Line crosser

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Line crosser
x = 1102, y = 1393, rule = B3/S23 463b2o$463bo$464bo$465bo$466bo$467bo$468bo$469bo$470bo$471bo$472bo$ 473bo$474bo$475bo$476bo$477bo$478bo$479bo$480bo$481bo$482bo$483bo$484b o$485bo$486bo$487bo$488bo$489bo$490bo$491bo$492bo$493bo$494bo$495bo$ 496bo$497bo$498bo$499bo$500bo$448b2o51bo$448bobo51bo$450bo4b2o46bo$ 446b4ob2o2bo2bo45bo$446bo2bobobobob2o46bo$449bobobobo50bo$450b2obobo 51bo$454bo53bo$509bo$440b2o68bo$441bo7b2o38bo21bo$441bobo5b2o38b3o20bo $442b2o48bo7b2o11bo$479b2o10b2o7b2o12bo$480bo34bo$480bobo33bo$470bo10b 2o34bo$468b3o47bo$467bo51bo$452b2o13b2o51bo$452bo68bo$453b3o66bo$456bo 66bo$453b2o2bo66bo$452bo2b2o68bo$452b2o16b2o54bo$470b2o23b2o30bo$495bo 13bobobobo12bo$496b3o9bob2ob2obo12bo$498bo9bo3bo3bo13bo$507b2o3bob2o 15bo$478bo3b2o29bo18bo$477bobo3bo27bobo19bo$473b2obobo3bo28b2o21bo$ 473b2obo4bo53bo$477b5obo52bo$469b2obob2obo4b2o53bo$469bob2obo2bob2o57b o$462b2o12b2obob3o55bo$462b2o19bo56bo$541bo$486b2o54bo$486bobo54bo$ 488bo4b2o49bo$484b4ob2o2bo2bo48bo$484bo2bobobobob2o49bo$487bobobobo53b o$488b2obobo54bo$492bo56bo$550bo$478b2o71bo$479bo7b2o38bo24bo$479bobo 5b2o38b3o23bo$480b2o48bo7b2o14bo$517b2o10b2o7b2o15bo$518bo37bo$518bobo 36bo$508bo10b2o37bo$506b3o50bo$505bo54bo$490b2o13b2o54bo$490bo71bo$ 491b3o69bo$494bo69bo$491b2o2bo69bo$490bo2b2o71bo$490b2o16b2o57bo$508b 2o23b2o33bo$533bo13bobobobo15bo$534b3o9bob2ob2obo15bo$536bo9bo3bo3bo 16bo$545b2o3bob2o18bo$516bo3b2o29bo21bo$515bobo3bo27bobo22bo$511b2obob o3bo28b2o24bo$511b2obo4bo56bo$515b5obo55bo$507b2obob2obo4b2o56bo$507bo b2obo2bob2o60bo$500b2o12b2obob3o58bo$500b2o19bo3b2o54bo$525bobo54bo$ 527bo4b2o49bo$523b4ob2o2bo2bo48bo$523bo2bobobobob2o49bo$526bobobobo53b o$527b2obobo54bo$531bo56bo$581bo7bo$517b2o60bobo8bo$518bo7b2o38bo13b2o 9bo$518bobo5b2o38b3o23bo$385b2o132b2o48bo7b2o14bo$385bobo168b2o10b2o7b 2o15bo$387bo4b2o163bo37bo$383b4ob2o2bo2bo161bobo36bo$383bo2bobobobob2o 151bo10b2o37bo$386bobobobo152b3o50bo$387b2obobo151bo54bo$391bo137b2o 13b2o54bo$529bo71bo$377b2o151b3o69bo$378bo7b2o65b2o78bo69bo$378bobo5b 2o17bo47bobo74b2o2bo69bo$379b2o22b3o49bo4b2o67bo2b2o71bo$402bo48b4ob2o 2bo2bo65b2o16b2o57bo$402b2o47bo2bobobobob2o83b2o23b2o33bo$454bobobobo 111bo13bobobobo15bo$455b2obobo112b3o9bob2ob2obo15bo$410b2o47bo115bo9bo 3bo3bo16bo$411bo172b2o3bob2o18bo$389b2o20bob2o30b2o74b2o32bo3b2o29bo 21bo$389bo13b2o4b3o2bo31bo7b2o65bobo30bobo3bo27bobo22bo$390b3o10b2o3bo 3b2o32bobo5b2o17bo49bo4b2o20b2obobo3bo28b2o24bo$392bo15b4o35b2o22b3o 45b4ob2o2bo2bo18b2obo4bo56bo$392bob2o15bo58bo48bo2bobobobob2o22b5obo 55bo$390b2obobo12b3o59b2o50bobobobo17b2obob2obo4b2o56bo$390bo2bo13bo 115b2obobo17bob2obo2bob2o60bo$392b2o14b5o114bo11b2o12b2obob3o58bo$412b o65b2o59b2o19bo2b2o55bo$410bo68bo33b2o48bobo55bo$410b2o45b2o20bob2o31b o7b2o41bo4b2o50bo$457bo13b2o4b3o2bo31bobo5b2o17bo19b4ob2o2bo2bo49bo$ 458b3o10b2o3bo3b2o33b2o22b3o19bo2bobobobob2o50bo$460bo15b4o58bo25bobob obo54bo$460bob2o15bo58b2o25b2obobo48bo6bo$458b2obobo12b3o90bo50bo6bo$ 458bo2bo13bo142b3o7bo$460b2o14b5o65b2o7b2o72bo$452bo27bo66bo8bo7b2o38b o25bo$452b3o23bo46b2o20bob2o5bobo5b2o38b3o24bo$455bo22b2o45bo13b2o4b3o 2bo6b2o48bo7b2o15bo$454b2o70b3o10b2o3bo3b2o44b2o10b2o7b2o16bo$528bo15b 4o47bo38bo$528bob2o15bo47bobo37bo$446b2o78b2obobo12b3o38bo10b2o38bo$ 446bo79bo2bo13bo39b3o51bo$443b2obo81b2o14b5o33bo55bo$443bo2b3o4b2o93bo 18b2o13b2o55bo$444b2o3bo3b2o91bo20bo72bo$446b4o96b2o20b3o70bo$446bo15b 2o107bo70bo$447b3o12bobo2b2o99b2o2bo70bo$450bo13bo2bo99bo2b2o72bo$445b 5o14b3o2bo97b2o16b2o58bo$445bo21b3o115b2o23b2o34bo$448b4o14bo143bo13bo bobobo16bo$442b2o4bo3bo13b2o143b3o9bob2ob2obo16bo$441bobo7b2o160bo9bo 3bo3bo17bo$435b2o4bo180b2o3bob2o19bo$433bo2bo2b2ob4o147bo3b2o29bo22bo$ 433b2obobobobo2bo123b2o21bobo3bo27bobo23bo$436bobobobo125bobo17b2obobo 3bo28b2o25bo$436bobob2o120b2o4bo19b2obo4bo57bo$349bo87bo18b2o102bo2bo 2b2ob4o19b5obo56bo$349b3o103bobo5b2o38bo56b2obobobobo2bo11b2obob2obo4b 2o57bo$352bo97b2o3bo7b2o38b3o57bobobobo14bob2obo2bob2o61bo$351b2o88b2o 7bo3b2o50bo56bobob2o8b2o12b2obob3o59bo$441b2o5bobo54b2o57bo12b2o19bo 60bo$448b2o18bo191bo$343b2o119b2obobo107b2o22b2o58bo$343bo119bobobobo 27b2o69b2o7bo23bobo58bo$340b2obo116bo2bobobobob2o24bo70b2o5bobo25bo4b 2o53bo$340bo2b3o4b2o108b4ob2o2bo2bo21b2obo77b2o22b4ob2o2bo2bo52bo$341b 2o3bo3b2o112bo4b2o23bo2b3o4b2o93bo2bobobobob2o53bo$343b4o115bobo30b2o 3bo3b2o96bobobobo57bo$343bo15b2o77b2o18b2o2b2o33b4o102b2obobo58bo$344b 3o12bobo2b2o73bo18bo9b2o27bo15b2o92bo60bo$312b2o33bo13bo2bo71b3o21bo8b o28b3o12bobo2b2o149bo$313bo28b5o14b3o2bo69bo2b3o14b5o6bo33bo13bo2bo74b 2o75bo$311bo30bo21b3o71bo2bo13bo11b5o14b2o8b5o14b3o2bo44b2o27bo7b2o38b o28bo$311b5o14b2o12bo18bo73b2o2bobo12b3o13bo13bo9bo21b3o45bo19b2o6bobo 5b2o38b3o27bo$316bo13bo12b2o18b2o21b2o54b2o15bo9b3o12bobo11bo18bo45b3o 20bo8b2o48bo7b2o18bo$313b3o12bobo56bo68b4o8bo15b2o11b2o18b2o44bo24bo 43b2o10b2o7b2o19bo$312bo15b2o55bo65b2o3bo3b2o6b4o96b2o14b5o44bo41bo$ 312b4o69b5o14b2o45b2o4b3o2bo3b2o3bo3b2o92bo13bo49bobo40bo$310b2o3bo3b 2o69bo13bo2bo51bob2o2bo2b3o4b2o92bobo12b3o36bo10b2o41bo$309bo2b3o4b2o 66b3o12bobob2o51bo5b2obo101b2o15bo33b3o54bo$309b2obo73bo15b2obo52b2o8b o115b4o32bo58bo$312bo40b2o31b4o15bo62b2o109b2o3bo3b2o15b2o13b2o58bo$ 312b2o38bobo5b2o22b2o3bo3b2o10b3o99b2o70b2o4b3o2bo14bo75bo$352bo7b2o 21bo2b3o4b2o13bo41b2o54bobo5b2o71bob2o15b3o73bo$351b2o30b2obo20b2o41bo 25b2o28bo7b2o71bo21bo69bo3bo$320b2o64bo64b3o23bo27b2o79b2o18b2o2bo69bo 3bo$267b2o52bo43bo20b2o65bo20b3o128bo2b2o63bo4b3o4bo$268bo49b3o40b2obo bo79b2o26bo44bo85b2o16b2o49b2o10bo$266bo51bo41bobobobo79b2o67b2obobo 57b2o43b2o23b2o23b2o12bo$266b5o14b2o70bo2bobobobob2o24b2o118bobobobo 57bo69bo13bobobobo19bo$271bo13bo71b4ob2o2bo2bo25bo115bo2bobobobob2o55b 3o67b3o9bob2ob2obo19bo$268b3o12bobo75bo4b2o24b3o22b2o92b4ob2o2bo2bo57b o69bo9bo3bo3bo20bo$267bo15b2o74bobo30bo17b2o5bobo95bo4b2o138b2o3bob2o 22bo$267b4o88b2o49b2o7bo93bobo115bo3b2o29bo25bo$265b2o3bo3b2o143b2o92b 2o115bobo3bo27bobo26bo$264bo2b3o4b2o350b2obobo3bo28b2o28bo$264b2obo 138bo219b2obo4bo60bo$267bo137bobob2o102b2o115b5obo59bo$267b2o136bobobo bo99bo2bo107b2obob2obo4b2o60bo$402b2obobobobo2bo78b2o14b5o108bob2obo2b ob2o40b2o22bo$273b2o127bo2bo2b2ob4o15b2o62bo13bo106b2o12b2obob3o36bobo 16bo6bo$273bo130b2o4bo19b2o62bobo12b3o103b2o19bo36bo19bo6bo$270b2obo3b 2o131bobo82b2o15bo159b2o17b3o7bo$268bo2bob2o2b2o132b2o96b4o189bo$268b 2obo174b2o56b2o3bo3b2o182b2o4bo$271bo5b2o167b2o56b2o4b3o2bo181bobo4bo$ 271b2o5bo233bob2o181bo7bo$276bo152b2o81bo193bo$276b2o150bo2bo79b2o194b o$401b2o25bo2bo276bo$402bo26b2o278bo$400bo102b2o171b2o32bo$400b5o14b2o 82bo173b2o32bo$405bo13bo84b3o169bo35bo$402b3o12bobo86bo76b2o128bo$401b o15b2o12b2o149bobo98b2o29bo$401b4o25bobo143b2o4bo99bobo30bo$399b2o3bo 3b2o20bo16b2o125bo2bo2b2ob4o97bo31bo$398bo2b3o4b2o19b2o16bobo124b2obob obobo2bo125b2o3bo$398b2obo47bo127bobobobo127b2o5bo$401bo47b2o126bobob 2o103b2o25bo5bo$401b2o175bo106bobo32bo$687bo33bo$591b2o105b2o10b2o10bo $409b2o171b2o7bo107bo10bobo10bo$410bo42b2o127b2o5bobo104b3o11bo13bo$ 407b3o43b2o134b2o105bo28bo$407bo318bo$727bo$416b2o19b2o289bo$417bo19b 2o22b2o266bo$417bobo42bo267bo$418b2o34b2o4bo270bo$453bo2bo3b5o14b2o98b 2o151bo$433b2o18bo2bo8bo13bo2bo97bo152bo$433b2o19b2o6b3o12bobob2o94b3o 154bo$461bo15b2obo96bo84b3o70bo$461b4o15bo183bo71bo$416b2o41b2o3bo3b2o 10b3o180bo73bo$416b2o5b2o33bo2b3o4b2o13bo254bo$423b2o33b2obo20b2o255bo $461bo278bo$429bo6b2o23b2o278bo$428bobo4bobo304bo$421b2o6bo5bo307bo$ 422bo11b2o33b2o273bo$419b3o48bo274bo$419bo47b3o22b2o119b2o131bo$467bo 17b2o5bobo118bo133bo$485b2o7bo120bo132bo$430b2o20b2o40b2o99b2o14b5o 133bo$430b2o20bobo141bo13bo139bo$454bo26bo114bobo12b3o137bo$454b2o24bo bob2o111b2o15bo25b2o110bo$446b2o32bobobobo124b4o24bobo111bo$446b2o29b 2obobobobo2bo116b2o3bo3b2o24bo98b2o12bo$477bo2bo2b2ob4o20b2o94b2o4b3o 2bo121b2o14bo$429b2o48b2o4bo25bo102bob2o123bo14bo$428bo2bo53bobo21bo 104bo142bo$428bo2bo54b2o21b5o14b2o83b2o133b2o8bo$429b2o83bo13bo2bo215b 2o10bo$511b3o12bobob2o217bo10bo$486bo23bo15b2obo75b2o154bo$484b3o23b4o 15bo75bo156bo$483bo24b2o3bo3b2o10b3o74b3o154bo$431b2o50b2o22bo2b3o4b2o 13bo75bo5b2o148bo$430bobo64b2o8b2obo20b2o82b2o148bo$430bo16b2o48bobo 10bo103bo151bo$429b2o16bobo27bo21bo4b2o4b2o255bo$449bo26bobo16b4ob2o2b o2bo114b2o144bo$449b2o18b2ob2o3bo17bo2bobobobob2o113bobo145bo$467bo2bo b2o24bobobobo13b2o103bo146bo$467b2o30b2obobo14bo251bo$480b2o21bo12b3o 22b2o229bo$472bo2bo4b2o34bo17b2o5bobo229bo$453b2o17b4o13b2o43b2o7bo83b 3o144bo$453b2o14bo20bo7b2o43b2o84bo145bo$469b5o11bo4bobo5b2o128bo147bo $473bo7b2obobo4b2o37bo238b2o6bo$416b2o19b2o32bo8bobobobo42bobob2o234bo bo6bo$417bo19b2o32b2o4bo2bobobobob2o39bobobobo233bo9bo$417bobo57b4ob2o 2bo2bo36b2obobobobo2bo241bo$418b2o34b2o25bo4b2o38bo2bo2b2ob4o93bo148bo $453bo2bo22bobo46b2o4bo97b2o148bo$433b2o18bo2bo22b2o53bobo60b3o31bobo 149bo$433b2o19b2o45b2o32b2o62bo4b3o177bo$501bo96bo7bo178bo$424b2o76b3o 100bo180bo$416b2o6b2o78bo282bo$416b2o370bo$452b2o335bo$452bobo76bo258b o$429bo6b2o16bo74b3o80b2o177bo$428bobo4bobo16b2o72bo82bobo178bo$421b2o 6bo5bo92b2o83bo179bo$422bo11b2o358bo$419b3o373bo$419bo116b2o258bo$537b o259bo$537bob2o72b2o183bo$430b2o97b2o4b3o2bo71bobo184bo$430b2o97b2o3bo 3b2o74bo185bo$534b4o132b2o129bo$520b2o15bo132bobo129bo$446b2o71bobo12b 3o40b2o93bo4b2o124bo$446b2o71bo13bo42bobo5b2o82b4ob2o2bo2bo123bo$518b 2o14b5o39bo4bobo82bo2bobobobob2o124bo$429b2o107bo46bo85bobobobo128bo$ 428bo2bo104bo135b2obobo129bo$428bo2bo104b2o138bo131bo$429b2o378bo$662b 2o146bo$475b2o186bo7b2o138bo$475bo115b3o69bobo5b2o139bo$432b2o39bobo 117bo70b2o147bo$431bobo39b2o117bo221bo$431bo383bo$430b2o15b2o9b2o178b 2o166b3o7bo$447bobo8b2o177bobo166bo10bo$449bo181b2o4bo169bo10bo$449b2o 141b3o34bo2bo2b2ob4o177bo$475b2o117bo34b2obobobobo2bo12b2o18b2o144bo$ 468b2o5b2o116bo38bobobobo16bo18bo146bo$468b2o162bobob2o15bo21b3o144bo$ 633bo19b5o14b3o2bo145bo$463bo194bo13bo2bo148bo$419bo42bobo181b2o7b3o 12bobo2b2o148bo$419b3o34b2o5bo6b2o165b2o7bo7bo15b2o154bo$422bo33bo13bo 166b2o5bobo7b4o169bo$421b2o14b2o15bobo14b3o170b2o6b2o3bo3b2o165bo$437b 2o15b2o17bo133b2o42bo2b3o4b2o166bo$607bo43b2obo175bo$605bobo46bo176bo$ 605b2o10bo36b2o176bo$617b3o213bo$620bo213bo$431b2o186b2o13b2o26b2o106b 2o11bo51bo$424b2o5bobo150b2o49bo27bo106b2o10bobo51bo$424b2o7bo150b2o 46b3o25b3o119bobo2b2o3bo44bo$433b2o196bo28bo120b2ob2o2bo2bobo12bo31bo$ 456b2o172bo2b2o150bobo3bobo10b3o32bo$420bo30b2o2bo2bo172b2o2bo145b2obo 2b4obo10bo36bo$419bobob2o11b2o13bobo2b2o158b2o16b2o145b2obobo3bo12b2o 36bo$419bobobobo9bobo16b2o160b2o167bobo3bo50bo$416b2obobobobo2bo6bo19b o330bobo3bo50bo$416bo2bo2b2ob4o5b2o16bo2bob2o328bo3b2o51bo$418b2o4bo 26bobob2obo386bo$424bobo25bobo15bo375bo$425b2o26bo2b2o12b3o131b2o3bo 237bo$454b2ob3o13bo130bo3bobo167b2o68bo$460bo11b2o131bo3bobob2o163b2o 69bo$454b2ob3o146bo4bob2o148b2o85bo$454b2obo136b2o8bob5o151bo2bo85bo$ 464b2o128b2o8b2o4bob2obob2o142bob2o87bo$446b2o16bo142b2obo2bob2obo142b o91bo$437b2o7b2o13b2obo133b2o4b3obob2o12b2o134b2o92bo$438bo22bo2b3o4b 2o124bobo4bo19b2o149b2o78bo$438bobo21b2o3bo3b2o118b2o4bo177bo80bo$439b 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28b2obo2bo16b2o12bo$500b3o29bob2obobo29b5o11bo$500bo35bobo34bo7b2obobo $533b2o2bo33bo8bobobobo$531b3ob2o34b2o4bo2bobobobob2o$530bo46b4ob2o2bo 2bo$531b3ob2o44bo4b2o$533bob2o42bobo$579b2o$543b2o$543b2o7b2o$552bo$ 550bobo$550b2o4$530b2o$530b2o4$565b2o$546bo18bo$545bobo19bo$545bo2bo 14b5o$546bobo13bo$544bobobobo12b3o$544b2o3b2o15bo$563b4o$558b2o3bo3b2o $558b2o4b3o2bo$566bob2o$566bo$565b2o2$540bo$538b3o16b2o$537bo19bo$537b 2o19b3o$560bo6$527b2o$526bobo5b2o$526bo7b2o$525b2o2$539bo$535b2obobo$ 534bobobobo$531bo2bobobobob2o$531b4ob2o2bo2bo$535bo4b2o$533bobo$533b2o 25$125b3o$127bo$126bo123$2o$b2o$o! #C [[ THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ THUMBSIZE 2 LOOP 10000 AUTOSTART Y -90 Z -2.2 WIDTH 600 HEIGHT 600 POPUPWIDTH 600 POPUPHEIGHT 600 PAUSE 2 PAUSE 2 X 95 Y -405 Z 4 PAUSE 2 T 450 GPS 60 PAUSE 2 PAUSE 4 X -325 Y 475 Z 2 PAUSE 2 T 4000 X 0 Y -90 Z -2.2 STEP 50 ]]
Pattern type Miscellaneous
Number of cells 13200
Bounding box 1021×1202
Discovered by Dave Greene
Year of discovery 2018


A line crosser is a pattern which is able to send a signal across an infinite diagonal line of live cells without destroying the line. David Bell built one such pattern in August 2006. It uses many synchronized one-shot period 44160 glider guns on both sides of the line.

An input glider can arrive at any multiple of 44160 generations to first cut the line, then send a glider through the gap, and finally mend the line while leaving an output glider on the other side.

In 2018, using variants of the reactions shown in line-cutting reaction and line-mending reaction, Dave Greene built a smaller stable line crosser that can accept gliders with any timing, as long as they are separated by 501 or more ticks. The pattern shown in the infobox also contains two additional eaters near the diagonal line, which allow the pattern to serve as a line detection mechanism of a sort: a glider will only be sent northeast if a line is actually present in the key location.

External links