codeholic wrote:Please excuse me, if I got confused, but if I got it right, you're going to build a *WSS seed to clean up old tracks, once you build new ones.
codeholic wrote:EDIT: Btw, can one build new tracks by heisenburning SE gliders in the spaceship stream?
x = 132, y = 253, rule = B3/S23
55bo$54b3o$54bob2o$55b3o$55b2o3$46bo$44bobo$45b2o8$59b3o$59bo2bo$59bo$
59bo$60bobo12$65bo$64b3o$63b2obo$63b3o$64b2o13$59bobo7b3o$60b2o6bo2bo$
60bo10bo$71bo$68bobo12$75bo$74b3o$74bob2o$75b3o$75b2o13$79b3o$79bo2bo$
79bo$79bo$80bobo5$75bo$76bo$74b3o5$85bo$84b3o$83b2obo$83b3o$84b2o13$
89b3o$88bo2bo$91bo$91bo$88bobo12$95bo$94b3o$94bob2o$89bo5b3o$90b2o3b2o
$89b2o12$99b3o$99bo2bo$99bo$99bo$100bobo6$87bo$86bobo$85bo2bo$86b2o3$
105bo$104b3o$103b2obo$103b3o$104b2o13$82bo26b3o$81bobo24bo2bo$80bo2bo
27bo$81b2o28bo$108bobo5$bo$b2o$obo2$15b3o$17bo$16bo$30b2o83bo$31b2o81b
3o$30bo83bob2o$45b2o68b3o$44bobo68b2o$46bo$60bo$60b2o$59bobo$74bo$73bo
bo$73bobo$74bo5$119b3o$119bo2bo$119bo$119bo$120bobo12$125bo$67bo56b3o$
66b3o54b2obo$66bob2o53b3o$67bo2bo53b2o$68b2o$68bo11$129b3o$128bo2bo$
131bo$131bo$128bobo!
codeholic wrote:Please excuse me, if I got confused, but if I got it right, you're going to build a *WSS seed to clean up old tracks
x = 28, y = 21, rule = B3/S23
$21bo$20bobo$20bobo$21bo2$16b2o7b2o$15bo2bo5bo2bo$16b2o7b2o2$21bo$20bo
bo$20bobo$21bo2$3o$2bo$bo$15b2o$16b2o$15bo!
biggiemac wrote:Heisenburning SE gliders in a p79 stream would work as demonstrated, but we can't use SE gliders because they interfere with the syntheses above. If we sent them after the 4th synth it would take well over 10k cells vertically for them to reach. So we use an NE rake.
x = 104, y = 95, rule = B3/S23
b2o$obo$2bo5$30b3o$32bo$31bo$11b2o$10bobo$12bo$60b2o$59bobo$61bo2$40b
3o$42bo$41bo4$70b2o$69bobo8b3o$71bo8bo2bo$80bo$80bo$81bobo29$90b3o$89b
o2bo$92bo$92bo$89bobo29$100b3o$100bo2bo$100bo$100bo$101bobo!
x = 234, y = 161, rule = B3/S23
65b3o$67bo$66bo4$95b2o$94bobo$96bo5$124b3o$126bo$125bo4$154b2o$153bobo
$155bo3$191b3o$190bo2bo$183b3o7bo$185bo7bo$184bo5bobo28$5b3o$7bo193b3o
$6bo194bo2bo$10b3o188bo$12bo188bo$11bo190bobo$35b2o$34bobo$36bo$40b2o$
39bobo$41bo2$64b3o111b2o$66bo111b2o$65bo$69b3o$71bo$70bo$94b2o$93bobo$
95bo$99b2o$98bobo$100bo2$123b3o$125bo$124bo$128b3o$130bo$129bo$2o151b
2o$b2o149bobo$o153bo56b3o$158b2o50bo2bo$157bobo53bo$159bo53bo$30bo179b
obo$30b2o$29bobo5$59b2o$60b2o$59bo4$89bo$89b2o$88bobo5$118b2o$119b2o$
118bo51bo$169bobo$169bo2bo$170b2o$148bo$148b2o$147bobo$221b3o$221bo2bo
$221bo$221bo$222bobo7$172bo$170b2o$171b2o13$157b3o$158bo$158b3o5$231b
3o$230bo2bo$233bo$233bo$230bobo!
x = 311, y = 206, rule = B3/S23
b2o$4o$2ob2o$2b2o44$71b2o$69b2ob2o$69b4o$70b2o42$139b2o$138b4o$138b2ob
2o$140b2o43$13b3o$15bo193b2o$14bo192b2ob2o$207b4o$208b2o2$43b2o$42bobo
$44bo5$72b3o$74bo$73bo4$102b2o$101bobo$103bo5$131b3o$133bo$132bo4$161b
2o$160bobo$162bo5$190b3o$192bo$191bo4$220b2o$219bobo55b2o$221bo54b4o$
276b2ob2o$278b2o3$249b3o$251bo$250bo4$279b2o$278bobo$280bo5$308b3o$
310bo$309bo!
x = 298, y = 438, rule = B3/S23
258bo$258bobo$258b2o6$248bo$246b6o$246b2o2b2o2$250bo40bobo$246b2o2bo
40b2o$246b2o3bo40bo$250bo$248bobo$249bo23$257bo$258bo$256b3o5$271bo$
270b3o$269bo2b2o$273bo$273b2o$228bo46bo13bo$226b2o44b4o12bo$227b2o43b
2o14b3o7$278bo2b2o$282b2o$281b2o$260bo$260bobo14b2o2b2o$260b2o21bo$
277b4o$279bo2bo5$264bo$263bobo$263bobo$264bo10$207bo$206b3o$205b2o2bo
2$209b2o$209b2o$208bo2bo$207b3o3$259bo$258bobo$258bobo$259bo5$196bo$
195bo61bobo$195b3o59b2o$235bobo20bo$235b2o$236bo6$224bobo$224bo2bo$
223bo3b2o$223bo$254bo$223bo2b3o24bobo$223b2o28bobo$225b3o26bo$225b3o
12$223bo$222bobo$222bobo13bo$223bo13b3o$236bo2b2o$236b4o$239bobo$239bo
2bo6bo$239b3o6bobo$238bobo7bobo$238bobo8bo$238b3o$172bo60bo$170b2o62b
2o$171b2o60b2o8$226bo$218bo7bobo$204bo12bobo6b2o$204bobo10bobo$204b2o
12bo4$244bo$243bobo$243bobo$244bo13$151bo61bo$150b3o59bobo$149b2o2bo
58bobo$213bo$153b2o$153b2o$152bo2bo$151b3o85bo$238bobo$238bobo$239bo8$
140bo$139bo61bobo$139b3o59b2o$179bobo20bo$179b2o$136bo43bo27bo$135b3o
69bobo$134b2o2bo68bobo$138bo69bo$137bo$133bo$133bobo32bobo$133b2o33bo
2bo62bo$167bo3b2o60bobo$167bo65bobo$234bo$167bo2b3o$167b2o$169b3o$169b
3o9$203bo$202bobo$202bobo$167bo35bo$166bobo$166bobo13bo$167bo13b3o$
180bo2b2o44bo$180b4o44bobo$183bobo42bobo$183bo2bo42bo$183b3o$182bobo$
144bo37bobo$142bobo37b3o$143b2o32bo$178b2o$177b2o6$198bo$197bobo$108bo
bo59bo26bobo$108b2o52bo7bobo25bo$109bo38bo12bobo6b2o$148bobo10bobo$
148b2o12bo$224bo$223bobo$223bobo$224bo13$193bo$192bobo$192bobo$193bo$
152b2o3b2o$151bo2bo2b2o$151bo2bo$152b2o65bo$90bo127bobo$89b3o126bobo$
88bo2b2o126bo$87b5o$87b5o$90bo$90bobo$90b2obo$91bobo$92b3o$92bobo$90b
4o$90b3o$91bo$145bobo$145b2o41bo$123bobo20bo40bobo$123b2o62bobo$124bo
63bo$147b2o3b2o$146bo2bo2b2o$146bo2bo$147b2o65bo$77bo135bobo$77bobo32b
obo98bobo$77b2o33bo2bo98bo$111bo3b2o$111bo2$111bo2b3o14b3o$111b2o$113b
3o15bobo$113b3o18bo$130bo3bo2$130bo2b2o45b3o$179bo2bo$179bo2bo$131bo
46bo2bo$131bo46bo2bo$130bo51b2o$131bob2o47b2o$135bo6b2o3b2o31bo3bo$
128bo4bo7bo2bo2b2o34b2o$141bo2bo40bo$129bobo10b2o36bo3bo24bo$129b3o49b
3o24bobo$208bobo$209bo6$106bo30bo$104bobo31b2o$105b2o14bo15b2o$122b2o
44bobo$121b2o45b2o$169bo6$137b2o3b2o$52bobo59bo21bo2bo2b2o$52b2o60bobo
19bo2bo$53bo38bo21b2o21b2o65bo$92bobo108bobo$92b2o109bobo$204bo15$136b
2o$136b2o$195bobo$196b2o$196bo$199bo$198bobo$198bobo$199bo$131bo$130bo
bo$119bobo9bo$120b2o$120bo23bo$143bo$143b3o7$28bo$27bo61bobo39b2o$27b
3o59b2o40b2o$67bobo20bo$67b2o$68bo5$126bo$125bobo$126bo12$148b4o$147bo
3bo$151bo$147bo2bo6$121bo$120bobo$121bo8$4bo60bo$2b2o60bo$3b2o38bo20b
3o$42bo$42b3o!
OK, I must ask you biggiemac, what is your real name? Since Conway's Life is a mathematical recreation with serious consequences for cellular automata, it is important that your real name be known.biggiemac wrote:A much more practical reset.
x = 407, y = 806, rule = B3/S23
349bobo$347bo4bo$347bo4bo$351b2o2$347b2o2b2o$347b2o2b2o$348bob3o$351bo
$350bo24$357bobo$358b2o$358bo9$328bo$327bo$327b3o$403bobo$403b2o$404bo
26$373bo$374bo10bo$372b3o9b3o$383bo2b2o$382b5o$382b5o$385bo$385bobo$
385b2obo$386bobo$387b3o$387bobo$304bo80b4o12bo$302b2o81b3o12bo$303b2o
81bo13b3o$299b3o$299bo2bo$298bo3bo94bo$298b3o2bo92b3o$299b4o92b2o2bo$
399bo$398bo$296bobo95bo$296b2o96bobo$297bo74bo21b2o$372bobo$372b2o5$
378bo$377bobo$377bobo$378bo19$307bobo$308b2o63bo$308bo63bobo$372bobo$
373bo7$272bo$271bo97bobo$271b3o95b2o$347bobo20bo$347b2o$348bo8$368bo$
367bobo$367bobo$368bo7$332bo$331b3o$254b3o74bob2o$253bo2bo73b2o$253bo
3bo72b2o$252b2obobo72b2o$252b2ob2o77bo$253b3o77b2o$323bo7bobo$324bo5bo
2bo$322b3o6bobo$331b3o$254b2obo73b2obo$254bobobo72bo2bo28bo$257bo74bo
29bobo$362bobo$363bo2$258bo$256bobo$257b2o76bo8bo$336b2o6b2o$335b2o7b
3o$344b2o$344b2o$345bo$346bobo$347bo2$240b2o$239bo2bo95bo$239bo2bo95bo
bo$239bo76bo21b2o$242bo73bobo$240b3o73b2o$242b2o$243bo81bo32bo$324bobo
30bobo$324bobo30bobo$235bo89bo32bo$233b2o$234b2o18$320bo32bo$319bobo
30bobo$271bobo45bobo30bobo$272b2o46bo32bo$272bo7$250bo$251b2o$250b2o$
313bobo$313b2o$289bo24bo$288bobo$288bob2o$290bo$211b2o$211bob2o76bob2o
$213b2o77b2o$213b2o100bo32bo$210b2o102bobo30bobo$286bo27bobo30bobo$
213b2o69b2o29bo32bo$285b2o4$299bo$203bo94bobo$202bo94b2ob2o$202b3o93bo
2bo$298bo3bo$298bo$199bo$198b3o$197b2o2bo82bo13b2o$201bo81bobo13bo$
200bo82bobo$196bo87bo11bo$196bobo97bob2ob2o$196b2o97b2ob2ob2o$296bobo$
297bo12bo32bo$309bobo30bobo$309bobo30bobo$310bo32bo5$266bo$264bobo$
265b2o6$279bo$224bo53bobo$225bo52bobo$223b3o53bo$282bo$282bobo$260bo
21b2o$260bobo42bo32bo$260b2o42bobo30bobo$304bobo30bobo$305bo32bo$207bo
$205bobo$206b2o7$173b2o$173bobo$175b2o$173bobo$173bo95b2o3b2o$173bo2bo
91bo2bo2b2o$268bo2bo$175b2o92b2o3$300bo32bo$299bobo30bobo$167bo74b3o
54bobo30bobo$167bo74bo2bo54bo32bo$161b2o78bo3bo$161bob2o76b4o$164b2o
76bo$164bobo$161bo3b2o$165bo2$242b2ob2o$158bobo81bob3o$158b2o$159bo78b
o$239b2o$238b2o5bo$246bo9b2obo4b2o3b2o$244b3o7bo4bo3bo2bo2b2o$253bo5bo
3bo2bo$253bo10b2o$252b2ob2obo$252b2obo2bo$254b4o37bo32bo$220bobo32b3o
36bobo30bobo$221b2o71bobo30bobo$221bo8b2o20bo42bo32bo$230b2o18b2o$232b
o18b2o$230b2o$230b2o2$232b2o$185bo46b2o$186b2o$185b2o3$222bobo14bo$
222b2o14b3o$223bo13b5o17b2o3b2o$237b2ob3o15bo2bo2b2o$238b2ob2o15bo2bo$
171bobo66bo18b2o$172b2o43b2o$172bo44bobo$219b2o69bo32bo$218bo70bobo30b
obo$216bobo70bobo30bobo$215b2o73bo32bo$215b3o4$134bo$133bo$133b3o69bo$
205b2o47bo$204bo2bo44bobo$205bobo45b2o$204bo2bo$204bo2bo$204bobo20bo$
205b3o18b3o25b2o3b2o$225bo2b2o23bo2bo2b2o$225b3o25bo2bo$236bo17b2o$
237bo$235b3o$225bo59bo32bo$228bo55bobo30bobo$225bo3bo54bobo30bobo$226b
2ob2o54bo32bo4$203bo$202bobo20b2o2b2o$202bobo20bo2b2o$203bo14bo9bo$
217b3o4b2o$216b2o2bo2$220b2o$220b2o$187bo31bo2bo24bo$188bo29b3o25bobo$
186b3o57bobo$113b3o96bobo32bo$112bo2bo97b2o$112b2obo97bo$116b2o$116b2o
162bo32bo$115bo2bo160bobo30bobo$114bo164bobo30bobo$114b3o163bo32bo$
115bo$207bo$206bo$185bo12bo7b3o$184bo12bobo$184b3o10bobo$198bo5$102bob
o$102b2o138bo$103bo137bobo6bo$241bobo7b2o$242bo7b2o4$275bo32bo$274bobo
30bobo$274bobo30bobo$275bo32bo6$191b2o$191b2o2$166b3o$165bo2bo$165b2ob
o2$237bo$236bobo$165b2o69bobo$165b4o68bo$166bo2bo$167bobo$167bobo$127b
obo140bo32bo$128b2o139bobo30bobo$128bo40bo13bo85bobo30bobo$167bobo11b
2o87bo32bo$168b2o12b2o$178b3o$178bo2bo$177bo3bo$177b3o2bo$178b4o4b2o$
186b2o$78bo$77bo97bobo$77b3o95b2o$153bobo20bo89bo$153b2o109bobo$154bo
77bo32b2o$231bobo$231bobo$232bo$148b2o$148bobo$150b2o$149bo115bo32bo$
147bobo114bobo30bobo$146b2o116bobo30bobo$146b3o116bo32bo4$62b3o$62bobo
$62bo2bo115b2o$63b3o115b2o$63b3o$61bo2bo$64bo$61bo$62b2o94bo$61b3o93b
3o67bo$61b2o80bo12bo2b2o65bobo$60bobo2b2o75bobo11b3o67bobo$60bobo2b2o
75bobo82bo$60b3o80bo2$156bo$159bo100bo32bo$156bo3bo98bobo30bobo$157b2o
b2o97bobo30bobo$260bo32bo3$68bo$66bobo87b2o2b2o$67b2o87bo2b2o$159bo16b
2o$155b2o19b2o$279bobo$280b2o$280bo3$222bo$138bo82bobo$46bobo88bobo4bo
76bobo$46b2o89bobo4bobo75bo$47bo74bo15bo5b2o$122bobo$122b2o$255bo32bo$
254bobo30bobo$254bobo30bobo$255bo32bo6$171b2o$171b2o6$217bo$133bo82bob
o$132bobo81bobo$132bobo82bo$133bo3$250bo$249bobo$249bobo$81bobo166bo$
82b2o$82bo4$166b2o$25bo140b2o$24b3o$24bob2o$25bo2bo$26b2o$26bo92bobo$
97b3o19b2o91bo$100bo19bo7bo82bobo$97b3o27bobo81bobo$127bobo82bo$128bo$
100b2o$100b2o$245bo$15bo228bobo$15bobo226bobo$15b2o75bo152bo$90b2o$91b
2o13b3o$106b3o$106bo2bo$107b3o$107b2o52b2o$161b2o3$3bo$2bobo$bo3bo86bo
$2bo2bo85bobo113bo$2bo2bo85bobo29bo82bobo$3bobo86bo29bobo81bobo$122bob
o82bo$123bo3$240bo$239bobo$239bobo$240bo6$38bo117b2o$36bobo117b2o$37b
2o4$87bo$86bobo113bo$86bobo29bo82bobo$10bo76bo29bobo81bobo$11bo105bobo
82bo$9b3o106bo$88bo$88bobo$66bo21b2o145bo$66bobo165bobo$66b2o166bobo$
235bo5$56bo$54b6o91b2o$54b2o2b2o91b2o2$58bo$54b2o2bo$54b2o3bo$58bo23bo
$56bobo22bobo113bo$57bo23bobo29bo82bobo$82bo29bobo81bobo$112bobo82bo$
113bo3$230bo$229bobo$229bobo$230bo2$54bo$53bobo$53bobo12b3o$54bo13bo2b
o$67bo3bo74b2o$67b2o77b2o$68bobo$69b2o2bo$69bo2bo$69bo$24bo43b2ob2o4bo
$25b2o42bobo4bobo113bo$24b2o39bo4bo5bobo29bo82bobo$66bo10bo29bobo81bob
o$64b3o40bobo82bo$108bo3$225bo$224bobo$224bobo$225bo$58bo$49bo6b2o$36b
o11bobo6b2o$34b2o12bobo$35b2o12bo$141b2o$141b2o6$187bo$103bo82bobo$69b
3o30bobo81bobo$69bo2bo29bobo82bo$73bo29bo$70b3o2$220bo$219bobo$219bobo
$220bo2$44bo$43bobo$43bobo$44bo15bobo$60b2o74b2o$61bo74b2o2$40bo$38bob
o$39b2o2$182bo$98bo82bobo$97bobo81bobo$97bobo82bo$98bo$178b3o$177bo2bo
$177b2o2bo33bo$30bo149b2o32bobo$29bob2o181bobo$10bo20b2o144bo37bo$10bo
bo17b3o142b2o$10b2o27bo136b2o$34b2o2bobo$33b3o2bobo$39bo$131b2o$26bo
104b2o$25bo$25b3o24b3o$54bo$53bo$67b2o$68b2o11bobo$67bo14b2o9bo$82bo9b
obo$92bobo$93bo3$210bo$209bobo$209bobo$210bo6$126b2o$126b2o$186bo$187b
2o$186b2o6$77b2o$77b2o6b2o$85bobo$87bo$85bobo63bo53bo$85b2o64bobo50bob
o$86b2o63b2o51bobo$87b2o116bo$87b2o5$77bo43b2o$77bobo41b2o$77b2o21$
116b2o$116b2o7$98bo$96bobo$97b2o$126bobo$126b2o$127bo7$52bobo$52b2o$
53bo!
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