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Holy Conduit Gun

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

Holy Conduit Gun

Postby Entity Valkyrie » December 1st, 2017, 4:28 am

This is the "Holy Conduit" Glider Gun:
x = 378, y = 378, rule = B3/S23
115bo$114bobo7bo$115bo6b3o$104bo16bo$104b3o14b2o$107bo54bo$106b2o52b3o
$159bo$159b2o7b2o$168bo$101b2o25b2o36bobo$102bo25b2o36b2o$102bobo$103b
2o$109bo$108bobo$107b2ob2o4b2o$108bob2o4bobo6b2o$105b2o2b3o6bo6bo20b2o
23bo$110bo7b2o6b3o18bo22bobo$109bo18bo15b3o8b2o14bo$108b2o34bo11bo$
111bobo39b3o$111b2o40bo2$114b2o52b2o$114bobo51bobo$116bo53bo$103bo12b
2o19b2o31b2o$103bobo32bo15b2o$103b2o33bobo12bobo$139b2o12bo$152b2o7b2o
$161b2o15bo$123bo52b3o83bo$121b3o51bo64bo21b3o$120bo54b2o63b3o22bo$
104b2o14b2o121bo20b2o$104b2o136b2o40b2o$284b2o5b2o$291b2o$255bo$255b3o
$258bo30b2o$257b2o30b2o$295b2o$295b2o$207bo$207b3o$210bo$103b2o104b2o$
102bobo83b2o48b2o9b2o$102bo85bo49bo11bo30bo$101b2o83bobo47bobo11bobo
27b2o$186b2o48b2o13b2o27bobo3$195bo49bo$149b2o44b3o47b3o51bo$149b2o47b
o49bo48b3o$197b2o11b2o35b2o47bo$210b2o84b2o2$154b2o$67b2o85b2o$66bobo
81b2o158bo$66bo83b2o158b3o$65b2o179bo66bo$111b2o15b2o116bobo52b2o9b2o$
102b2o7b2o15bo27b2o27b2o48b2o9b3o52bo$103bo25b3o24b2o14b2o11b2o35b2o
11b2o11bo50bobo$103bobo25bo41bo49bo75b2o$98b2o4b2o64b3o47b3o32b2o$83bo
15bo20b2o48bo49bo35bo$81b3o15bobo18bo132b3o29b2o$68bo11bo19b2o16bobo
132bo30bobo$68b3o9b2o36b2o91b2o71bo$71bo139bobo69b2o$58b2o10b2o141bo$
59bo153b2o$59bobo122b2o115b2o$45b2o13b2o123bo115bobo$45b2o36b2o97b3o
118bo$83b2o97bo111b2o7b2o$294b2o$39b2o$39b2o$43b2o67b2o$43b2o67b2o2b2o
163b2o$116bobo163bo$118bo163bobo$74b2o42b2o163b2o$38b2o34bo$38b2o35b3o
12b2o$77bo13bo$54bo33b3o$52b2o34bo$53b2o$305bo$303b3o$302bo$302b2o20bo
42bo$308bo15b3o38b3o$306b3o18bo19b3o14bo$305bo20b2o11b2o6bo16b2o7b2o$
305b2o32b2o7bo10bo13bo$359bo11bobo$361bo9b2o$356bo3b3o$356b2obo3bo$
358b5o$308b2o44b2o3b3o$36b2o251b2o17b2o44bo$35bobo251b2o64bo$35bo315b
2o23bo$34b2o316bo22bobo$288b2o59b3o8b2o14bo$289bo59bo11bo$286b3o12b2o
55b3o$43b2o241bo14bo56bo$42bobo257b3o35b2o$42bo29b2o230bo35bobo30b2o$
41b2o29bobo267bo30bobo$74bo267b2o31bo$74b2o299b2o$53b2o304b2o$54bo303b
obo$51b3o304bo$51bo256b2o47b2o7b2o$59b2o7b3o236bobo56b2o$58bobo8bo237b
o$58bo8b3o236b2o$57b2o2$37b2o$36bobo$36bo$35b2o312bo$51bo295b3o$51b3o
292bo$54bo291b2o$53b2o14b2o$69b2o2$356b2o$357bo$357bobo$358b2o2$318b2o
$311b2o5b2o$311b2o$345bo$345b3o6b2o$70b2o241b2o33bo6bo$70bobo240b2o32b
2o6bobo$72bo234b2o47b2o$72b2o233b2o2$369b2o$369bobo$344b2o25bo$344b2o
25b2o$79bo$77b3o$76bo$60b2o14b2o288b2o$49b2o9b2o304bo$48bobo300b2o14b
3o$48bo303bo16bo$47b2o255b2o43b3o6bo$305bo43bo7bobo$305bobo50bo$306b2o
2$341b2o$341bobo$343bo$343b2o$59b2o$58bobo$58bo$57b2o235b2o$295bo$295b
obo$296b2o9b2o$307b2o14b2o$323bo$51bo272b3o$51b3o272bo$54bo$53b2o14b2o
$69b2o9b2o$80bobo$82bo$82b2o235b2o$319bo$317bobo$317b2o$33b2o$34bo$34b
obo$35b2o2$70b2o$19bo50bobo$18bobo7bo43bo$19bo6b3o43b2o255b2o$8bo16bo
303bo$8b3o14b2o300bobo$11bo304b2o9b2o$10b2o288b2o14b2o$301bo$298b3o$
298bo$5b2o25b2o$6bo25b2o$6bobo$7b2o2$69b2o233b2o$20b2o47b2o234bo$20bob
o6b2o32b2o240bobo$22bo6bo33b2o241b2o$22b2o6b3o$32bo$65b2o$58b2o5b2o$
58b2o2$18b2o$18bobo$20bo$20b2o2$307b2o$307b2o14b2o$30b2o291bo$31bo292b
3o$28b3o295bo$28bo312b2o$341bo$339bobo$339b2o2$319b2o$70b2o236b3o8bo$
70bo237bo8bobo$10b2o56bobo236b3o7b2o$10b2o7b2o47b2o256bo$19bo304b3o$
17bobo303bo$17b2o304b2o$b2o299b2o$2bo31b2o267bo$2bobo30bo267bobo29b2o$
3b2o30bobo35bo230b2o29bo$36b2o35b3o257bobo$19bo56bo14bo241b2o$17b3o55b
2o12b3o$16bo11bo59bo$bo14b2o8b3o59b2o$obo22bo316b2o$bo23b2o315bo$22bo
64b2o251bobo$23bo44b2o17b2o251b2o$16b3o3b2o44b2o$15b5o$14bo3bob2o$15b
3o3bo$5b2o9bo$4bobo11bo$4bo13bo10bo7b2o32b2o$3b2o7b2o16bo6b2o11b2o20bo
$13bo14b3o19bo18b3o$10b3o38b3o15bo$10bo42bo20b2o$75bo$72b3o$72bo$323b
2o$289bo34b2o$287b3o33bo$286bo13bo$286b2o12b3o35b2o$303bo34b2o$93b2o
163b2o42b2o$93bobo163bo$95bo163bobo$95b2o163b2o2b2o67b2o$264b2o67b2o$
337b2o$337b2o$82b2o$73b2o7b2o111bo97b2o$74bo118b3o97b2o36b2o$74bobo
115bo123b2o13b2o$75b2o115b2o122bobo$163b2o153bo$164bo141b2o10b2o$93b2o
69bobo139bo$93bo71b2o91b2o36b2o9b3o$91bobo30bo132bobo16b2o19bo11bo$91b
2o29b3o132bo18bobo15b3o$121bo35bo49bo48b2o20bo15bo$121b2o32b3o47b3o64b
2o4b2o$77b2o75bo49bo41bo25bobo$76bobo50bo11b2o11b2o35b2o11b2o14b2o24b
3o25bo$76bo52b3o9b2o48b2o27b2o27bo15b2o7b2o$64b2o9b2o52bobo116b2o15b2o
$64bo66bo179b2o$65b3o158b2o83bo$67bo158b2o81bobo$222b2o85b2o$222b2o2$
80b2o84b2o$81bo47b2o35b2o11b2o$78b3o48bo49bo47b2o$78bo51b3o47b3o44b2o$
132bo49bo3$95bobo27b2o13b2o48b2o$96b2o27bobo11bobo47bobo83b2o$96bo30bo
11bo49bo85bo$127b2o9b2o48b2o83bobo$167b2o104b2o$167bo$168b3o$170bo$81b
2o$81b2o$87b2o30b2o$87b2o30bo$120b3o$122bo$85b2o$85b2o5b2o$92b2o40b2o
136b2o$112b2o20bo121b2o14b2o$112bo22b3o63b2o54bo$113b3o21bo64bo51b3o$
115bo83b3o52bo$199bo15b2o$215b2o7b2o$224bo12b2o$222bobo12bobo33b2o$
222b2o15bo32bobo$206b2o31b2o19b2o12bo$207bo53bo$207bobo51bobo$208b2o
52b2o2$224bo40b2o$222b3o39bobo$221bo11bo34b2o$206bo14b2o8b3o15bo18bo$
205bobo22bo18b3o6b2o7bo$206bo23b2o20bo6bo6b3o2b2o$251b2o6bobo4b2obo$
260b2o4b2ob2o$267bobo$268bo$273b2o$273bobo$210b2o36b2o25bo$209bobo36b
2o25b2o$209bo$208b2o7b2o$218bo$215b3o52b2o$215bo54bo$255b2o14b3o$256bo
16bo$253b3o6bo$253bo7bobo$262bo!


I found a 576-glider synthesis:
x = 388, y = 388, rule = B3/S23
121bo$121bobo$118bo2b2o$119bo55bo$117b3o55bobo$175b2o$118bo6bobo$118b
2o6b2o$111bobo3bobo6bo34bobo5bobo$111b2o49b2o6b2o3bo$112bo10b3o36bo7bo
2b2o$125bo48b2o$113b3o8bo45bo$113bo22bo34bo$114bo19b2o33b3o$135b2o$
131b2o26b3o$106b2o24b2o27bo20bo$107b2o11bo10bo28bo9bobo8bo$106bo3b2o6b
obo7bo42b2o8b3o$110bobo6b2o3bo4bo24bo16bo$110bo11b2o3b3o23bo$123b2o28b
3o7bo$130bo31bo5bo$130b2o20bo9b3obobo$129bobo19b2o14b2o11bo$151bobo7bo
16b2o$118bo41b2o17b2o$116bobo41bobo21b2o$117b2o3bo61bobo$120b2o62bo$
121b2o2$172bobo$172b2o$142b2o25bo3bo$143b2o15b3o4b2o$142bo3b2o12bo7b2o
66bo$146bobo12bo2b2o13bobo55bo$124bobo19bo9b2o7b2o13b2o53b3o3bobo25bob
o$112bo12b2o30b2o2bo2bo15bo61b2o25b2o$110b2o13bo30bo3b2o80bo27bo21bo
10bobo$111b2o47bobo14b3o110b2o11b2o$107b2o13b3o54bo60b2o3b2o24b3o17b2o
4bobo4bo$108b2o14bo53bo62b2obobo24bo15b2o6bobobobo$107bo15bo31b2o6b2o
75bo5bo25bo15b2o6b2ob2o$154bobo5bobo88bo8bobo22bo19bo$156bo7bo86bobo8b
2o42bo$252b2o9bo27b2ob2o10b3o$290bobobobo$264b3o25bobo5b2ob2o$257bobo
4bo34bobobobo$110bo103bobo36bo3b2o6bo20b2o13bobo$110bobo101b2o38b2o2bo
28b2o3bobo$106bo3b2o103bo37b2o31bo5b2o$107b2o149bo34bo$106b2o108b3o38b
o$216bo40b3o$193b2o22bo25b2o47b3o$192b2o48b2o48bo$163bobo23b2o3bo44b2o
3bo37b2o9bo$155bobo5b2o23bobo47bobo42b2o$155b2o7bo25bo11bobo35bo11bobo
27bo$156bo45b2o14bo33b2o46bobo$106bo46bo6bo42bo12b2o35bo47b2o$104bobo
13bo32b2o4bo57b2o82bo$74bo30b2o12bo32bobo4b3o42b3o6b2o39b3o$74bobo42b
3o82bo9b2o38bo43b3o$70bo3b2o83b3o43bo7bo41bo44bo$71b2o37bobo4bo37bo3bo
139bo$70b2o34bo3b2o4bo14bo24bo3bo156bobo$107b2o2bo4b3o13bo21b3o160b2o$
106b2o22b3o47bo12bo36bo7bobo77bo$111bo4b3o35b3o5bo16bo11b2o36bo9b2o$
110bo5bo16bo22bo4bo17b3o10b2o35b3o7bo23bo55b3o$110b3o4bo15b2o20bo5b3o
24b2o52bo19bo43b2o11bo$132bobo43bo10b2o37bo12b2o19b3o27bo12b2o13bo$
152b2o7b3o13b2o9bo38b2o12bobo48bobo7b2o3bo$84bobo66b2o6bo15bobo35bo11b
obo31bo26bo3b2o7bobo$48bo36b2o16b2o47bo9bo50bobo44b2o27b2o12bo$46bobo
26bobo7bo18b2o19b2o31b2o54b2o3bo40bobo25b2o$47b2o26b2o26bo3b2o15b2o31b
obo57b2o$41bo9bo24bo5b3o22bobo11b2o3bo32bo32bo25b2o85bo$42b2o6bo33bo
22bo12bobo68bo111bobo$41b2o7b3o24b3o3bo38bo68b3o110b2o3bo$63b2o12bo8bo
bo218b2o$44bo5b3o11b2o12bo8b2o20bobo78bo111bo5b2o$45bo4bo12bo3b2o18bo
22b2o77b2o109b2o$43b3o5bo15bobo20bo19bo78bobo109b2o$67bo21b2o206b2o$
43b3o43bobo28bo177b2o$45bo3bo68bobo176bo$44bo3bo70b2o3bo$48b3o2bo4bo
18bo44b2o$54b2o2bobo17bo44b2o$41bobo4b3o2b2o3b2o16b3o19bo14bo172b2o$
42b2o4bo48bo15b2o172b2o$42bo6bo29bo17b3o12bobo171bo3b2o$45bo33b2o209bo
bo$44b2o7bo24bobo15bo193bo$44bobo5b2o41b2o$52bobo40bobo2$61bo244bobo$
60b2o245b2o13bo$60bobo244bo13bo$315bobo3b3o7bobo34bobo$304b3o8b2o14b2o
9bobo24b2o$306bo9bo15bo10b2o24bo$301bo3bo37bo$299b2o11b2o3b2o14b3o10bo
19b3o$300b2o10bobob2o15bo11b2o21bo9b2o$290bo21bo5bo15bo10bobo19bo9b2o$
291b2o81b2o3bo$43bo246b2o81bobo$43bobo329bo$39bo3b2o268b2ob2o41bo$40b
2o270bobobobo39bo20bo3bo$39b2o255bo17bobo41b3o7bo11b2obobo$295bo24b2o
45bo11b2o2b2o$295b3o6bo15bobo34bo9b3o$50bo254bo14bo35b2o27b3o$50bobo
241bo8b3o38bo11bobo7bo18bo$46bo3b2o24bo216b2o47bobo20b2o10bo8bo$47b2o
25bobo216bobo10bo36b2o3bo16bobo7bobo$46b2o27b2o3bo225b2o38b2o28b2o3bo$
78b2o225bobo39b2o30b2o$79b2o285bo13b2o$51bo5bo308bobo$52b2obobo304bo3b
2o$51b2o3b2o257bo47b2o$66bo248bobo44b2o5bobo$53bo12bobo242bo3b2o53b2o$
53b2o7bo3b2o244b2o56bo$46b3o3bobo8b2o246b2o60bo$48bo13b2o308b2o$47bo
324bobo5$43b3o$43bo306bobo$44bo13bobo290b2o$39b2o17b2o17bo273bo$40b2o
2bo14bo15b2o$39bo3b2o31b2o270b3o$43bobo14b3o9b2o276bo$60bo12b2o274bo$
61bo10bo$38b2o$37bobo321b2o$39bo268bobo10bo40b2o$309b2o11b2o37bo3b2o$
309bo4bobo4b2o18bo23bobo$312bobobobo6b2o15bo22bo$74bo238b2ob2o6b2o14b
3o3bobo$72bobo231bo19bo20b2o$73b2o3bo228bo39bo$76b2o227b3o10b2ob2o48bo
$77b2o238bobobobo21b2o3b2o7b2o8bobo$309b2ob2o5bobo24b2obobo8b2o8b2o7bo
$308bobobobo26bo3bo5bo7bo3b2o12b2o$310bobo13b2o14bo20bobo12b2o$325b2o
13b3o4bobo13bo$327bo20b2o$348bo14bo$351bo10bo$80bobo267b2o10b3o$56bo6b
obo15b2o267bobo20bo5bo$56bobo5b2o15bo287bo3bobob2o$52bo3b2o6bo302b2o4b
2o3b2o$53b2o12bo10b3o272b2o13b2o$52b2o12b2o12bo271b2o23bo$66bobo10bo
274bo21b2o$376bobo3b3o$382bo$309b2o34bo37bo$310b2o31bobo15bo$309bo3b2o
29b2o3bo10b2o$313bobo31b2o11bobo$66bo246bo34b2o18b2o$66bobo299bobo$62b
o3b2o300bo$63b2o292b3o$62b2o295bo$358bo2$310bobo13bo$299b2o10b2o14bo$
300b2o9bo13b3o$299bo3b2o9bo$303bobo7b2o13bo$58bobo242bo9bobo12b2o$58b
2o12bobo9bo242bobo$59bo13b2o7bobo$73bo9b2o3bo$60b3o13bo9b2o$60bo14b2o
10b2o$61bo13bobo2$29bo$28bo295b2o$28b3o292b2o$19bo300b2o3bo$17bobo299b
obo$18b2o18b2o34bo246bo$25bobo11b2o31bobo$26b2o10bo3b2o29b2o3bo$26bo
15bobo31b2o$4bo37bo34b2o$5bo$3b3o3bobo$10b2o21bo274bo10bobo$10bo23b2o
271bo12b2o12b2o$18b2o13b2o272b3o10bo12b2o$8b2o3b2o4b2o302bo6b2o3bo$9b
2obobo3bo287bo15b2o5bobo$8bo5bo20bobo267b2o15bobo6bo$23b3o10b2o267bobo
$25bo10bo$24bo14bo$38b2o20bo$24bo13bobo4b3o13b2o$8b2o12bobo20bo14b2o
13bobo$9b2o12b2o3bo7bo5bo3bo26bobobobo$8bo7b2o8b2o8bobob2o24bobo5b2ob
2o$16bobo8b2o7b2o3b2o21bobobobo238b2o$16bo48b2ob2o10b3o227b2o$40bo39bo
228bo3b2o$39b2o20bo19bo231bobo$39bobo3b3o14b2o6b2ob2o238bo$22bo22bo15b
2o6bobobobo$20bobo23bo18b2o4bobo4bo$21b2o3bo37b2o11b2o$24b2o40bo10bobo
268bo$25b2o321bobo$348b2o$315bo10bo$38bo274b2o12bo$37bo276b2o9b3o14bob
o$37b3o270b2o31b2o3bo$311b2o15bo14bo2b2o$36bo273bo17b2o17b2o$35b2o290b
obo13bo$35bobo306bo$342b3o5$13bobo324bo$14b2o308b2o13bo$14bo60b2o246b
2o8bobo3b3o$17bo56b2o244b2o3bo7b2o$16b2o53b2o3bo242bobo12bo$16bobo5b2o
44bobo248bo$23b2o47bo257b2o3b2o$20b2o3bo304bobob2o$19bobo308bo5bo$6b2o
13bo285b2o$7b2o30b2o39bobo225b2o$6bo3b2o28b2o38b2o225bo3b2o27b2o$10bob
o7bobo16bo3b2o36bo10bobo216bobo25b2o$bo8bo10b2o20bobo47b2o216bo24b2o3b
o$2bo18bo7bobo11bo38b3o8bo241bobo$3o27b2o35bo14bo254bo$18b3o9bo34bobo
15bo6b3o$3b2o2b2o11bo45b2o24bo$2bobob2o11bo7b3o41bobo17bo255b2o$4bo3bo
20bo39bobobobo270b2o$28bo41b2ob2o268b2o3bo$12bo329bobo$12bobo81b2o246b
o$8bo3b2o81b2o$9b2o9bo19bobo10bo15bo5bo21bo$8b2o9bo21b2o11bo15b2obobo
10b2o$19b3o19bo10b3o14b2o3b2o11b2o$44bo37bo3bo$18bo24b2o10bo15bo9bo$
17b2o24bobo9b2o14b2o8b3o$17bobo34bobo7b3o3bobo$66bo13bo244bobo$65bo13b
2o245b2o$79bobo244bo2$290bobo40bobo$291b2o41b2o5bobo$97bo193bo15bobo
24bo7b2o$95bobo209b2o33bo$96b2o3bo171bobo12b3o17bo29bo6bo$99b2o172b2o
15bo48bo4b2o$100b2o172bo14bo19b3o16b2o3b2o2b3o4bobo$263b2o44bo17bobo2b
2o$264b2o44bo18bo4bo2b3o$263bo3b2o70bo3bo$90bo176bobo68bo3bo$88b2o177b
o28bobo43b3o$89b2o206b2o21bo$85b2o109bobo78bo19bo20bobo15bo5b3o$86b2o
109b2o77b2o22bo18b2o3bo12bo4bo$78b2o5bo111bo78bobo20b2o8bo12b2o11b3o5b
o$79b2o218bobo8bo12b2o$78bo3b2o110b3o68bo38bo3b3o24b3o7b2o$82bobo111bo
68bobo12bo22bo33bo6b2o$82bo85b2o25bo32bo32bo3b2o11bobo22b3o5bo24bo9bo$
169b2o57bobo31b2o15b2o3bo26b2o26b2o$98b2o25bobo40bo3b2o54b2o31b2o19b2o
18bo7bobo26bobo$84bo12b2o27b2o44bobo50bo9bo47b2o16b2o36bo$84bobo7b2o3b
o26bo31bobo11bo35bobo15bo6b2o66bobo$80bo3b2o7bobo48bobo12b2o38bo9b2o
13b3o7b2o$67bo13b2o12bo27b3o19b2o12bo37b2o10bo43bobo$68bo11b2o43bo19bo
52b2o24b3o5bo20b2o15bo4b3o$66b3o55bo23bo7b3o35b2o10b3o17bo4bo22bo16bo
5bo$147b2o9bo36b2o11bo16bo5b3o35b3o4bo$69bo77bobo7bo36bo12bo47b3o22b2o
$69b2o160b3o21bo13b3o4bo2b2o$68bobo156bo3bo24bo14bo4b2o3bo34b2o$88bo
139bo3bo37bo4bobo37b2o$87bo44bo41bo7bo43b3o83b2o3bo$87b3o43bo38b2o9bo
82b3o42bobo$131b3o39b2o6b3o42b3o4bobo32bo12b2o30bo$86bo82b2o57bo4b2o
32bo13bobo$85b2o47bo35b2o12bo42bo6bo46bo$85bobo46b2o33bo14b2o45bo$105b
o27bobo11bo35bobo11bo25bo7b2o$103b2o42bobo47bobo23b2o5bobo$94bo9b2o37b
o3b2o44bo3b2o23bobo$95bo48b2o48b2o$93b3o47b2o25bo22b2o$128b3o40bo$130b
o38b3o108b2o$94bo34bo149b2o$94b2o5bo31b2o37bo103b2o3bo$93bobo3b2o28bo
2b2o38b2o101bobo$84bobo13b2o20bo6b2o3bo36bobo103bo$82bobobobo34bo4bobo
$83b2ob2o5bobo25b3o$91bobobobo$79b3o10b2ob2o27bo9b2o$81bo42b2o8bobo86b
o7bo$80bo19bo22bobo8bo88bobo5bobo$87b2ob2o6b2o15bo25bo5bo75b2o6b2o31bo
15bo$86bobobobo6b2o15bo24bobob2o62bo53bo14b2o$83bo4bobo4b2o17b3o24b2o
3b2o60bo54b3o13b2o$83b2o11b2o110b3o14bobo47b2o$82bobo10bo21bo27bo80b2o
3bo30bo13b2o$117b2o25b2o61bo15bo2bo2b2o30b2o12bo$116bobo25bobo3b3o53b
2o13b2o7b2o9bo19bobo$150bo55bobo13b2o2bo12bobo$151bo66b2o7bo12b2o3bo$
219b2o4b3o15b2o$214bo3bo25b2o$214b2o$213bobo2$265b2o$203bo62b2o$201bob
o61bo3b2o$202b2o21bobo41bobo$207b2o17b2o41bo$208b2o16bo7bobo$207bo11b
2o14b2o19bobo$219bobob3o9bo20b2o$219bo5bo31bo$224bo7b3o28b2o$234bo23b
3o3b2o11bo$216bo16bo24bo4bo3b2o6bobo$204b3o8b2o42bo7bobo6b2o3bo$206bo
8bobo9bo28bo10bo11b2o$205bo20bo27b2o24b2o$226b3o26b2o$251b2o$216b3o33b
2o19bo$216bo34bo22bo$217bo45bo8b3o$212b2o48bo$213b2o2bo7bo36b3o10bo$
212bo3b2o6b2o49b2o$216bobo5bobo34bo6bobo3bobo$260b2o6b2o$260bobo6bo$
211b2o$210bobo55b3o$212bo55bo$265b2o2bo$264bobo$266bo!


Can you reduce the synthesis?
Entity Valkyrie
 
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Re: Holy Conduit Gun

Postby dvgrn » December 1st, 2017, 7:42 am

Entity Valkyrie wrote:I found a 576-glider synthesis... Can you reduce the synthesis?

Groups of gliders that include crossing paths aren't considered to be actual glider syntheses. For example, the center two gliders in this group from your construction --

x = 5, y = 16, rule = B3/S23
bo$2bo$3o2$3o$2bo$bo3$3bo$4bo$2b3o2$2b3o$4bo$3bo!

-- would have interacted before they reached this point (e.g., if the four glider salvos were generated by huge faraway shotguns.)

Long story short, the 576-glider pattern would need a glider synthesis of its own, and it looks like that would take quite a few more gliders to untangle all the crossing paths.
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