bo$196bo7b2o9b3o249bo94b2o124b2o5b2o14bobo12b3o$195b2o18bo249b
3o94bo124bobo5bo15bo13bo$559b2obo126bo3bobo14b2o14b5o$209bo348bo2bo
113b2o16b2o10bo24bo$205b2obobo348b2o114b2o28b3o20bo$204bobobobo333b2o
162bo19b2o$201bo2bobobobob2o330b2o161b2o$201b4ob2o2bo2bo508b2o$205bo4b
2o463b2o45bo$203bobo469b2o42b2obo$203b2o326b2o3bo181bo2bo$531bo3bobo
181b2o$518b2o12bo3bobo165b2o$460bo56bobo13bo3bobob2o161b2o$458bobo56bo
13bob4o2bob2o$459b2o55b2o12bobo3bobo137bo$530bobo2bo2b2ob2o132bobo$
531bo3b2o2bobo134bo14b2o3bo$539bobo10b2o137bo3bobo$540bo11b2o138bo3bob
o$693bo3bobob2o$685b2o4bob4o2bob2o$685bobo3b2o3bobo$687bo6bobob2ob2o$
675bo11b2o2b3obo3bobo$674bo16bo2bo4bobo10b2o$674b3o15b2o6bo11b2o2$495b
o$493bobo$494b2o17$565bo18bo$565b3o7b2o5b3o$568bo6b2o4bo$567b2o12b2o3$
580b2o$575b2o3b2o$575b2o4$586bo7bo$511bo72b3o5b3o$509bobo71bo7bo$510b
2o71b2o6b2o2$611bo$609b3o$608bo$583bo11b2o11b2o11bo$583b3o9b2o24b3o$
583bobo38bo$585bo37b2o$638b2o$638bo$635b2obo$634bo2bo$635b2o$620b2o$
620b2o4$607b2o3bo$607bo3bobo$594b2o12bo3bobo$593bobo13bo3bobob2o$593bo
13bob4o2bob2o$592b2o12bobo3bobo$606bobo2bo2b2ob2o$564bo42bo3b2o2bobo$
565bo2bobo44bobo10b2o$557bo5b3o3b2o45bo11b2o$558bo10bo250b2o$556b3o
260bobo$813b2o4bo$811bo2bo2b2ob4o$811b2obobobobo2bo$814bobobobo$814bob
ob2o$815bo2$809bo18b2o$807b3o9b2o7bo$806bo12b2o5bobo$805bobo18b2o$551b
o253bobo$549bobo254bo$550b2o4$790b2o24b2o$790b2o25bo$814b3o$814bo24b2o
$839bo$810b2o29bo$810bobo8b2o14b5o$812bo9bo13bo$803b2o7b2o8bobo12b3o$
586bo216b2o18b2o15bo$584bobo250b4o$585b2o206bob2o35b2o3bo3b2o$791b3ob
2o35b2o4b3o2bo$790bo49bob2o$791b3ob2o43bo$793b2o2bo41b2o$796bobo$793b
3obobo16bo$792bo2bo2bo15b3o14b2o$791bobobo17bo17bo$790bobo2b2o16b2o17b
3o$790bobobo2bobo34bo$791b2ob2o2b2o$815b3o$817bo$792bo23bo$792b3o$795b
o$794b2o$824bo$822b3o$821bo$822bo$821b2o$820bo2b2o$820b3o2bo$800bo23bo
$799bobo5b2o3b2o6b4o$789bo10bo6b2o3b2o7bo$672bo7bo108bobo27bo$671bobo
5b3o107b2o28b2o$602bo67bo2bo2b4ob2o$600bobo73bo2b3o$601b2o70bo2b2o2bo$
671bobob2o$672bo9$665bo$665bo$664bobo$661bo2b2o$660bo5bo$660bo5bo$661b
o4bo$662bo$663b3o3$663b2ob2o$662bo$666b2o$663b3o4$652bobo$655bo$651bo
2bo90bo$650b3o90b3o$742bo$741bobo$741bobo$742bo$623b2o$623bobo6b3o$
624bo7bo2bo$631bo4bo$631b3o2bo89b2o$630bo5bo89b2o$629b7o$629bo$629bo$
630b2o114b2o$746bobo$748bo$739b2o7b2o$739b2o2$729bob2o$727b3ob2o201b2o
$726bo207bobo$727b3ob2o203bo4b2o$729b2o2bo198b4ob2o2bo2bo$732bobo197bo
2bobobobob2o$728bob2obobo199bobobobo$728b2obo2bo16b2o183b2obobo$731bo
19bo188bo$731b2o16bobo$729b2o2bobo13b2o175b2o$728bo2bo2b2o191bo7b2o$
729b2o196bobo5b2o$928b2o2$957bo$955b3o$663b3o288bo$663bo290b2o$664bo
247bo$911bobo3b2o19b2o$910bo2bo3bo20bo23b2o$748b2o160bobob2obo21b3o21b
o$732b2o14b2o159b2obobobo24bo21bob2o$733bo22b2o149bo2bob2o41b2o4b3o2bo
$730b3o23bo150b2o46b2o3bo3b2o$730bo23bobo203b4o$754b2o190b2o15bo$922b
3o4b2o14bobo12b3o$924bo4bo15bo13bo$923bo3bobo14b2o14b5o$909b2o16b2o10b
o24bo$747bo8b2o151b2o28b3o20bo$695b3o47b2ob2o6bo185bo19b2o$695bo49b3ob
2o3bobo11b2o171b2o$696bo49b5o3b2o12bo187b2o$747b3o16bobo140b2o45bo$
748bo13b2o2b2o141b2o42b2obo$762b2o188bo2bo$953b2o$938b2o$938b2o$761b2o
4b2o$761b2o4b2o141bo$909bobo$910bo14b2o3bo$925bo3bobo$926bo3bobo$927bo
3bobob2o$727b3o189b2o4bob4o2bob2o$727bo38b2o151bobo3b2o3bobo$728bo37bo
bo152bo6bobob2ob2o$768bo152b2o2b3obo3bobo$768b2o138bo16bo2bo4bobo10b2o
$908bobo15b2o6bo11b2o$908b2o15$559b2o$560b2o$559bo4$723b3o73bo193b2o$
723bo74bobo192bobo$724bo64b2o7bobo194bo4b2o$789b2o6b2ob3o188b4ob2o2bo
2bo$542b2o238b2o19bo187bo2bobobobob2o$543b2o237b2o13b2ob3o191bobobobo$
542bo254b2obo194b2obobo$721b3o275bo$721bo$722bo262b2o$787bo198bo7b2o$
786bobo197bobo5b2o$786bo2bo197b2o$776b2o9b2o$776b2o238bo$1014b3o$1013b
o$798b2o213b2o$798b2o171bo$970bobo3b2o19b2o$969bo2bo3bo20bo23b2o$969bo
bob2obo21b3o21bo$968b2obobobo24bo21bob2o$966bo2bob2o41b2o4b3o2bo$966b
2o46b2o3bo3b2o$1019b4o$1005b2o15bo$981b3o4b2o14bobo12b3o$784b2o197bo4b
o15bo13bo$785bo196bo3bobo14b2o14b5o$782b3o183b2o16b2o10bo24bo$782bo
185b2o28b3o20bo$754b3o244bo19b2o$754bo245b2o$755bo259b2o$968b2o45bo$
968b2o42b2obo$1011bo2bo$1012b2o$997b2o$997b2o2$969bo$968bobo$969bo14b
2o3bo$984bo3bobo$818b2o165bo3bobo$818bobo6bo158bo3bobob2o$786b3o29bo8b
3o148b2o4bob4o2bob2o$786bo43bo147bobo3b2o3bobo$787bo41b2o149bo6bobob2o
b2o$980b2o2b3obo3bobo$967bo16bo2bo4bobo10b2o$967bobo15b2o6bo11b2o$967b
2o3$839b2o$832b2o5bobo$832b2o7bo$841b2o2$828bo$827bobob2o$827bobobobo$
826b2obobobo2bo$530bo11b2o283bo2b2ob4o$529bobo10b2o283bo4bo$521bo3b2o
2bobo296b3obo2b2o$520bobo2bo2b2ob2o297b2o3b2o$506b2o12bobo3bobo$507bo
13bob4o2bob2o$507bobo13bo3bobob2o$508b2o12bo3bobo$521bo3bobo$521b2o3bo
331bo$857bobo$848b2o7bobo$848b2o6b2ob3o$534b2o305b2o19bo$534b2o305b2o
13b2ob3o$549b2o305b2obo$548bo2bo$549b2obo$552bo$552b2o292bo$497b4o36b
2o306bobo$496bo41bo306bo2bo$495bo4bo8b2o24b3o297b2o9b2o$496bob2o9b2o
11b2o11bo299b2o$497bo24bo$523b3o288b3o$525bo288bo42b2o$815bo41b2o$422b
2o73b2o6b2o$423bo27b2o44bo7bo$421bo7b2o3b2o6bo9b2o44b3o5b3o$419b4o6b2o
3b2o5bobo7bo48bo7bo$418bo23bo369b3o$417bo2b3o389bo$418b2o2bo390bo$420b
2o67b2o$420bo68b2o3b2o$421bo72b2o347b2o$418b3o423bo$418bo422b3o$447b2o
32b2o12b2o344bo$447bo34bo6b2o4bo$448b3o28b3o7b2o5b3o$426bobo21bo28bo
18bo$426b2o$427bo$443b2o2b2ob2o$408bo34bobo2bobobo$408b3o17b2o16b2o2bo
bo$411bo17bo17bobobo$410b2o14b3o15bo2bo2bo$426bo16bobob3o$444bobo$402b
2o41bo2b2o$402bo43b2ob3o$399b2obo49bo424b2o$399bo2b3o4b2o35b2ob3o425bo
bo6bo$400b2o3bo3b2o35b2obo395b3o29bo8b3o$402b4o439bo43bo$402bo15b2o18b
2o406bo41b2o$403b3o12bobo8b2o7b2o$406bo13bo9bo$401b5o14b2o8bobo669b2o$
401bo29b2o155b2o511bobo$403bo183b2o17b2o6bo11b2o467b2o4bo$402b2o24bo
160bo15bo2bo4bobo10b2o465bo2bo2b2ob4o$426b3o172b2o2b3obo3bobo282b2o
193b2obobobobo2bo$425bo25b2o148bo6bobob2ob2o274b2o5bobo195bobobobo$
425b2o24b2o146bobo3b2o3bobo278b2o7bo195bobob2o$599b2o4bob4o2bob2o283b
2o195bo$607bo3bobob2o$606bo3bobo274bo203bo18b2o$605bo3bobo274bobob2o
197b3o9b2o7bo$436bo153bo14b2o3bo275bobobobo195bo12b2o5bobo$435bobo151b
obo293b2obobobo2bo191bobo18b2o$415b2o18bobo152bo295bo2b2ob4o191bobo$
414bobo5b2o12bo449bo4bo196bo$414bo7b2o9b3o182b2o267b3obo2b2o$413b2o18b
o184b2o269b2o3b2o$633b2o$427bo204bo2bo$423b2obobo160b2o42b2obo435b2o
24b2o$422bobobobo160b2o45bo435b2o25bo$419bo2bobobobob2o204b2o458b3o$
419b4ob2o2bo2bo189b2o473bo24b2o$423bo4b2o192bo19b2o477bo$421bobo165b2o
28b3o20bo449b2o29bo$421b2o166b2o16b2o10bo24bo447bobo8b2o14b5o$607bobo
14b2o14b5o449bo9bo13bo$602bobo4bo15bo13bo445b2o7b2o8bobo12b3o$603b2o4b
2o14bobo12b3o442b2o18b2o15bo$603bo22b2o15bo475b4o$640b4o431bob2o35b2o
3bo3b2o$587b2o46b2o3bo3b2o427b3ob2o35b2o4b3o2bo$587bo2bob2o41b2o4b3o2b
o425bo49bob2o$589b2obobobo24bo21bob2o426b3ob2o43bo$590bobob2obo21b3o
21bo431b2o2bo41b2o$590bo2bo3bo20bo23b2o434bobo$591bobo3b2o19b2o455b3ob
obo16bo$592bo481bo2bo2bo15b3o14b2o$634b2o437bobobo17bo17bo$634bo437bob
o2b2o16b2o17b3o$635b3o434bobobo2bobo34bo$637bo435b2ob2o2b2o$1097b2o$
608b2o486bobo$607bobo5b2o457bo23bo$607bo7b2o457b3o$606b2o469bo$1076b2o
$620bo485bo$616b2obobo482b3o$615bobobobo481bo$612bo2bobobobob2o479bo$
612b4ob2o2bo2bo478b2o$616bo4b2o479bo2b2o$614bobo288b3o194b3o2bo$614b2o
289bo176bo23bo$906bo165bo8bobo5b2o3b2o6b4o$1071bo10bo6b2o3b2o7bo$1071b
3o27bo$1101b2o59b2o$1161bobo$903b3o249b2o4bo$903bo249bo2bo2b2ob4o$904b
o248b2obobobobo2bo$1156bobobobo$1156bobob2o$1157bo2$1151bo18b2o$1149b
3o9b2o7bo$1148bo12b2o5bobo$1147bobo18b2o$1147bobo$1148bo5$1132b2o24b2o
$1132b2o25bo$1156b3o$1156bo24b2o$1181bo$1152b2o29bo$1152bobo8b2o14b5o$
1154bo9bo13bo$936b3o206b2o7b2o8bobo12b3o$936bo208b2o18b2o15bo$937bo
241b4o$1135bob2o35b2o3bo3b2o$1133b3ob2o35b2o4b3o2bo$1132bo49bob2o$
1133b3ob2o43bo$1027bo107b2o2bo41b2o$1025b3o110bobo$1024bo110b3obobo16b
o$1023bobo108bo2bo2bo15b3o14b2o$1023bobo107bobobo17bo17bo$1024bo107bob
o2b2o16b2o17b3o$1132bobobo2bobo34bo$1133b2ob2o2b2o$1157b2o$1156bobo$
1008b2o124bo23bo$1008b2o124b3o$1137bo$1136b2o$1166bo$1028b2o134b3o$
1028bobo132bo$1030bo133bo$1021b2o7b2o131b2o$1021b2o139bo2b2o$1162b3o2b
o$1011bob2o127bo23bo$1009b3ob2o117bo8bobo5b2o3b2o6b4o$1008bo122bo10bo
6b2o3b2o7bo$1009b3ob2o116b3o27bo$1011b2o2bo145b2o$1014bobo$1010bob2obo
bo$1010b2obo2bo16b2o$1013bo19bo$1013b2o16bobo$1011b2o2bobo13b2o$1010bo
2bo2b2o$1011b2o10$1030b2o$1014b2o14b2o$1015bo22b2o$1012b3o23bo$1012bo
23bobo$1036b2o4$996b3o$996bo32b2o7b2o$997bo30b3o7bo$1028bo2bo4bobo11b
2o$1029b3o4b2o12bo$1029b3o16bobo$1044b2o2b2o$994b3o47b2o41bo$994bo90b
3o$995bo88bo$1083bobo$1043b2o4b2o32bobo$1043b2o4b2o33bo5$1068b2o$1068b
2o$1048b2o$1048bobo$1050bo$1050b2o36b2o$1088bobo$1090bo$1081b2o7b2o$
1081b2o2$1071bob2o$1069b3ob2o$1068bo$1069b3ob2o$1071b2o2bo$1074bobo$
1070bob2obobo$1070b2obo2bo16b2o$1073bo19bo$1073b2o16bobo$1071b2o2bobo
13b2o$1070bo2bo2b2o$1071b2o10$1090b2o$1074b2o14b2o$1075bo22b2o$1072b3o
23bo$1072bo23bobo$1096b2o5$1089b2o7b2o$1088b3o7bo$1088bo2bo4bobo11b2o$
1089b3o4b2o12bo$1089b3o16bobo$1104b2o2b2o$1104b2o4$1103b2o4b2o$1103b2o
4b2o7$1108b2o$1108bobo$1110bo$1110b2o16$1115b2o$1085b3o27bo$1085bo10bo
6b2o3b2o7bo$1086bo8bobo5b2o3b2o6b4o$1096bo23bo$1116b3o2bo$1116bo2b2o$
1117b2o$1118bo$1117bo$1118b3o$1120bo$1090b2o$1091bo$1088b3o$1088bo23bo
$1110bobo$1111b2o$1087b2ob2o2b2o$1086bobobo2bobo34bo$1086bobo2b2o16b2o
17b3o$1087bobobo17bo17bo$1088bo2bo2bo15b3o14b2o$1089b3obobo16bo$1092bo
bo$1089b2o2bo41b2o$1087b3ob2o43bo$1086bo49bob2o$1087b3ob2o35b2o4b3o2bo
$1089bob2o35b2o3bo3b2o$1133b4o$1099b2o18b2o15bo$1099b2o7b2o8bobo12b3o$
1108bo9bo13bo$1106bobo8b2o14b5o$1106b2o29bo$1135bo$1110bo24b2o$1110b3o
$1086b2o25bo$1086b2o24b2o5$1102bo$1101bobo$1101bobo18b2o$1102bo12b2o5b
obo$1103b3o9b2o7bo$1105bo18b2o2$1111bo$1110bobob2o$1110bobobobo$1107b
2obobobobo2bo$1107bo2bo2b2ob4o$1109b2o4bo$1115bobo$1116b2o!
221*256 :

Code: Select all

x = 221, y = 256, rule = B3/S23
91bo73b2o$89b3o72bobo$88bo69b2o4bo$88b2o66bo2bo2b2ob4o$156b2obobobobo
2bo$84bo74bobobobo$74bo8bobo73bobob2o$74bo3bo3bo2bo74bo$70b2ob2ob3o4b
2o12b2o5b2o$69bo5bo21b2o5b2o48bo18b2o$70bo4bo76b3o9b2o7bo$66bo4bo3bo
75bo12b2o5bobo$65bobo82bobo18b2o$64bo2bo2b5o22b2o5b2o44bobo$65b2o2b2o
25b2obo3bob2o44bo$67b3o28b2o3b2o$67bobo29b2ob2o$68bo31bobo$65b3o6bo24b
2ob2o$65bo8bobo58b2o24b2o$74b2o59b2o25bo$79b2o15bobo5bobo52b3o$79b2o
16b2o5b2o53bo24b2o$76bo107bo$76b5o14b4o56b2o29bo$81bo13bo2bo13bo11b2o
29bobo8b2o14b5o$78b3o12bobo15bobo10b2o31bo9bo13bo$77bo15b2o4bo3bo3b2o
2bobo34b2o7b2o8bobo12b3o$77b4o16b3o2bobo2bo2b2ob2o33b2o18b2o15bo$75b2o
3bo3b2o10bo5bobo3bobo23b2ob2o43b4o$74bo2b3o4b2o10b2o5bob4o2bob2o20bobo
2b2o35b2o3bo3b2o$74b2obo27bo3bobob2o20bo2bob2o35b2o4b3o2bo$77bo26bo3bo
bo25bobo46bob2o$77b2o24bo3bobo25b2obob2o43bo$66b2o35b2o3bo28bobo2bo41b
2o$66bobo68bobobobo$68bo4b2o10b2o49b2obo2bo18bo$40b2o22b4ob2o2bo2bo9bo
52bo19b3o14b2o$41bo22bo2bobobobob2o6b3o30b2o21b2o17bo17bo$41bobo23bobo
bobo9bo32b2o19b2o2bobo14b2o17b3o$42b2o24b2obobo57b2o3bo2bo2b2o35bo$72b
o57bo2bo3b2o$131b2obo$46b2o10b2o24b2o48bo24bo$45bo2bo10bo7b2o15b2o48bo
b2o21b2o$46bobo10bobo5b2o66bob3o18bobo$39bo7bo12b2o58b2o18bo$39b3o78bo
18b2o28bo$42bo62b2o14bo47b3o$41b2o62bobo12b2o45b2o3bo$47b2o58bo58bo2b
3o$44b2ob2o58b2o58bobo$42bobo121b2o$41bobo26b2o93bo2bo$41bo28bo94b4o$
40b2o29b3o71bo$73bo62b2o6bobo5b2o3b2o6b2o$58bo71b2o3bo2bo6bo6b2o3b2o7b
o$29bo28b2o70b2o2b2ob2o25bo$19b2o8b3o25bobo104b2o$19b2o11bo4b2o2b2o$
29b2o2bo3bo3bo2b2o83b3o$29bob2obo4bobo3bo82bo12b2o$34b5obo4bobo81bo3bo
7bo$30b2obo4bo7b2o78b3o2b2obo7b3o$30b2obobo3bo86bo7bo9bo$34bobo3bo93b
2o$35bo3b2o$56bo$55bobo68b2o$29bo26bo64b2o3bobo6bo$29bo2b2o87b2o3bo2bo
4b2o$28bo5bo92bo3bo$29bobo2b2o93bobo$12b2o15bo3b2o$11bo2bo16b3o33b2o4b
2o54bobo$10bob2o42b2obo7bo5bobo51bo3bo$10bo45b2ob3o3bobo7b3o43b2o3bo2b
o4b2o$9b2o51bob3o7bo3bo42b2o3bobo6bo$24b2o35bob2o9b2o2bo47b2o$3b2o19bo
36bo2bo14b2o$4bo20b3o28b2o12bo9bo$2bo24bo10b2o16b2o11bobo7bo$2b5o14b2o
14bobo22bo2bo2bo2bo7b2o$7bo13bo15bo5bo19b2o4b2o$4b3o12bobo14b2o3b2o$3b
o15b2o21b2o$3b4o$b2o3bo3b2o46b2o$o2b3o4b2o41b2obo2bo$2obo21bo24bobobob
2o29b2o$3bo21b3o21bob2obobo30bo38bo$3b2o23bo20bo3bo2bo32bo37b2o$27b2o
19b2o3bobo5bobo5b2o14b5o29bo6b2o$54bo6b2o7bo13bo35b2o$11b2o49bo7bobo
12b3o31b2o$12bo58b2o15bo$9b3o73b4o$9bo70b2o3bo3b2o$80b2o4b3o2bo$37b2o
49bob2o92b2o$30b2o5bobo48bo86bo9bo7bo$30b2o7bo47b2o86b3o7bobo3b3o$39bo
bo136bo7b3obo$40b2o135b2o9b2obo$26bo52b2o107bo2bo$25bobob2o48bo103bo
33bo$25bobobobo12b2o34b3o29bobo66bo2bo23b2ob2o3bobo$22b2obobobobo2bo8b
o2bo35bo30b2o66bo3bobo2bo16bobobobo2b2o$22bo2bo2b2ob4o9bobo66bo67bo3bo
2b2o16bo2bobob3o$24b2o4bo6bo7bo136b3o21bobo7b4o$30bobo4b3o143bo21b2obo
bob2o2bo2bo$31b2o7bo70b2o92bo2bobobob2obo$39bo71b2o93b2o4bo2bob2o$39bo
2bo2b2o97bo8bo54b2ob2o6bo$42bo2b2o61b2o35b2o5b2o54bobo6b2o$40bobo65bob
o32b2o7bobo54b3obobo$39bobo67bo35bo67bob2o$36bo2bo169b2o2b4o$24b2o10b
4o169bo4bo2bo$25bo179b2o3bo3bo2bo$23bo7b2o3b2o6bo160bo2bobo2bo3bo$21b
4o6b2o3b2o5bobo76b2o83b2obob2o$20bo23bo76bobo84bobob5o2b2o$19bo2b3o98b
o79b2obo3bo4bo4bo$20b2o2bo179bob4obobobob3o$22b2o180bo4bo2bo5bo$22bo
182b3o3b2obo3bo$23bo107b2o74bobo4bo2b2o$20b3o107b2o77b5ob2o$20bo111bo
75bo8b3o$49b2o157b2o3bo3b3o$49bo55b2o108b2obo$50b3o51bobo72bo7b2o26bo$
52bo53bo11bo60b3o5b2o31bo$117b3o9b2o51bo35bobo$53bo63b3o8b2o51b2o13b2o
20b2o$51b3o63b3o10bo65bo$10bo35b2o2bo65b3o75bobo$10b3o17b2o14bobo2bo
63bo78b2o18b2o$13bo17bo17b2obo61bobobob2o67b2o22bo2bo$12b2o14b3o19bob
3o59bob2ob3o67b2o22bobo$28bo18bo2bo4bo59bo4b2o92bo$46bobobo3b2o60bo$4b
2o41bo2b2o2bo58b3o$4bo43b2o2bobo58bo79bo$b2obo46bobo138bobo18b2o$bo2b
3o4b2o35b2obo141bo19bo$2b2o3bo3b2o35b2o2bo160bo$4b4o43b2o157b3o$4bo15b
2o18b2o99b2o30b2o9b2o22bo4b3o$5b3o12bobo8b2o6bo2bo97bobo31b2o8b2o22bo
4bo$8bo13bo9bo5b6o98bo30bo34bo$3b5o14b2o8bobo5bob2o164bobo2bo$3bo29b2o
5b3o141bo22b2o2bobo$5bo35bo142b3o8bo9b3o4bo$4b2o24bo63b2o91bo6bo9bobo$
28b3o58b2o2b2obo5b2o82b2o6b3o6bob2ob2o$27bo61b2o3bobo5b2o99bo3bo2bo$
27b2o67bo66bo38b2o3bobo$98bo63b2o33b2o9bo$162bobo21bo11bo$98bo86bobo8b
o$54b2o7b2o31bo89b2o8b2o$38bo8b2ob2o2bo2bob2obo2bo23b2o3bobo5b2o94bo$
37bobo5b3o3b3o2b2obo3bobo23b2o2b2obo5b2o92b2obo$17b2o18bobo4bo4bo4b2o
5b2obo29b2o99bobo2bo$16bobo5b2o12bo5b2ob2ob2obo2bob3obo133bo2b2o$16bo
7b2o9b3o10bobob2o2bo5bo115b2o$15b2o18bo12bobobo4b2obob2o114bo2bo$47b2o
bob4obo2bobo116b3o9b2o$29bo21bo4bo2bo2bo121bo6bo$25b2obobo21b3o5b2o
119b4o7b3o$24bobobobo23b2o125bo12bo$21bo2bobobobob2o148b3o$21b4ob2o2bo
2bo150bo$25bo4b2o$23bobo$23b2o$30bo$20b2o8b3o$20b2o11bo4b2o2b2o123b2o$
30b2o2bo3bo3bo2b2o120bobo$30bob2obo4bobo3bo122b3o$35b5obo4bobo119bo3bo
$31b2obo4bo7b2o112bo6b2o2bo29b2o5b2o$31b2obobo3bo119bobo10b2o27b2o5b2o
$35bobo3bo119bo13bo$36bo3b2o133bo$57bo108b2o8b2o24bo7bo$56bobo107b2o9b
o23b3o5b3o$57bo115b2o2bobo21bo9bo$24b2o147b2o3b2o22b3o3b3o$23b2o$24b2o
130b2o47bobo$13b2o13bo37b2o88b2o$12bo2bo51bo66b2o$11bob2o42b2o6bo7b2o
3b2o6bo48bo35b2o$11bo45b2o4b4o6b2o3b2o5bobo45bo7b2o3b2o6bo16bobo28b2o
5b2o$10b2o50bo23bo5b2o30b2o5b4o6b2o3b2o5bobo17bo28b2o5b2o$25b2o34bo2b
3o24bobo31b2o3bo23bo18b2o$4b2o19bo36b2o2bo26bo30bo4bo2b3o$5bo20b3o28b
2o5b2o64b2o2bo$3bo24bo10b2o16b2o5bo67b2o$3b5o14b2o14bobo24bo66bo$8bo
13bo15bo23b3o68bo$5b3o12bobo14b2o23bo11bo55b3o$4bo15b2o51bo17b2o37bo$
4b4o65b3o15bo67b2o53b2o$2b2o3bo3b2o79b3o64bo54bo$bo2b3o4b2o41b2obo36bo
65b3o53bo$b2obo21bo24bobobob3o102bo33b2o14b5o$4bo21b3o18bo2bob2obo4bo
34bo101bo13bo$4b2o23bo17b4o3bo2b3o33b3o53b3o11bo33bobo12b3o$28b2o21b2o
2b3o30b2o2bo55bo3bo8b3o34b2o15bo$49bo2b3o17b2o14bobo2bo26bo26bo8b2o2bo
51b4o$12b2o35b2o4bo17bo17b2obo25b3o17b2o14bobo2bo45b2o3bo3b2o$13bo40b
2o14b3o19bob3o26bo17bo5bo3b2o6b2obo44b2o4b3o2bo$10b3o57bo18bo2bo4bo24b
2o14b3o7b3o9bob3o50bob2o$10bo77bobobo3b2o40bo18bo2bo4bo7bo41bo$46b2o
41bo2b2o2bo59bobobo3b2o7b2o39b2o$38b2o6bo43b2o2bobo17b2o41bo2b2o2bo7bo
bo$31b2o5bobo2b2obo46bobo18bo43b2o2bobo$31b2o7bo2bo2b3o4b2o35b2obo17b
2obo46bobo42b2o$40b2obobo3bo3b2o35b2o2bo16bo2b3o4b2o35b2obo44bo$43bo2b
4o43b2o17b2o3bo3b2o35b2o2bo30b2o12b3o$27bo15b2obo15b2o18b2o30b4o43b2o
31b2o5b2o6bo$26bobob2o12bo2b3o12bobo8b2o7b2o30bo15b2o18b2o41bo6bobo$
26bobobobo11bo5bo13bo9bo40b3o12bobo8b2o7b2o48bo$23b2obobobobo2bo9b5o
14b2o8bobo41bo13bo9bo45b2o9b2obo2bo$23bo2bo2b2ob4o11bo27b2o4b3o29b5o
14b2o8bobo43b2o2b2o4bo3b4o$25b2o4bo51bo29bo29b2o47bobo3b2obo$31bobo38b
o9bo32bo78bo3bo3b4o$32b2o36b3o41b2o24bo49bo2bo5b2o5bo$69bo68b3o49bo9bo
bob2obo$69b2o66bo53bo8bo4bobo$137b2o49b3o7b2obobobob2o$188bo9bo2bobobo
2bo$200bobo3bo$90b3o3b2o7b2o92b2o3b2o$80bo8bobobo2bo2bob2obo2bo32b3o
21b2o7b2o27bobo$79bobo5b3o3b3o2b2obo3bobo34bo5bo8b5o2bo2bob2obo2bo23b
4o3bo$59b2o18bobo4bo4bo4b2o3bob2obo34bo5bobo5b3obob3o2b2obo3bobo23bo4b
2obo$58bobo5b2o12bo5b2ob2obobo3bob2o2bo22b2o18bobo4bo4bo4b2o3bob2obo
26bo5bo$58bo7b2o9b3o10bobo3b2o6bo21bobo5b2o12bo5b2ob2ob4o2b2ob2obo26bo
b6o$57b2o18bo12bobobo4b2obob2o20bo8bo9b3o10bobobob2o4bobo25bobo3bo$89b
2obob4obo2bobo20b2o18bo12bobobo2bob4ob2o24bo2bo$71bo21bo4bo2bo2bo52b2o
bob4obo2bobo26b2o$67b2obobo21b3o5b2o35bo21bo4bo2bo2bo$66bobobobo23b2o
37b2obobo21b3o5b2o$63bo2bobobobob2o58bobobobo23b2o$63b4ob2o2bo2bo55bo
2bo3bobob2o$67bo4b2o57b4ob2o2bo2bo$65bobo67bo4b2o$65b2o66bobo$133b2o!
100009436650194649 = 94649 * 1056634900001

wwei23

Re: Cordership Discussion Thread

Post by wwei23 » September 27th, 2020, 11:56 am

I like that, but why the huge oscillator where an eater 1 could do?

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calcyman
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Re: Cordership Discussion Thread

Post by calcyman » September 27th, 2020, 12:27 pm

wwei23 wrote:
September 27th, 2020, 11:56 am
I like that, but why the huge oscillator where an eater 1 could do?
Bounding box minimisation.
What do you do with ill crystallographers? Take them to the mono-clinic!

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Gustone
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Re: Cordership Discussion Thread

Post by Gustone » September 27th, 2020, 1:07 pm

Oh cool a stationary wickstretcher

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Re: Cordership Discussion Thread

Post by bubblegum » September 27th, 2020, 3:02 pm

Gustone wrote:
September 27th, 2020, 1:07 pm
Oh cool a stationary wickstretcher
There really isn't a name for these, just "SS infinite growth". I guess these could be considered "extenders".
This one is more of a gun though.
Each day is a hidden opportunity, a frozen waterfall that's waiting to be realised, and one that I'll probably be ignoring
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July 2nd, 2020, 8:33 pm
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Re: Cordership Discussion Thread

Post by MathAndCode » September 27th, 2020, 7:13 pm

bubblegum wrote:
September 27th, 2020, 3:02 pm
Gustone wrote:
September 27th, 2020, 1:07 pm
Oh cool a stationary wickstretcher
There really isn't a name for these, just "SS infinite growth". I guess these could be considered "extenders".
This one is more of a gun though.
I think that this might be SM becuase the switch engines have speed c/12, although the fact that each switch engine relies on the one behind it for stability blurs the line.
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Re: Cordership Discussion Thread

Post by Entity Valkyrie 2 » September 27th, 2020, 7:25 pm

It looks like a gun that takes an infinite amount of gliders to shoot an infinite-engine Cordership.
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wwei23

Re: Cordership Discussion Thread

Post by wwei23 » September 27th, 2020, 7:38 pm

Entity Valkyrie 2 wrote:
September 27th, 2020, 7:25 pm
It looks like a gun that takes an infinite amount of gliders to shoot an infinite-engine Cordership.
Now that I think about it, if we had c/12 orthogonal spaceships, we could make a switchwave stretcher.

MathAndCode
Posts: 5141
Joined: August 31st, 2020, 5:58 pm

Re: Cordership Discussion Thread

Post by MathAndCode » October 6th, 2020, 1:22 pm

I might try to make a pattern that makes a Cordercolumn then stabilizes the end with a 2-engine Cordership. I want to be able to tell the gun when to stop making the Cordercolumn and when to start a new one. Is there a switch that lets gliders through or blocks them depending on its state and can be toggled each way with one glider (not necessarily on the same lane but preferably from the same direction)? (This would be used on the gun made of a glider loop and syringe, so such a switch for the Herschel conduit that the gun uses would also work.) Also, while I could probably make do without it, a way to move an incoming glider signal back to the next occurrence of a repeating interval (or a way to make the afore-mentioned switch emit another glider either the first time a glider tries to go through after it is turned off or the first time that a glider goes through after it is turned on) would be nice.
wwei23 wrote:
September 24th, 2020, 9:23 pm
One wing complete.

Code: Select all

x = 733, y = 637, rule = B3/S23
100b2o$100bobo$102bo4b2o$98b4ob2o2bo2bo$98bo2bobobobob2o$101bobobobo$
102b2obobo$106bo2$92b2o18bo$93bo7b2o9b3o$93bobo5b2o12bo$94b2o18bobo$
114bobo$115bo5$104b2o24b2o$104bo25b2o$105b3o$81b2o24bo$82bo$80bo29b2o$
80b5o14b2o8bobo$85bo13bo9bo$82b3o12bobo8b2o7b2o$81bo15b2o18b2o$81b4o$
79b2o3bo3b2o35b2obo$78bo2b3o4b2o35b2ob3o$78b2obo49bo$81bo43b2ob3o$81b
2o41bo2b2o$123bobo$105bo16bobob3o$89b2o14b3o15bo2bo2bo$90bo17bo17bobob
o$87b3o17b2o16b2o2bobo$87bo34bobo2bobobo$122b2o2b2ob2o2$105b3o$105bo
23bo$106bo20b3o$126bo$126b2o$97bo$97b3o$100bo$99bo$99b2o$97b2o2bo$96bo
2b3o$97bo23bo$98b4o6b2o3b2o5bobo8bo$100bo7b2o3b2o6bo7bobo$102bo27b2o$
101b2o26$130b2o3b2o$130b2o2bob3o$134bo4bo$130b4ob2o2bo$130bo2bobobob2o
$133bobobobo$134b2obobo$138bo2$124b2o$125bo7b2o$125bobo5b2o$126b2o7$
136b2o$136bo10bo$137b3o8bo$139bo6b3o7$430b2o$430bobo$432bo4b2o$428b4ob
2o2bo2bo$428bo2bobobobob2o$431bobobobo$432b2obobo$436bo2$184bo237b2o$
182b3o238bo7b2o$181bo241bobo5b2o$181b2o241b2o2$453bo$451b3o$450bo$450b
2o$408bo$407bobo3b2o19b2o$406bo2bo3bo20bo23b2o$406bobob2obo21b3o21bo$
167b2o236b2obobobo24bo21bob2o$167b2o234bo2bob2o41b2o4b3o2bo$403b2o46b
2o3bo3b2o$456b4o$189b2o251b2o15bo$178b2o9b2o227b2o5b2o14bobo12b3o$177b
o2bo236bobo5bo15bo13bo$178bobo238bo3bobo14b2o14b5o$179bo225b2o16b2o10b
o24bo$405b2o28b3o20bo$438bo19b2o$222bo214b2o$166bob2o50bobo229b2o$164b
3ob2o13b2o36b2o182b2o45bo$163bo19b2o220b2o42b2obo$164b3ob2o6b2o270bo2b
o$166bobo7b2o271b2o$166bobo265b2o$167bo266b2o2$406bo$405bobo$406bo14b
2o3bo$421bo3bobo$422bo3bobo$423bo3bobob2o$415b2o4bob4o2bob2o$415bobo3b
2o3bobo$417bo6bobob2ob2o$405bo11b2o2b3obo3bobo$404bo16bo2bo4bobo10b2o$
404b3o15b2o6bo11b2o9$19b2o11bo6b2o15b3o$19b2o10bobo4bo2bo16bo$31bobo3b
ob3o2b2o11bo$30b2ob2obobo6bo192bo$34bobo3b2o3bobo188bobo$30b2obo2b4obo
4b2o189b2o$30b2obobo3bo$34bobo3bo$35bobo3bo$36bo3b2o14bo$55bobo$56bo$
295bo18bo$27b2o266b3o7b2o5b3o$27b2o269bo6b2o4bo$12b2o283b2o12b2o$11bo
2bo$10bob2o42b2o$10bo45b2o252b2o$9b2o294b2o3b2o$24b2o279b2o$3b2o19bo$
4bo20b3o28b2o$2bo24bo10b2o16b2o$2b5o14b2o14bobo3bo272bo7bo$7bo13bo15bo
5bobo268b3o5b3o$4b3o12bobo14b2o5b2o268bo7bo$3bo15b2o292b2o6b2o205b2o$
3b4o521bobo$b2o3bo3b2o46b2o281bo188bo4b2o$o2b3o4b2o41b2obo2bo279b3o
184b4ob2o2bo2bo$2obo21bo24bobobob2o280bo187bo2bobobobob2o$3bo21b3o21bo
b2obobo256bo11b2o11b2o11bo177bobobobo$3b2o23bo20bo3bo2bo256b3o9b2o24b
3o176b2obobo$27b2o19b2o3bobo257bobo38bo179bo$54bo260bo37b2o$11b2o355b
2o150b2o$12bo355bo152bo7b2o$9b3o353b2obo152bobo5b2o$9bo354bo2bo154b2o$
365b2o$37b2o311b2o199bo$30b2o5bobo310b2o197b3o$30b2o7bo508bo$39b2o507b
2o$506bo$26bo310b2o3bo162bobo3b2o19b2o$25bobob2o306bo3bobo160bo2bo3bo
20bo23b2o$25bobobobo292b2o12bo3bobo159bobob2obo21b3o21bo$22b2obobobobo
2bo288bobo13bo3bobob2o154b2obobobo24bo21bob2o$22bo2bo2b2ob4o288bo13bob
4o2bob2o152bo2bob2o41b2o4b3o2bo$24b2o4bo291b2o12bobo3bobo156b2o46b2o3b
o3b2o$30bobo303bobo2bo2b2ob2o205b4o$31b2o304bo3b2o2bobo192b2o15bo$345b
obo10b2o156b2o5b2o14bobo12b3o$346bo11b2o155bobo5bo15bo13bo$517bo3bobo
14b2o14b5o$503b2o16b2o10bo24bo$503b2o28b3o20bo$255b2o279bo19b2o$256bo
278b2o$256bobo291b2o$257b2o54bo189b2o45bo$311bobo189b2o42b2obo$312b2o
232bo2bo$547b2o$532b2o$532b2o2$256b2o4b2o240bo$256b2o4b2o239bobo$504bo
14b2o3bo$519bo3bobo$520bo3bobo$261b2o258bo3bobob2o$257b2o2b2o250b2o4bo
b4o2bob2o$256bobo254bobo3b2o3bobo$256bo12b2o4b3o237bo6bobob2ob2o$255b
2o11bobo5bo226bo11b2o2b3obo3bobo$268bo7b3o223bo16bo2bo4bobo10b2o$267b
2o233b3o15b2o6bo11b2o5$269b2o$268bobo23bo$268bo23b3o$267b2o22bo$275b2o
14b2o$275b2o4$329bo$327bobo$328b2o4$294b2o$289b2o2bo2bo96bo18bo$274b2o
13bobo2b2o97b3o7b2o5b3o$273bobo16b2o102bo6b2o4bo$273bo19bo101b2o12b2o$
272b2o16bo2bob2o$289bobob2obo$290bobo115b2o$291bo2b2o107b2o3b2o$292b2o
b3o105b2o$298bo$292b2ob3o$292b2obo$414bo7bo$284b2o126b3o5b3o$275b2o7b
2o125bo7bo$276bo134b2o6b2o$276bobo$277b2o160bo184b2o$437b3o184bobo$
436bo189bo4b2o$411bo11b2o11b2o11bo172b4ob2o2bo2bo$297b2o112b3o9b2o24b
3o170bo2bobobobob2o$297b2o112bobo38bo172bobobobo$375bo37bo37b2o173b2ob
obo$376bo89b2o162bo$374b3o89bo$463b2obo149b2o$282bo179bo2bo151bo7b2o$
281bobo179b2o152bobo5b2o$281bobo164b2o168b2o$282bo165b2o$279b3o365bo$
279bo365b3o$644bo$435b2o3bo203b2o$435bo3bobo160bo$422b2o12bo3bobo158bo
bo3b2o19b2o$369bo51bobo13bo3bobob2o153bo2bo3bo20bo23b2o$367bobo51bo13b
ob4o2bob2o153bobob2obo21b3o21bo$368b2o50b2o12bobo3bobo156b2obobobo24bo
21bob2o$434bobo2bo2b2ob2o150bo2bob2o41b2o4b3o2bo$435bo3b2o2bobo151b2o
46b2o3bo3b2o$443bobo10b2o192b4o$444bo11b2o178b2o15bo$612b2o5b2o14bobo
12b3o$613b2o4bo15bo13bo$612bo4bobo14b2o14b5o$599b2o16b2o10bo24bo$599b
2o28b3o20bo$632bo19b2o$631b2o$646b2o$404bo194b2o45bo$402bobo194b2o42b
2obo$403b2o237bo2bo$643b2o$628b2o$628b2o2$600bo$599bobo$600bo14b2o3bo$
615bo3bobo$616bo3bobo$617bo3bobob2o$609b2o4bob4o2bob2o$204b2o403bobo3b
2o3bobo$205bo27b2o376bo6bobob2ob2o$203bo7b2o3b2o6bo7bobo376b2o2b3obo3b
obo$201b4o6b2o3b2o5bobo8bo363bobo14bo2bo4bobo10b2o$200bo23bo373b2o16b
2o6bo11b2o$199bo2b3o394bo$200b2o2bo$202b2o$202bo$203bo$200b3o$200bo$
229b2o$229bo$209bo20b3o$208bo23bo$208b3o2$225b2o2b2ob2o186bo$190bo34bo
bo2bobobo183bobo$190b3o17b2o16b2o2bobo184b2o$193bo17bo17bobobo$192b2o
14b3o15bo2bo2bo467b2o$208bo16bobob3o468bobo$226bobo473bo4b2o$184b2o41b
o2b2o257bo18bo189b4ob2o2bo2bo$184bo43b2ob3o255b3o7b2o5b3o189bo2bobobob
ob2o$181b2obo49bo257bo6b2o4bo195bobobobo$181bo2b3o4b2o35b2ob3o257b2o
12b2o195b2obobo$182b2o3bo3b2o35b2obo474bo$184b4o$184bo15b2o18b2o282b2o
186b2o$185b3o12bobo8b2o7b2o277b2o3b2o187bo7b2o$188bo13bo9bo286b2o192bo
bo5b2o$183b5o14b2o8bobo479b2o$183bo29b2o$185bo537bo$184b2o24bo299bo7bo
202b3o$208b3o297b3o5b3o201bo$207bo25b2o272bo7bo204b2o$207b2o24b2o272b
2o6b2o161bo$677bobo3b2o19b2o$535bo140bo2bo3bo20bo23b2o$533b3o140bobob
2obo21b3o21bo$532bo142b2obobobo24bo21bob2o$218bo288bo11b2o11b2o11bo
127bo2bob2o41b2o4b3o2bo$217bobo253bo32b2obo9b2o24b3o125b2o46b2o3bo3b2o
$197b2o18bobo254bo32bob2o37bo177b4o$196bobo5b2o12bo247bo5b3o33bo38b2o
163b2o15bo$196bo7b2o9b3o249bo94b2o124b2o5b2o14bobo12b3o$195b2o18bo249b
3o94bo124bobo5bo15bo13bo$559b2obo126bo3bobo14b2o14b5o$209bo348bo2bo
113b2o16b2o10bo24bo$205b2obobo348b2o114b2o28b3o20bo$204bobobobo333b2o
162bo19b2o$201bo2bobobobob2o330b2o161b2o$201b4ob2o2bo2bo508b2o$205bo4b
2o463b2o45bo$203bobo469b2o42b2obo$203b2o326b2o3bo181bo2bo$531bo3bobo
181b2o$518b2o12bo3bobo165b2o$460bo56bobo13bo3bobob2o161b2o$458bobo56bo
13bob4o2bob2o$459b2o55b2o12bobo3bobo137bo$530bobo2bo2b2ob2o132bobo$
531bo3b2o2bobo134bo14b2o3bo$539bobo10b2o137bo3bobo$540bo11b2o138bo3bob
o$693bo3bobob2o$685b2o4bob4o2bob2o$685bobo3b2o3bobo$687bo6bobob2ob2o$
675bo11b2o2b3obo3bobo$674bo16bo2bo4bobo10b2o$674b3o15b2o6bo11b2o2$495b
o$493bobo$494b2o17$565bo18bo$565b3o7b2o5b3o$568bo6b2o4bo$567b2o12b2o3$
580b2o$575b2o3b2o$575b2o4$586bo7bo$511bo72b3o5b3o$509bobo71bo7bo$510b
2o71b2o6b2o2$611bo$609b3o$608bo$583bo11b2o11b2o11bo$583b3o9b2o24b3o$
583bobo38bo$585bo37b2o$638b2o$638bo$635b2obo$634bo2bo$635b2o$620b2o$
620b2o4$607b2o3bo$607bo3bobo$594b2o12bo3bobo$593bobo13bo3bobob2o$593bo
13bob4o2bob2o$592b2o12bobo3bobo$606bobo2bo2b2ob2o$564bo42bo3b2o2bobo$
565bo2bobo44bobo10b2o$557bo5b3o3b2o45bo11b2o$558bo10bo$556b3o12$551bo$
549bobo$550b2o13$586bo$584bobo$585b2o30$602bo$600bobo$601b2o6$645bo$
646bo$644b3o18$655bo$656bo2bobo$648bo5b3o3b2o$649bo10bo$647b3o12$642bo
$640bobo$641b2o13$677bo$675bobo$676b2o30$693bo$691bobo$692b2o!
Also, while I was at this thread, I happened to notice that that can be made more efficient because two of the gliders are on the same lane.

Code: Select all

x = 816, y = 796, rule = B3/S23
42$104b2o$104bobo$106bo4b2o$102b4ob2o2bo2bo$102bo2bobobobob2o$105bobo
bobo$106b2obobo$110bo2$96b2o18bo$97bo7b2o9b3o$97bobo5b2o12bo$98b2o18b
obo$118bobo$119bo3$102b2o$101bobo$103bo4b2o24b2o$108bo25b2o$109b3o$85b
2o24bo$86bo$84bo29b2o$84b5o14b2o8bobo$89bo13bo9bo$86b3o12bobo8b2o7b2o
$85bo15b2o18b2o$85b4o$83b2o3bo3b2o35b2obo$82bo2b3o4b2o35b2ob3o$82b2ob
o49bo$85bo43b2ob3o$85b2o41bo2b2o$127bobo$109bo16bobob3o$93b2o14b3o15b
o2bo2bo$94bo17bo17bobobo$91b3o17b2o16b2o2bobo$91bo34bobo2bobobo$126b2o
2b2ob2o3$133bo$111b3o17b3o$111bo18bo$112bo17b2o$101bo$101b3o$104bo$103b
o$103b2o$101b2o2bo$100bo2b3o27bo$101bo23bo5bobo$102b4o6b2o3b2o5bobo5b
2o$104bo7b2o3b2o6bo$106bo$105b2o23$161bo$162bo$160b3o$134b2o3b2o$134b
2o2bob3o$138bo4bo$134b4ob2o2bo$134bo2bobobob2o$137bobobobo$138b2obobo
$142bo2$128b2o$129bo7b2o$129bobo5b2o$130b2o7$140b2o$140bo$141b3o$143b
o16$188bo$186b3o$185bo$185b2o6$178bo$176bobo$177b2o2$171b2o$171b2o3$193b
2o$182b2o9b2o$181bo2bo$182bobo$183bo$224bo$222bobo$223b2o$170bob2o$87b
2o79b3ob2o13b2o$86bobo78bo19b2o$88bo79b3ob2o6b2o$170bobo7b2o$170bobo$
171bo19$252bo$253bo$251b3o$23b2o11bo6b2o$23b2o10bobo4bo2bo$35bobo3bob
3o2b2o$34b2ob2obobo6bo$38bobo3b2o3bobo$34b2obo2b4obo4b2o$34b2obobo3bo
$38bobo3bo$39bobo3bo$40bo3b2o14bo$59bobo$60bo2$31b2o$31b2o$16b2o$15bo
2bo$14bob2o42b2o$14bo45b2o$13b2o$28b2o$7b2o19bo$8bo20b3o28b2o$6bo24bo
10b2o16b2o$6b5o14b2o14bobo$11bo13bo15bo$8b3o12bobo14b2o$7bo15b2o507b2o
$7b4o521bobo$5b2o3bo3b2o46b2o204bo265bo4b2o$4bo2b3o4b2o41b2obo2bo205b
o260b4ob2o2bo2bo$4b2obo21bo24bobobob2o205b3o260bo2bobobobob2o$7bo13b3o
5b3o21bob2obobo472bobobobo$7b2o12bo10bo20bo3bo2bo473b2obobo$22bo8b2o19b
2o3bobo478bo$58bo$15b2o507b2o$16bo508bo7b2o$13b3o509bobo5b2o$13bo512b
2o2$41b2o512bo$34b2o5bobo509b3o$34b2o7bo508bo$43b2o507b2o$510bo$30bo478b
obo3b2o19b2o8bo$29bobob2o473bo2bo3bo20bo10bo12b2o$29bobobobo472bobob2o
bo21b3o5b3o13bo$26b2obobobobo2bo468b2obobobo24bo21bob2o$26bo2bo2b2ob4o
466bo2bob2o41b2o4b3o2bo$28b2o4bo470b2o46b2o3bo3b2o$34bobo521b4o$35b2o
507b2o15bo$527b2o14bobo12b3o$527bo15bo13bo$525bobo14b2o14b5o$507b2o16b
2o10bo24bo$507b2o28b3o20bo$259b2o26bo252bo19b2o$260bo25bo28bo223b2o$260b
obo23bobo24bobo238b2o$261b2o2b3o19bobo24b2o191b2o45bo$264bo2bo20b2o217b
2o42b2obo$264bo3bo28bo252bo2bo$263b2o2bo25b2o2b3o251b2o$265bo24bo5b5o
235b2o$266b2o21bo6bo3b2o234b2o$266b3o19bo6bobo$260b2o4b3o19bo3b2o2b4o
208bo$260b2o26b2o3bo4bo208bobo$290b3o215bo14b2o3bo$278b2o10b3o230bo3b
obo$278b2o28bo215bo3bobo$265b2o42bo215bo3bobob2o$261b2o2b2o40b3o207b2o
4bob4o2bob2o$260bobo24b2o228bobo3b2o3bobo$260bo12b2o12b2o230bo6bobob2o
b2o$259b2o11bobo244b2o2b3obo3bobo$272bo250bo2bo4bobo10b2o$271b2o251b2o
6bo11b2o5$273b2o$272bobo23bo$272bo23b3o$271b2o22bo47bo$279b2o14b2o47b
o$279b2o61b3o10$298b2o$293b2o2bo2bo96bo18bo$278b2o13bobo2b2o97b3o7b2o
5b3o$277bobo16b2o102bo6b2o4bo$277bo19bo101b2o12b2o$276b2o16bo2bob2o102b
o76bo$293bobob2obo100b3o76bobo$294bobo103bo3bo7b2o66b2o$295bo2b2o100b
o4b3o4b2o$296b2ob3o98b2obob3o$302bo99bo3b2o$296b2ob3o$296b2obo$418bo7b
o$288b2o126b3o5b3o$279b2o7b2o125bo7bo$280bo134b2o6b2o$280bobo$281b2o160b
o184b2o$441b3o184bobo$359bo50b2o28bo189bo4b2o$360bo49b2o15b2o11b2o11b
o172b4ob2o2bo2bo$301b2o55b3o66b2o24b3o170bo2bobobobob2o$301b2o153bo172b
obobobo$455b2o173b2obobo$470b2o162bo$470bo$467b2obo149b2o$286bo111b2o
66bo2bo151bo7b2o$285bobo109bo2bo13b2o51b2o152bobo5b2o$285bobo111bobo4b
3o5b2o36b2o168b2o$286bo113b2o3bo2bo43b2o$283b3o118bo4b2o240bo$283bo125b
2o238b3o$407bob2o237bo$403bo3b2o30b2o3bo203b2o$403bo35bo3bobo160bo$406b
o19b2o12bo3bobo158bobo3b2o19b2o$404b2obo17bobo13bo3bobob2o153bo2bo3bo
20bo8bobo12b2o$402b3ob2o17bo13bob4o2bob2o153bobob2obo21b3o6b2o13bo$403b
2o2b2o15b2o12bobo3bobo156b2obobobo24bo6bo14bob2o$403b2o2bo30bobo2bo2b
2ob2o150bo2bob2o41b2o4b3o2bo$263b3o138b2o33bo3b2o2bobo151b2o46b2o3bo3b
2o$265bo139bo41bobo10b2o192b4o$264bo183bo11b2o178b2o15bo$623b2o14bobo
12b3o$623bo15bo13bo$621bobo14b2o14b5o$603b2o16b2o10bo24bo$413bo189b2o
28b3o20bo$411bobo222bo19b2o$406bo5b2o221b2o$404bobo243b2o$405b2o196b2o
45bo$603b2o42b2obo$646bo2bo$647b2o$632b2o$632b2o2$604bo$603bobo$604bo
14b2o3bo$619bo3bobo$399bo220bo3bobo$400bo220bo3bobob2o$398b3o212b2o4b
ob4o2bob2o$208b2o403bobo3b2o3bobo$209bo405bo6bobob2ob2o$207bo7b2o3b2o
6bo386b2o2b3obo3bobo$205b4o6b2o3b2o5bobo389bo2bo4bobo10b2o$204bo23bo391b
2o6bo11b2o$203bo2b3o$204b2o2bo$206b2o$206bo$207bo$204b3o$204bo$233b2o
199bo$233bo201bo$234b3o196b3o$236bo3$229b2o2b2ob2o$194bo34bobo2bobobo
$194b3o17b2o16b2o2bobo$197bo17bo17bobobo$196b2o14b3o15bo2bo2bo467b2o$
212bo16bobob3o468bobo$230bobo473bo4b2o$188b2o41bo2b2o257bo18bo189b4ob
2o2bo2bo$188bo43b2ob3o255b3o7b2o5b3o189bo2bobobobob2o$185b2obo49bo257b
o6b2o4bo195bobobobo$185bo2b3o4b2o35b2ob3o257b2o12b2o195b2obobo$186b2o
3bo3b2o35b2obo260b2obo77bo132bo$188b4o305b4o74b2o$188bo15b2o18b2o270b
ob5o5b2o66b2o118b2o$189b3o12bobo8b2o7b2o269b2o6bo4b2o187bo7b2o$192bo13b
o9bo279b3obo3bo192bobo5b2o$187b5o14b2o8bobo278b2o2bobo194b2o$187bo29b
2o$189bo537bo$188b2o24bo299bo7bo202b3o$212b3o297b3o5b3o201bo$211bo25b
2o272bo7bo204b2o$206bo4b2o24b2o272b2o6b2o161bo$204bobo474bobo3b2o19b2o
8bo$205b2o332bo140bo2bo3bo20bo10bo12b2o$537b3o140bobob2obo21b3o5b3o13b
o$450bo55b2o28bo142b2obobobo24bo21bob2o$222bo228bo54b2o15b2o11b2o11bo
127bo2bob2o41b2o4b3o2bo$221bobo225b3o71b2o24b3o125b2o46b2o3bo3b2o$201b
2o18bobo328bo177b4o$200bobo5b2o12bo328b2o163b2o15bo$200bo7b2o9b3o344b
2o131b2o14bobo12b3o$199b2o18bo346bo132bo15bo13bo$563b2obo130bobo14b2o
14b5o$213bo280b2o66bo2bo113b2o16b2o10bo24bo$209b2obobo281bo6bo6b2o51b
2o114b2o28b3o20bo$208bobobobo280bobo4b3o5b2o36b2o162bo19b2o$205bo2bob
obobob2o278b2o3b2obo43b2o161b2o$205b4ob2o2bo2bo286bobo219b2o$209bo4b2o
291bo171b2o45bo$207bobo293bo2bo172b2o42b2obo$207b2o294b3o29b2o3bo181b
o2bo$503bo31bo3bobo181b2o$500b3o19b2o12bo3bobo165b2o$500bo2bo17bobo13b
o3bobob2o161b2o$498bo22bo13bob4o2bob2o$504bo15b2o12bobo3bobo137bo$502b
3o29bobo2bo2b2ob2o132bobo$499bob2o32bo3b2o2bobo134bo14b2o3bo$500b2o41b
obo10b2o137bo3bobo$544bo11b2o138bo3bobo$697bo3bobob2o$689b2o4bob4o2bo
b2o$689bobo3b2o3bobo$691bo6bobob2ob2o$504bo3bo182b2o2b3obo3bobo$502bo
bo4b2o184bo2bo4bobo10b2o$497bo5b2o3b2o186b2o6bo11b2o$495bobo$496b2o11$
490bo$491bo$489b3o6$569bo18bo$569b3o7b2o5b3o$572bo6b2o4bo$571b2o12b2o
$575bo76bo$573b3o76bobo$572bo3bo7b2o66b2o$525bo46bo4b3o4b2o$526bo45b2o
bob3o$524b3o47bo3b2o3$590bo7bo$588b3o5b3o$587bo7bo$587b2o6b2o2$615bo$
613b3o$582b2o28bo$582b2o15b2o11b2o11bo$599b2o24b3o$628bo$627b2o$642b2o
$642bo$639b2obo$570b2o66bo2bo$569bo2bo13b2o51b2o$571bobo4b3o5b2o36b2o
$572b2o3bo2bo43b2o$576bo4b2o$581b2o$579bob2o$575bo3b2o30b2o3bo$575bo35b
o3bobo$578bo19b2o12bo3bobo$576b2obo17bobo13bo3bobob2o$574b3ob2o17bo13b
ob4o2bob2o$541bo33b2o2b2o15b2o12bobo3bobo$542bo32b2o2bo30bobo2bo2b2ob
2o$540b3o33b2o33bo3b2o2bobo$577bo41bobo10b2o$620bo11b2o5$585bo$583bob
o$584b2o18$595bo3bo$593bobo4b2o$588bo5b2o3b2o$586bobo$587b2o11$581bo$
582bo$580b3o13$616bo$617bo$615b3o30$632bo$633bo$631b3o7$676bo$674bobo
$675b2o18$686bo3bo$684bobo4b2o$679bo5b2o3b2o$677bobo$678b2o11$672bo$673b
o$671b3o13$707bo$708bo$706b3o30$723bo$724bo$722b3o7$767bo$765bobo$766b
2o18$777bo3bo$775bobo4b2o$770bo5b2o3b2o$768bobo$769b2o11$763bo$764bo$
762b3o13$798bo$799bo$797b3o30$814bo$815bo$813b3o!


Edit: I looked, and that was already employed in the bounding box reduction.
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Re: Cordership Discussion Thread

Post by wwei23 » October 6th, 2020, 1:24 pm

MathAndCode wrote:
October 6th, 2020, 1:22 pm
Is there a switch that lets gliders through or blocks them depending on its state and can be toggled each way with one glider (not necessarily on the same lane but preferably from the same direction)?
I have no idea.

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Re: Cordership Discussion Thread

Post by MathAndCode » October 6th, 2020, 2:25 pm

wwei23 wrote:
October 6th, 2020, 1:24 pm
MathAndCode wrote:
October 6th, 2020, 1:22 pm
Is there a switch that lets gliders through or blocks them depending on its state and can be toggled each way with one glider (not necessarily on the same lane but preferably from the same direction)?
I have no idea.
I might be able to design something inefficient since the period is known and fairly long. Something that would be useful would be using a pair of 180° reflectors (90° reflectors could be used, but there would be less room between them, which could be a problem.) where one can be used as a merge circuit, and one (possibly the same) can be made into a splitter. Unfortunately, using two boojums, two rectifiers, or one of each all result in a period that is even but not a multiple of four. (We need a period that is a multiple of four but not a multiple of eight.)

Edit: This doesn't work either, at least not with another copy of itself.
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Re: Cordership Discussion Thread

Post by wwei23 » October 12th, 2020, 11:31 am

MathAndCode wrote:
October 6th, 2020, 2:25 pm
Edit: This doesn't work either, at least not with another copy of itself.
What about an Fx119 inserter?

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Re: Cordership Discussion Thread

Post by MathAndCode » October 12th, 2020, 12:21 pm

wwei23 wrote:
October 12th, 2020, 11:31 am
MathAndCode wrote:
October 6th, 2020, 2:25 pm
Edit: This doesn't work either, at least not with another copy of itself.
What about an Fx119 inserter?
Assuming that you mean with a syringe, an Fx119 inserter would not work, at least not with another syringe-Fx199 inserter circuit, because the output glider would have the same parity as the input glider an odd number of generations earlier, but it needs to have the same parity as the input glider an even number of generations earlier.
Last edited by MathAndCode on December 7th, 2020, 12:07 am, edited 1 time in total.
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Re: Cordership Discussion Thread

Post by Schiaparelliorbust » October 13th, 2020, 6:32 am

Gustone wrote:
September 27th, 2020, 1:07 pm
Oh cool a stationary wickstretcher
I think it's called an extruder. There is a traffic lights extruder in Golly's pattern files under signal circuitry.
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Re: Cordership Discussion Thread

Post by bubblegum » October 13th, 2020, 11:41 am

Schiaparelliorbust wrote:
October 13th, 2020, 6:32 am
Gustone wrote:
September 27th, 2020, 1:07 pm
Oh cool a stationary wickstretcher
I think it's called an extruder. There is a traffic lights extruder in Golly's pattern files under signal circuitry.
I have a memory of someone saying that already.
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Re: Cordership Discussion Thread

Post by Schiaparelliorbust » October 13th, 2020, 11:45 am

bubblegum wrote:
October 13th, 2020, 11:41 am
Schiaparelliorbust wrote:
October 13th, 2020, 6:32 am
Gustone wrote:
September 27th, 2020, 1:07 pm
Oh cool a stationary wickstretcher
I think it's called an extruder. There is a traffic lights extruder in Golly's pattern files under signal circuitry.
I have a memory of someone saying that already.
Yes me too.
dvgrn wrote:
September 25th, 2020, 8:56 am
wwei23 wrote:
September 24th, 2020, 11:06 pm
What kind of pattern is this? According to the LifeWiki, a wickstretcher is a spaceship-like pattern that stretches a wick that is fixed at the other end, but here, we have an oscillator-like pattern that extends a wick that moves at the other end.
I think the term you're looking for might be extruder. We have the old traffic-lights extruder (which I hope someone rebuilds with stable circuitry at some point) and the triple Snark-wick extruder in Golly's Patterns/HashLife -- and now this switch engine extruder. Or is it a "Cordercolumn extruder"?
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Re: Cordership Discussion Thread

Post by MathAndCode » October 13th, 2020, 11:59 am

MathAndCode wrote:
October 6th, 2020, 2:25 pm
I might be able to design something inefficient since the period is known and fairly long. Something that would be useful would be using a pair of 180° reflectors (90° reflectors could be used, but there would be less room between them, which could be a problem.) where one can be used as a merge circuit, and one (possibly the same) can be made into a splitter. Unfortunately, using two boojums, two rectifiers, or one of each all result in a period that is even but not a multiple of four. (We need a period that is a multiple of four but not a multiple of eight.)

Edit: This doesn't work either, at least not with another copy of itself.
I think that I've figured out what to do. I need a splitter, and I need a piece of circuitry that can be used as a merge circuit, so I'll use the Scorbie splitter for both. In order to feed the 90° output back into the input, I need a color-changing reflector, so I'll use the color-changing 90° reflector here and a rectifier. I'll put a glider stopper somewhere in the circuit, and one or two beehive stoppers will synchronize the output with the p364 glider loops. I'll hopefully try to put those pieces together later later today. Hopefully, there's enough clearance for p364.



Another edit: I couldn't use the rectifier by itself because the incoming glider would have crashed into the Scorbie splitter's syringe's beehive with tail, so I had to combine it with a bandersnatch, which increased the loop time to 785, which is over twice what I want.

Code: Select all

x = 90, y = 119, rule = B3/S23
64bo$62b3o$61bo$61b2o5$40b2o$39bobo$39bo$38b
2o3$43b2o$42bobo$42bo25bo$41b2o23bobo$67b2o4$88bo$52b2o32b3o$52b2o31b
o$60b2o23b2o$60bo$61b3o$63bo29b2o$94bo$62bo31bob2o$61bobo22b2o4b3o2bo
$61bobo22b2o3bo3b2o$60b2ob3o25b4o$66bo10b2o15bo$60b2ob3o10bobo12b3o$60b
2obo12bo13bo$75b2o14b5o$52b2o41bo$43b2o7b2o39bo$44bo48b2o$44bobo$45b2o
4$65b2o$65b2o5$50bo$49bobo$49bobo$50bo$47b3o$47bo$42bo$42b3o$45bo$44b
2o9$11bo$11b3o44b2o$14bo43b2o$13b2o2$36b2o$36b2o9b2o$46bo2bo$46bobo$4b
o42bo$4b3o23b2o$7bo21bo2bo$6b2o22b2o$57b2obo$42b2o13b2ob3o$42b2o19bo$
49b2o6b2ob3o$49b2o7bobo$58bobo$59bo$16b2o$16b2o9$8b2o$3b2o2bo2bo$3bo4b
obo$2obo5bo$bobob2o$o2bo2bo$2o2bo4bo$5b5o2$4bob2o$4b2obo!
Also, the repeat time is equivalent to 5 mod 8, but it needs to be equivalent to 4 mod 8. I wish that the infoboxes or wiki pages for glider reflectors would include the number of generations mod four until the glider returns to the same state, just like they include whether the reflector is color-changing or color-preserving. Using Herschel conduits would theoretically be okay as long as the repeat time of the entire loop is 364, but Herschel conduits would be trickier to line up, to adjust the timing of, and probably to switch on and off.



Yet another edit: This is going so poorly that I started trying to find a conduit myself.

Code: Select all

x = 29, y = 18, rule = LifeHistory
7.2A17.D$6.A2.A16.D.D$7.2A17.3D$28.D7$11.A$10.A.A$10.A.A$11.A$A$A.A$3A$2.A!
#C [[ T 88 PAUSE 1 ]]
Is there a computer program for this? I feel that there wouldn't be because most of the time, once could just make a signal loop two or three times as long as necessary then put in multiple signals equally spaced. However, I tend to be wrong with this sort of thing (i.e. there probably is a computer program), so if you're reading this, and you know of one, please either tell me how to find it or give me a p364 signal loop with a way to terminate the signal and a way to insert a new one.
Also, that reaction is probably known and has either already been made into a conduit that is merely unlisted on LifeWiki or has been the target of a lot of unsuccessful effort from conduit-makers.



Fourth edit: This is frustrating.

Code: Select all

x = 82, y = 77, rule = B3/S23
63b2o$62bobo$56b2o4bo$54bo2bo2b2ob4o$54b2obobobobo2bo$57bobobobo$57bo
bob2o$58bo2$71b2o$62b2o7bo$62b2o5bobo$69b2o2$11bo$9b3o$8bo$8b2o7bo$15b
3o$14bo24bo19b2o5b3o$14b2o23b3o14bo3bo5bo$42bo13b4o7bo$41b2o$56b2o$56b
o6b2o15b2o$53b2obo3bo3bo15bo$52bo2bo3bobo2bobo11bobo$53b2o4bobo3b2o11b
2o$23b2o13b2o17b3ob2o9bo$23b2o13b2o16bo14bobo$57b3ob2o8bobo$59bob2o9b
o3$60b2o$59bobo$25b2o6bob2o19bo2bo$2b2o21bobo3b3ob2o18bobob2o13b2o$bo
bo23bo2bo25bo2bo14bo$bo25b2o2b3ob2o22bobo13b3o$2o31bobo24b2o15bo$33bo
bo10b2o$34bo11b2o11$39bo$37b3o$36bo$36b2o$21b2o$22bo$22bob2o$23bo2bo$
24b2o$39b2o13b2o$39b2o13b2o7$42b2obo$42b2ob3o$48bo22bo$42b2ob3o22bobo
$43bobo24b2o$31b2o10bobo$31b2o11bo!
The repeat time is 649, which is both too long and equivalent to 1 mod 8 instead of 4 mod 8, and even if it worked, I'm not sure how to get rid of the beehive. (My best idea was that the block could be replaced with a conduit that turned the beehive into a glider, but if the syringe could be made into a splitter so easily, we'd probably already know.) I think that I need help from someone more experienced with conduits.



Fifth edit: It occurred to me that a Herschel stopper might work. However:
  • Trying to put it directly after a syringe requires one to remove the eater 5, which restricts the following conduit to a late dependent conduit. The only such conduit that I could find was L122, and its traffic light eater would overlap the snake or fishhook.
  • Trying to put an Fx77 or R64 in between the syringe and Herschel stopper prevents a glider from having the clearance necessary to reach the boat-bit.
  • The other Herschel conduits that I checked (Lx# and R# with fairly short steps times) didn't work for various reasons.
  • I couldn't find a collection of conduits that allowed a p364 pure Herschel signal loop, and that would be more difficult to inject a signal into anyway.
In order words, I need help.
Last edited by MathAndCode on December 7th, 2020, 12:09 am, edited 1 time in total.
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Re: Cordership Discussion Thread

Post by bubblegum » October 14th, 2020, 12:19 pm

MathAndCode wrote:
October 13th, 2020, 11:59 am
long process
So something like this?

Code: Select all

x = 583, y = 325, rule = LifeHistory
582.A$580.2A$581.2A17$88.3D.3D.3D.3D.3D$53.2A33.D.D.D3.D3.D4.D$54.A
33.2D2.3D.3D.3D2.D$54.A.A31.D.D.D5.D.D4.D$55.2A31.D.D.3D.3D.3D2.D3$
93.9D$93.D7.D$93.D7.D$93.D2.C4.D$54.2A4.2A31.D3.2C2.D$54.2A4.2A31.D2.
2C3.D$93.D7.D$93.D7.D$93.9D$59.2A$55.2A2.2A$54.A.A11.2A$54.A12.A.A3.
3D$53.2A12.A6.D$66.2A6.3D6$67.2A$66.A.A$66.A$65.2A$64.A$64.3A$67.A$
66.2A6$19.D44.2A$19.2D43.2A$18.D.D67.2A$88.A.A$3.2A85.A$4.A85.2A$2.A$
2.5A14.2A$7.A13.A$4.3A12.A.A42.2A$3.A15.2A42.A2.A2.2A$3.4A57.2A2.A.A
3.3D$.2A3.A3.2A54.2A7.D$A2.3A4.2A54.A8.3D$2A.A59.2A.A2.A$3.A59.A.2A.A
.A$3.2A62.A.A$64.2A2.A$62.3A.2A$11.2A48.A$12.A11.D37.3A.2A$9.3A11.2D
39.A.2A$9.A13.D.D$74.2A$74.2A7.2A$83.A$81.A.A$81.2A4$61.2A$61.2A3$42.
3D.3D.3D$42.D3.D4.D$42.3D.2D3.D25.A$44.D.D4.D24.A.A$42.3D.3D2.D24.A.A
$77.A$78.3A$43.9D28.A$43.D7.D$43.D7.D41.D$43.D2.C4.D40.2D$43.D3.2C2.D
40.D.D$43.D2.2C3.D$43.D7.D$43.D7.D$43.9D2$77.2A$78.A$78.A.A$68.A10.2A
$66.3A$65.A$65.2A$50.2A48.2A$51.A48.2A$51.A.2A$52.A2.A23.D$53.2A24.D.
D$68.2A9.3D377.A$68.2A11.D375.2A$458.2A3$77.A3.2A$76.A.A3.A10.D$75.A.
A3.A12.2D$71.2A.A.A3.A12.2D$71.2A.A2.4A.A5.2A33.A$75.A.A3.A.A5.A32.A.
A$71.2A.2A2.A2.A.A2.3A33.A.A$72.A.A2.2A3.A3.A34.2A.3A$60.2A10.A.A34.
2A16.A$60.2A11.A35.2A10.2A.3A$121.2A.A7$124.2A$115.A8.2A$114.A.A$114.
A2.A$115.2A$98.2A$97.A.A$97.A24.2A$96.2A24.2A5$39.D73.2A$40.2D71.2A$
39.2D$54.A$52.3A$51.A7.2D49.D$51.2A7.2D49.2D$59.D50.2D$140.A$139.A.A$
139.A.A$138.2A.3A$126.2A16.A$41.2A83.2A10.2A.3A$40.A.A5.2A88.2A.A$40.
A7.2A$39.2A2$53.A$49.2A.A.A$48.A.A.A.A$45.A2.A.A.A.A.2A83.2A$45.4A.2A
2.A2.A74.A8.2A$49.A4.2A75.A.A$47.A.A81.A2.A$47.2A83.2A$115.2A$114.A.A
$114.A24.2A$113.2A24.2A3$299.3D.D.D.3D$299.D.D.D.D2.D$130.2A167.D.D.D
.D2.D$130.2A167.D.D.D.D2.D$299.3D.3D2.D3$127.D172.9D$128.2D170.D7.D$
127.2D171.D7.D$157.A142.D2.2D3.D$156.A.A141.D3.2D2.D$156.A.A141.D2.D
4.D$155.2A.3A139.D7.D$143.2A16.A138.D7.D$143.2A10.2A.3A139.9D$155.2A.
A7$158.2A$149.A8.2A$148.A.A$148.A2.A$149.2A136.C$132.2A151.3C$131.A.A
150.C$131.A24.2A126.2C$130.2A24.2A5$147.2A$147.2A4$144.D$145.2D$144.
2D$174.A$173.A.A$173.A.A$172.2A.3A149.3D.3D.3D.3D$160.2A16.A149.D2.D
3.D4.D$160.2A10.2A.3A150.D2.2D2.3D2.D$172.2A.A152.D2.D5.D2.D$328.D2.
3D.3D2.D2$260.D$260.2D68.9D$259.D.D68.D7.D$330.D7.D$175.2A153.D4.C2.D
$166.A8.2A153.D2.2C3.D$165.A.A162.D3.2C2.D$165.A2.A125.A35.D7.D$166.
2A124.3A35.D7.D$149.2A140.A38.9D$148.A.A140.2A$148.A24.2A$147.2A24.2A
2$313.A$313.3A$316.A$164.2A149.2A$164.2A164.2A$330.A$327.2A.A$302.D
23.A2.A$161.D108.D29.D.D24.2A$162.2D104.D.D29.3D9.2A$161.2D105.3D29.D
11.2A$191.A76.D$190.A.A$190.A.A$189.2A.3A104.2A3.A$177.2A16.A71.2A30.
A3.A.A$177.2A10.2A.3A72.A8.2A22.A3.A.A$189.2A.A75.3A5.A5.2A17.A3.A.A.
2A$270.A6.3A.A.A15.A.4A2.A.2A$279.A.A7.2A7.A.A3.A.A$280.2A7.2A7.A.A2.
A2.2A.2A$299.A3.2A2.A.A$307.A.A10.2A$260.2A46.A11.2A$192.2A66.2A3.2A$
183.A8.2A71.2A$182.A.A$182.A2.A$183.2A67.2A12.2A$166.2A85.A6.2A4.A$
165.A.A82.3A7.2A5.3A$165.A24.2A58.A18.A$164.2A24.2A5$181.2A$181.2A4$
178.D$179.2D$178.2D$193.A$191.3A$190.A7.2D$190.2A7.2D$198.D6$180.2A$
179.A.A5.2A$179.A7.2A$178.2A2$192.A$188.2A.A.A$187.A.A.A.A$184.A2.A.A
.A.A.2A$184.4A.2A2.A2.A$188.A4.2A$186.A.A$186.2A!
Each day is a hidden opportunity, a frozen waterfall that's waiting to be realised, and one that I'll probably be ignoring
sonata wrote:
July 2nd, 2020, 8:33 pm
conwaylife signatures are amazing[citation needed]
anything

MathAndCode
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Re: Cordership Discussion Thread

Post by MathAndCode » October 14th, 2020, 12:27 pm

bubblegum wrote:
October 14th, 2020, 12:19 pm
So something like this?
Yes, that works. The only addition that it needs is for a p364 glider gun is hooked up to the input, which I can do easily. Thank you.
I am tentatively considering myself back.

MathAndCode
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Re: Cordership Discussion Thread

Post by MathAndCode » December 6th, 2020, 1:26 pm

Besides a glider-producing switch engine with another switch engine interacting with its ash some distance back, are there any two-engine corderrakes that emit a forward glider every 384 or 192 generations and emit no sideways gliders?
I am tentatively considering myself back.

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dvgrn
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Re: Cordership Discussion Thread

Post by dvgrn » December 6th, 2020, 11:04 pm

I missed this question the first time around. I'm not sure if you have the solution you want yet, but five Bandersnatches seems like significant superfluous hyperfrumiosity.

Was this the original question?
MathAndCode wrote:
October 6th, 2020, 1:22 pm
Is there a switch that lets gliders through or blocks them depending on its state and can be toggled each way with one glider (not necessarily on the same lane but preferably from the same direction)? (This would be used on the gun made of a glider loop and syringe, so such a switch for the Herschel conduit that the gun uses would also work.
There are a few known switches like this. One involves doing a (2,1) block pull on a standard dependent Herschel conduit, to move its transparent block to a place where it becomes a Herschel-suppressing catalyst:

Code: Select all

x = 121, y = 52, rule = LifeHistory
51.A$49.3A$25.A22.A$25.3A20.2A$28.A17.4B33.A$27.2A16.3B34.A$30.B14.4B
33.3A$8.A21.2B12.5B25.3B$8.3A12.B.3B.4B11.6B24.5B$11.A10.18B2.8B23.6B
$10.2A3.B5.2B2A11BC14B22.8B$10.8B3.2B2A9B3C13B23.8B10.A$12.8B.13BCBC
4B.7B18.B4.9B8.3A$12.22BC15B16.3B3.11B5.A$11.15B.2B2.19B14.6B2.13B3.
2A$9.17B8.17B7.4B2.7B.13B4.B$7.18B11.15B.2B2.28B5.3B27.A$7.2BC15B12.
22BD25B3.6B24.A.A$6.3BCBC4B.7B13.8B.13BDBD23B2.10B21.A.A$7.2B3C13B10.
8B3.2B2A9B3DB2A21B.11B3.2B2.2B12.A$6.5BC14B9.2A3.B5.2B2A11BDB2A22BD3B
2A15BD$5.10B2.8B11.A10.40B2D2B2A15BDBD$5.3B11.6B8.3A12.B.3B.B5.28B2D
18B3DB$5.2B12.5B9.A28.B2.23BD21BD$5.B14.4B29.3B8.23BD21B$2.2A16.3B29.
4B7.24B2.13B.B$3.A17.4B26.4B7.25B2.7B.B$3A20.2A25.4B7.2A2B.20B$A22.A
25.4B7.A.AB2.18B17.2A$24.3A21.4B8.A.B4.18B.B15.A$26.A20.4B8.2A7.18B2A
11.3A$46.4B18.18B2A11.A$45.4B19.3B3.13B$44.4B21.B2.3B.11B$43.4B25.2A
2.9B$42.4B27.A3.7B$41.4B25.3A5.4B$40.4B26.A8.5B$39.4B39.2A$38.4B40.A$
37.4B42.3A$36.4B45.A$35.4B$34.4B$33.4B$32.4B$31.4B$30.4B$29.4B$28.3E$
30.E$29.E!
It's not entirely convenient to have both signals coming from the same side, but you can always arrange for a transparent lane somewhere and bounce the reset glider into place with a few Snarks:

Code: Select all

x = 209, y = 148, rule = LifeHistory
.C$2.C$3C52$192.E$192.E.E$192.2E8$139.A$137.3A$113.A22.A$113.3A20.2A$
116.A54.A$115.2A53.A$170.3A$96.A$96.3A$99.A$86.A11.2A11.2A11.C$84.3A
24.2A9.3C54.A$83.A38.C.C52.3A$83.2A37.C53.A$68.2A106.2A$69.A$69.A.2A
134.A$70.A2.A23.D49.D58.A.A$71.2A10.D13.D.D47.D.D56.A.A$81.D.D2.2A9.
3D36.2A9.3D.2A54.A$82.2D2.2A11.D23.2A11.2A11.D.2A22.D3.2A15.D$124.A
50.2D2.2A15.D.D$121.3A52.2D18.3D$121.A54.D21.D$175.D$94.A3.2A$93.A.A
3.A$89.2A.A.A3.A12.2A13.2A21.2A$89.2A.A4.A13.A15.A20.A.A38.2A$93.5A.A
12.3A10.A22.A41.A$85.2A.A.2A.A4.A.A13.A10.5A14.2A.2A25.2A11.3A$85.A.
2A.A2.A.2A2.A30.A13.A29.2A11.A$78.2A12.2A.A.2A28.3A12.A.A$78.2A46.A
15.2A$126.4A7.2D21.2A$124.2A3.A3.2A2.D.D21.A$123.A2.3A4.2A2.D20.3A$
123.2A.A31.A$126.A43.2A$126.2A42.A$171.3A$173.A$134.2A$135.A$124.A7.
3A$124.3A5.A$127.A$126.2A3$118.2A45.2A$118.A46.A$115.2A.A48.A$115.A2.
3A4.2A2.D17.2A14.5A$116.2A3.A3.2A2.D.D16.A13.A$118.4A7.2D17.A.A12.3A$
118.A15.2A13.2A15.A$119.3A12.A.A17.2D7.4A$122.A13.A16.D.D2.2A3.A3.2A$
117.5A14.2A17.D2.2A4.3A2.A$117.A48.A.2A$119.A23.A22.A$118.2A21.3A21.
2A$140.A$140.2A$157.2A$157.A$138.D19.3A$139.D20.A$137.3D2$130.2A$129.
A.A5.2A$129.A7.2A$128.2A2$142.A$138.2A.A.A$137.A.A.A.A$134.A2.A.A.A.A
.2A$134.4A.2A2.A2.A$138.A4.2A$136.A.A$136.2A!
The green glider shuts off the circuit, and the yellow glider re-enables it, kind of like the green and yellow rings in the _Magician's Apprentice_.

Do you need the set and reset signals to be able to come in at any time, independent of the timing of the signals going through the Herschel circuit? That would take a bit more work.

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Re: Cordership Discussion Thread

Post by MathAndCode » December 7th, 2020, 12:18 am

dvgrn wrote:
December 6th, 2020, 11:04 pm
Was this the original question?
MathAndCode wrote:
October 6th, 2020, 1:22 pm
Is there a switch that lets gliders through or blocks them depending on its state and can be toggled each way with one glider (not necessarily on the same lane but preferably from the same direction)? (This would be used on the gun made of a glider loop and syringe, so such a switch for the Herschel conduit that the gun uses would also work.
What I was trying to do originally was make a togglable Cordercolumn gun, so I needed some way to turn the glider streams synthesizing the Cordercolumn on or off. (I was not planning to install a switch on each gun but instead figured that I would turn on or off a few perpendicular glider streams that would annihilate those glider streams).
dvgrn wrote:
December 6th, 2020, 11:04 pm
It's not entirely convenient to have both signals coming from the same side, but you can always arrange for a transparent lane somewhere and bounce the reset glider into place with a few Snarks:
The idea of the signals coming from the same direction was that it would be theoretically possible for some master controller to be able to turn the gun on or off. (I doubt that anyone will actually make this part of some larger pattern, but what's the point of having a togglable gun if it's inconvenient to toggle it?) It is in no way an absolute necessity, but I happened to see this post yesterday. All three examples use one lane for turning the signal on or off, and two work with the same modular timing.
dvgrn wrote:
December 6th, 2020, 11:04 pm
Do you need the set and reset signals to be able to come in at any time, independent of the timing of the signals going through the Herschel circuit? That would take a bit more work.
I need a synchronized signal anyway in order to synthesize a two-engine Cordership in order to stabilize the back of each Cordercolumn. Theoretically, I could use a beehive stopper or something in order to allow unsynchronized gliders, but that's complicated and unnecessary. My original idea was using a p364 glider loop including a splitter and merge circuit and finding a way to insert a still life that would annihilate gliders. This could be modified to also yield a synchronized output from an unsynchronized input by adding a boat or another turner instead of an object that would simply annihilate a glider, but the problem is that I wasn't able to create such a loop at p364.
Also, you didn't stop me from being able to proceed with this by not responding. bubblegum's solution works, but I never got around to finishing it because I got busy with something else. (I think that that was about the time that I started working on conduits, which would not have been a coincidence.) However, since you've reminded me of this (and thank you for doing so, by the way), I'll probably get around to completing it after I make a B3S23 Sextuple X.
I am tentatively considering myself back.

wwei23

Re: Cordership Discussion Thread

Post by wwei23 » January 8th, 2021, 9:26 am

A corderrake that uses a 2-engine cordership to liberate gliders from a 3-engine cordership.

Code: Select all

x = 94, y = 77, rule = B3/S23
24b3o$24b3o$25bo$23b2o$23bo$8b2o14bo$8b2o3$25b2o$25b2o10bo$25bo4bo3bo
2bobo2bo$9bo15bo4b5ob2o4bo$2o5b2o15bobo4bobo4bo3bo$2o6bobo16bo$7bo2bo
11b2o2bo11b3o$7bob2o10bo3bo13bo$7bobo12b2o$7bobo13bo$7b3o17b2o$7b3o17b
2o7b2o$36b2o$9bobo2bo31b3o$8bo6bo30b3o$8bo5bo32bo$13bo31b2o$45bo$46bo
$81bo$73b3o5bo$72bo2b2o3bobo$47b2o22bo5bo3bo$47b2o28bo3bo$47bo24b2o2b
o$47bo13b2o11b2o$46bobo12b2o$49bo$31b2o11b2o2bo$30bo2bo9bo3bo$30bo13b
2o$30bo2bo11bo$31b4o$34bo18b2o35b3o$34bo18b2o13bo21b3o$66b2o9b2o12bo$
65b2o8b3obo9b2o$64bo10bo3bo9bo$65b5o5bob2o11bo$66bo10bo3$91b2o$91b2o$
91bo$91bo$90bobo$93bo$88b2o2bo$87bo3bo$88b2o$89bo7$86b2o$86b2o$74bo$72b
3o$72b2o$73bo2$72bob2o$72b4o$72b2o!

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wwei47
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Re: Cordership Discussion Thread

Post by wwei47 » February 28th, 2021, 6:21 pm

Found this in one of my old Seeds of Destruction puzzles.

Code: Select all

x = 85, y = 146, rule = B3/S23
79bo$78bobo$61b3o13bo3bo$68bo8bo3bo$65b3ob2o4b3obobo$65b2obo5bo2bob2o$
65bo8bobo$53b2o5bo2bo11b2o$53b2o6b3o4$53bo$53b2o$49b2obobo$45b2ob2ob3o
$45b2o2b2o3bo$50bo3bo$51bo2bo$53bo4b2o13b2o$58b2o13b2o3$59b3o$59b2o$
81bobo$71bo7bobobo$65b2o4b3o4bob2o2bo$65b2o4bob2obobo3b2o$71b5ob2o3b2o
$71b2o3b2obo$78bobo$63bo$63bo$63bo6$60bo2bo$59b2o2bob2o6bob2o$58bo4bob
2o4b6o3bo$65b2o3bo4bo5bo$58b2o4bo4bo11bo$60b2ob2o5bo9bo$75bo$72bo2bo$
73bo3$72b2o$72b2o6$57b2o$57b2o7$49b2o$49b2o7$41b2o$41b2o7$33b2o$33b2o
7$25b2o$25b2o7$17b2o$17b2o6$bo$2bo25bo$3o24b3o$26b2ob2o$26bo3b2o$24bob
obobo$23bo2bob2o$23bob2o$24b2o4$19b2o$19b2o$25bo6b3o$25bob2o3b2o$25bob
o5b2o$25bob3o$25b2o11$19b2o3bo$18bob2obo3b2obo$12bo4b2o4bobo3bob2o$11b
obo4b2o2b3o2bobo$11bobo8b2o4bo$12bo3$15bo$14bo2bo$15b2o8b2o$25b2o!
EDIT: It turns out you can make puffers by bonking a 4-in-a-row Cordership's enormous spark with a switch engine from behind.

Code: Select all

x = 176, y = 123, rule = B3/S23
45b3o$44bo2bo$43bo4bo$43bo2b3o$43bo5bo$44b7o$50bo$50bo$48b2o12b2o$62b
2o2$36bo$35bobo9bo$34b2ob2o7bobo$35bo2bo6b2obo$37b3o5b2o$37bobo6b3o21b
2o$38b2o7bo22b2o$38b2o8bo2bo$45bo6bo$45bo6bo$45bo4b3o$36bo$37bo$37b2o$
36b3o3$37b3o$35bo4bo$35b2o3bo$37b4o3$13bo$12b3o14b2o$11bo10bo2bo4bo$
12b2ob2o6b3o2bo2bo$13b3ob2o5b2o2bo2bo$15b4o9bo2bo$29b3o13b2o22b3o$44bo
2bo12bo7bo$45b2o12b3o5bo4b2o$2b3o53b3obo3bo3bo$bo3bo35bo15b2o3b2o2bo2b
o4bo$o4bo8b2o3b3o18bobo13b2o3b3o2bo3bo3bo$o2bobo7b4o23bobo12b2obo2bo2b
o2b2obob3o$2obobo6bo3b2o23bo14bobo3b3o5bo$2b2obo2bo4b2obobo37bo2bobo2b
o6b4o$4b2o2bo43bo3bo6bo9b2o$5b3o13bo29b3o2b2ob3o2bo$18bo2bo28bo2bo2b2o
bob3o29bobo$19b3o27b2o7b3o23bob3o4bobo$50b2o30b2obo4bo5bo$56bobo25b2o
4bo2bo2bo$46bo9b2o32bo2bo2bob2o$45b7o2b2obo31bo4bo$44b2o4b2o3b2o28bo2b
o8bo3bo$43b2ob2o4bobo31b2o14bo$42b2o4bob3o42bo7bo$41b3o6bobo41bo4bo$
42bo2b2obob2o43bobobo4bo$8b2o33b3obo3bo43bo8bo$8b2o34b2obobobo44bo4b2o
bo$46b3obo46bob2ob3o$98b3ob2o5$16b2o$16b2o$108b3o$108bo2bo$111bo$108b
2o$107bobo$108bo2b3o$109b2o2bo$109bo3bo$110bobo$112bo$109bo2bo32b3o$
117bo36bo$117bo29b2o5b3o$108b2o7bob3o25b4o4bo$110b3o6b3o25b2ob3ob2o$
120bo31bobo$120b2o44b2o$121bo44b2o$121b2o2$118b2ob2o$119b3o11bo$119bo$
129bo7bo$129bo8bo2b3o30b2o$128bo4b2o3bo2b3o30b2o$129bobo6bo2b2o2bo$
129bob2o10bobo$143b3o$134bo$170b3o$170bo$167bob2o$167b3o$161b2o5bo$
158bo4bo$163bo$157bo2b3obo$158bo3b4o$153bo4b2o3b3o$140bo11b2o$133b2o6b
2o10b2o$133b2o11b3o2b2o3bo$150b4o2bo$146bo2b2o5bo$155bo$153b3o$155bo2$
141b2o$141b2o!
Help me find high-period c/2 technology!
My guide: https://bit.ly/3uJtzu9
My c/2 tech collection: https://bit.ly/3qUJg0u
Overview of periods: https://bit.ly/3LwE0I5
Most wanted periods: 76,116

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