Highway robber

A pattern which can absorb a glider from the edge of a salvo along which many gliders are moving along close parallel lanes. A p46 example can use the twin bee shuttle's ability to reflect gliders from the edge of a salvo.

Below is a stable highway robber with repeat time 878.

x = 207, y = 247, rule = B3/S23 obo$b2o$bo9$13bo$14bo$12b3o153$134bo$133bobo$133bobo$127b2ob2obobob2o$ 126bobobobobobobo$122b2o2bo5bo3bo8bo$122bobob2o3b2o3b2o5b3o$124bo17bo$ 124b4o14b2o$122b2o3bo4bo$121bo2b3o4bobo$92b2o3b2o22b2obo6bobo$92b2o3b 2o25bo7bo$124b2o34b2o$161bo$85b2o74bob2o$86bo72bobobo$86bobo66b2o2b2o 2bo$87b2o66b2o6b3o$166bo19bo$165b2o20b2o$123bo62b2o$122bobo$122bobo$ 123bo$90b2o$91bo$88b3o$88bo35b2o$120bobo2bo$118b3ob3o18b2o$117bo3bo20b obo54bo$117b2o2bob2o17bo54bobo$122bobo16b2o55b2o2$103b2o92bo$103b2o91b obo$95b2o98bo2bo$96bo58b2o39b2o$93b3o59b2o$93bo67b2o$162bo$94bo64b3o$ 93bobo63bo$93bobo$91b3ob2o89b2o$90bo95b2o15b2o$91b3ob2o106bo$93bob2o 107b3o$196b2o8bo$103b2o91bo$103b2o7b2o83b3o$112bo86bo$110bobo$110b2o3$ 115bo$90b2o23b3o51bo$90b2o26bo50b3o$117b2o53bo$171b2o3$106bo$105bobo$ 105bobo$106bo20b2o$107b3o10b2o5bobo51b2o$109bo10b2o7bo44b2o5bobo$129b 2o43b2o7bo$183b2o$116bo$115bobob2o49bo$115bobobobo47bobob2o$112b2obobo bobo2bo44bobobobo$112bo2bo2b2ob4o41b2obobobobo2bo$114b2o4bo45bo2bo2b2o b4o$120bobo45b2o4bo$121b2o51bobo$175b2o! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]] #C [[ AUTOSTART THUMBSIZE 2 HEIGHT 800 WIDTH 800 ZOOM 6 GPS 50 X 75 Y 110 PAUSE 2 T 878 LOOP 651 ]]

A repeat-time 878 stable highway robber in perpetual motion. It has a MWSS output. (click above to open LifeViewer) RLE: here Plaintext: here

See also

• Tub-with-tail eater

External links

• Dave Greene (January 22, 2007). "Stable pseudo-Heisenburp device and other P1 wiring projects". Retrieved on September 11, 2014.