Sphenocorona wrote:Okay, now THIS is a really promising one. It's reminiscent of the fuse in the 31c/240 thread, but it behaves in a significantly different manner. The Herschel itself moves at (34,7)c/156, climbing either blocks or gliders and leaving two blocks and a hive in its trail - plus two gliders:The extra beehive and block can be cleaned up with just one glider coming from the bottom even once it's stabilized (only one lane can do this), but from above is a rather more difficult situation. It should be possible with multiple mutually stabilizing lanes, but I've been trying to get it with just 3 for hours and have had no luck. It is still possible, however, that I may have missed something.Code: Select all
x = 303, y = 60, rule = B3/S23 302bo$301b2o$300b2o$301b2o6$238b2o$238b2o6$204b2o$204b2o6$170b2o$170b 2o6$136b2o$136b2o104b2o$241bobo$243bo4$102b2o$102b2o6$68b2o$68b2o6$34b 2o$34b2o6$2o$2o!
dvgrn wrote:I just looked independently at getting a clean rephaser reaction on just three trails -- accidentally, because I was trying to clean up one that I posted in the Blockic Splitters thread in April last year, and didn't realize it was the same one at first! I didn't see a way to line up the two available internal gliders to shoot down both the beehive and the block from the difficult side. But I also may have missed something.
Anyway, with four trails there's definitely hope:
There are a lot of ways to change the relative timings of the Herschels, so maybe it's possible to suppress one of the two backrake streams on the left somehow. There's at least one way to get a forward stream by kicking the right-hand stream forward:Code: Select all
x = 1075, y = 2584, rule = B3/S23 2o$2o33$7b2o$7b2o33$14b2o$14b2o33$21b2o$21b2o33$28b2o$28b2o23$162b2o$ 162b2o9$35b2o$35b2o23$169b2o$169b2o9$42b2o$42b2o23$176b2o$176b2o9$49b 2o$49b2o23$183b2o$183b2o9$56b2o$56b2o23$190b2o$190b2o9$63b2o$63b2o6$ 317b2o$317b2o16$197b2o$197b2o9$70b2o$70b2o6$324b2o$324b2o16$204b2o$ 204b2o9$77b2o$77b2o6$331b2o$331b2o16$211b2o$211b2o9$84b2o$84b2o6$338b 2o$338b2o16$218b2o$218b2o9$91b2o$91b2o6$345b2o$345b2o16$225b2o$225b2o 7$453b2o$453b2o$98b2o$98b2o6$352b2o$352b2o16$232b2o$232b2o7$460b2o$ 460b2o$105b2o$105b2o6$359b2o$359b2o16$239b2o$239b2o7$467b2o$467b2o$ 112b2o$112b2o6$366b2o$366b2o16$246b2o$246b2o7$474b2o$474b2o$119b2o$ 119b2o6$373b2o$373b2o16$253b2o$253b2o7$481b2o$481b2o$126b2o$126b2o6$ 380b2o$380b2o16$260b2o$260b2o7$488b2o$488b2o$133b2o$133b2o6$387b2o$ 387b2o16$267b2o$267b2o7$495b2o$495b2o$140b2o$140b2o6$394b2o$394b2o16$ 274b2o$274b2o7$502b2o$502b2o$147b2o$147b2o6$401b2o$401b2o16$281b2o$ 281b2o7$509b2o$509b2o$154b2o$154b2o6$408b2o$408b2o16$288b2o$288b2o7$ 516b2o$516b2o$161b2o$161b2o6$415b2o$415b2o16$295b2o$295b2o7$523b2o$ 523b2o$168b2o$168b2o6$422b2o$422b2o16$302b2o$302b2o7$530b2o$530b2o$ 175b2o$175b2o6$429b2o$429b2o16$309b2o$309b2o7$537b2o$537b2o$182b2o$ 182b2o6$436b2o$436b2o16$316b2o$316b2o7$544b2o$544b2o$189b2o$189b2o6$ 443b2o$443b2o16$323b2o$323b2o7$551b2o$551b2o$196b2o$196b2o6$450b2o$ 450b2o16$330b2o$330b2o7$558b2o$558b2o$203b2o$203b2o6$457b2o$457b2o16$ 337b2o$337b2o7$565b2o$565b2o$210b2o$210b2o6$464b2o$464b2o16$344b2o$ 344b2o7$572b2o$572b2o$217b2o$217b2o6$471b2o$471b2o16$351b2o$351b2o7$ 579b2o$579b2o$224b2o$224b2o6$478b2o$478b2o16$358b2o$358b2o7$586b2o$ 586b2o$231b2o$231b2o6$485b2o$485b2o16$365b2o$365b2o7$593b2o$593b2o$ 238b2o$238b2o6$492b2o$492b2o16$372b2o$372b2o7$600b2o$600b2o$245b2o$ 245b2o6$499b2o$499b2o16$379b2o$379b2o7$607b2o$607b2o$252b2o$252b2o6$ 506b2o$506b2o16$386b2o$386b2o7$614b2o$614b2o$259b2o$259b2o6$513b2o$ 513b2o16$393b2o$393b2o7$621b2o$621b2o$266b2o$266b2o6$520b2o$520b2o16$ 400b2o$400b2o7$628b2o$628b2o$273b2o$273b2o6$527b2o$527b2o16$407b2o$ 407b2o7$635b2o$635b2o$280b2o$280b2o6$534b2o$534b2o16$414b2o$414b2o7$ 642b2o$642b2o$287b2o$287b2o6$541b2o$541b2o8$286bobo$285bo4bo$285bo4bo$ 285b2o2$285b2o2b2o$285b2o2b2o$285b3obo$286bo134b2o$287bo133b2o7$288b2o 359b2o$288b2o359b2o7$286bo$285bobo260b2o$285bobo260b2o$286bo10$287b2o$ 287b2o4$428b2o$428b2o7$251bo43b2o359b2o$251bobo41b2o359b2o$251b2o6$ 293bo$292bobo260b2o$292bobo260b2o$293bo10$294b2o$294b2o3$329bobo$330b 2o103b2o$330bo104b2o7$302b2o359b2o$302b2o359b2o7$300bo$299bobo260b2o$ 299bobo260b2o$300bo10$301b2o$301b2o4$442b2o$442b2o7$309b2o359b2o$309b 2o359b2o4$219bo$219bobo$219b2o$307bo$306bobo260b2o$306bobo260b2o$307bo 10$308b2o$308b2o4$449b2o$449b2o3$375bobo$376b2o$376bo2$316b2o359b2o$ 316b2o359b2o7$314bo$313bobo260b2o$313bobo260b2o$314bo10$315b2o$315b2o 4$456b2o$456b2o7$323b2o359b2o$323b2o359b2o7$321bo133bobo$320bobo131bo 4bo123b2o$187bo132bobo131bo4bo123b2o$187bobo131bo132b2o$187b2o$454b2o 2b2o$454b2o2b2o$454b3obo$455bo$456bo4$322b2o$322b2o2$457b2o$457b2o7$ 455bo$454bobo$330b2o122bobo234b2o$330b2o89bobo31bo235b2o$422b2o$422bo 5$328bo$327bobo260b2o$327bobo260b2o$328bo127b2o$456b2o9$329b2o$329b2o 2$420bo43b2o$420bobo41b2o$420b2o6$462bo$461bobo$337b2o122bobo234b2o$ 337b2o123bo235b2o7$335bo$334bobo260b2o$334bobo260b2o$335bo127b2o$463b 2o3$155bo342bobo$155bobo341b2o$155b2o342bo4$336b2o$336b2o2$471b2o$471b 2o7$469bo$468bobo$344b2o122bobo234b2o$344b2o123bo235b2o5$467bobo$468b 2o$342bo125bo$341bobo260b2o$341bobo260b2o$342bo127b2o$470b2o9$343b2o$ 343b2o2$478b2o$478b2o4$388bo$388bobo$388b2o3$351b2o359b2o$351b2o359b2o 7$349bo$348bobo260b2o$348bobo260b2o$349bo9$123bo420bobo$123bobo224b2o 193b2o$123b2o225b2o193bo2$485b2o$485b2o9$358b2o359b2o$358b2o359b2o7$ 356bo$355bobo260b2o$355bobo260b2o$356bo10$357b2o$357b2o2$492b2o$492b2o 123bobo$616bo4bo$616bo4bo$616b2o2$616b2o2b2o$616b2o2b2o$616b3obo$617bo $356bo8b2o251bo107b2o$356bobo6b2o359b2o$356b2o5$619b2o$363bo255b2o$ 362bobo$362bobo$363bo4$617bo$616bobo$616bobo$617bo3$364b2o$364b2o2$ 499b2o$91bo407b2o89bobo$91bobo497b2o$91b2o498bo$618b2o$618b2o5$372b2o 359b2o$372b2o359b2o6$582bo43b2o$370bo211bobo41b2o$369bobo210b2o$369bob o$370bo4$624bo$623bobo$623bobo$624bo3$371b2o$371b2o2$506b2o$506b2o3$ 625b2o$625b2o3$660bobo$661b2o$379b2o280bo78b2o$379b2o359b2o4$324bo$ 324bobo$324b2o307b2o$377bo255b2o$376bobo$376bobo$377bo4$631bo$630bobo$ 630bobo$631bo$631b2o$631b2o$378b2o251b2o$378b2o251bo2$513b2o$513b2o9$ 386b2o359b2o$386b2o359b2o6$640b2o$384bo255b2o$383bobo$383bobo$384bo$ 550bo$550bobo$550b2o7$385b2o$385b2o2$520b2o$520b2o9$393b2o359b2o$393b 2o359b2o2$706bobo$707b2o$707bo2$647b2o$391bo255b2o$390bobo$292bo97bobo $292bobo96bo$292b2o4$753bobo$752bo4bo$752bo4bo$752b2o2$392b2o358b2o2b 2o$392b2o358b2o2b2o$752b3obo$527b2o224bo$527b2o225bo7$755b2o$755b2o$ 400b2o$400b2o5$753bo$654b2o96bobo$398bo255b2o96bobo$397bobo353bo$397bo bo$398bo6$518bo$518bobo$518b2o234b2o$754b2o$399b2o$399b2o2$534b2o$534b 2o7$718bo43b2o$718bobo41b2o$407b2o309b2o$407b2o5$760bo$661b2o96bobo$ 405bo255b2o89bobo4bobo$404bobo346b2o5bo$404bobo346bo$405bo4$260bo$260b obo$260b2o2$761b2o$761b2o$406b2o$406b2o$796bobo$541b2o254b2o$541b2o 254bo7$769b2o$769b2o$414b2o$414b2o6$668b2o$412bo255b2o$411bobo$411bobo $412bo10$413b2o$413b2o71bo$486bobo$486b2o60b2o$548b2o7$776b2o$776b2o$ 421b2o$421b2o2$686bo$686bobo$686b2o2$675b2o$419bo255b2o$418bobo$418bob o$419bo9$228bo$228bobo189b2o$228b2o190b2o2$555b2o$555b2o3$842bobo$843b 2o$843bo2$783b2o$783b2o$428b2o$428b2o6$682b2o$426bo255b2o$425bobo$425b obo$426bo10$427b2o$427b2o2$562b2o$562b2o2$454bo$454bobo$454b2o3$790b2o $790b2o$435b2o$435b2o6$689b2o$433bo220bo34b2o$432bobo219bobo$432bobo 219b2o$433bo10$434b2o$434b2o2$569b2o$196bo372b2o$196bobo$196b2o6$888bo bo$442b2o445b2o$442b2o445bo6$696b2o$696b2o13$441b2o$441b2o2$576b2o$ 576b2o9$449b2o$449b2o6$703b2o$703b2o5$622bo$622bobo$622b2o6$448b2o$ 448b2o2$583b2o$583b2o5$164bo$164bobo$164b2o2$456b2o$456b2o3$934bobo$ 935b2o$935bo15$455b2o$455b2o2$590b2o$590b2o9$463b2o$463b2o17$590bo$ 590bobo$590b2o$462b2o$462b2o2$597b2o$597b2o9$470b2o$470b2o8$980bobo$ 981b2o$981bo10$469b2o$469b2o2$604b2o$604b2o9$477b2o$477b2o20$476b2o$ 476b2o$558bo$558bobo50b2o$558b2o51b2o9$484b2o$484b2o13$1026bobo$1027b 2o$1027bo5$483b2o$483b2o2$618b2o$618b2o9$491b2o$491b2o20$490b2o$490b2o 6$526bo$526bobo$526b2o4$498b2o$498b2o18$1072bobo$1073b2o$497b2o574bo$ 497b2o12$505b2o$505b2o33$512b2o$512b2o33$519b2o$519b2o33$526b2o$526b2o!
It's nice that this reaction can climb gliders as well as blocks -- I didn't know that, so didn't try to do anything with it in my three-trail cleanup attempt.Code: Select all
x = 1769, y = 2889, rule = B3/S23 188$302b2o$302b2o33$309b2o$309b2o33$316b2o$316b2o33$323b2o$323b2o33$ 330b2o$330b2o23$464b2o$464b2o9$337b2o$337b2o23$471b2o$471b2o9$344b2o$ 344b2o23$478b2o$478b2o9$351b2o$351b2o23$485b2o$485b2o9$358b2o$358b2o 23$492b2o$492b2o9$365b2o$365b2o6$619b2o$619b2o16$499b2o$499b2o9$372b2o $372b2o6$626b2o$626b2o16$506b2o$506b2o9$379b2o$379b2o6$633b2o$633b2o 16$513b2o$513b2o9$386b2o$386b2o6$640b2o$640b2o16$520b2o$520b2o9$393b2o $393b2o6$647b2o$647b2o16$527b2o$527b2o7$755b2o$755b2o$400b2o$400b2o6$ 654b2o$654b2o16$534b2o$534b2o7$762b2o$762b2o$407b2o$407b2o6$661b2o$ 661b2o16$541b2o$541b2o7$769b2o$769b2o$414b2o$414b2o6$668b2o$668b2o16$ 548b2o$548b2o7$776b2o$776b2o$421b2o$421b2o6$675b2o$675b2o16$555b2o$ 555b2o7$783b2o$783b2o$428b2o$428b2o6$682b2o$682b2o16$562b2o$562b2o7$ 790b2o$790b2o$435b2o$435b2o6$689b2o$689b2o16$569b2o$569b2o7$797b2o$ 797b2o$442b2o$442b2o6$696b2o$696b2o16$576b2o$576b2o7$804b2o$804b2o$ 449b2o$449b2o6$703b2o$703b2o16$583b2o$583b2o7$811b2o$811b2o$456b2o$ 456b2o6$710b2o$710b2o16$590b2o$590b2o7$818b2o$818b2o$463b2o$463b2o6$ 717b2o$717b2o16$597b2o$597b2o7$825b2o$825b2o$470b2o$470b2o6$724b2o$ 724b2o16$604b2o$604b2o7$832b2o$832b2o$477b2o$477b2o6$731b2o$731b2o16$ 611b2o$611b2o7$839b2o$839b2o$484b2o$484b2o6$738b2o$738b2o16$618b2o$ 618b2o7$846b2o$846b2o$491b2o$491b2o6$745b2o$745b2o16$625b2o$625b2o7$ 853b2o$853b2o$498b2o$498b2o6$752b2o$752b2o16$632b2o$632b2o7$860b2o$ 860b2o$505b2o$505b2o6$759b2o$759b2o16$639b2o$639b2o7$867b2o$867b2o$ 512b2o$512b2o6$766b2o$766b2o16$646b2o$646b2o7$874b2o$874b2o$519b2o$ 519b2o6$773b2o$773b2o16$653b2o$653b2o7$881b2o$881b2o$526b2o$526b2o6$ 780b2o$780b2o16$660b2o$660b2o7$888b2o$888b2o$533b2o$533b2o6$787b2o$ 787b2o16$667b2o$667b2o7$895b2o$895b2o$540b2o$540b2o6$794b2o$794b2o16$ 674b2o$674b2o7$902b2o$902b2o$547b2o$547b2o6$801b2o$801b2o12$547b3o2$ 547bobo$546bo$546bo3bo130b2o$681b2o$546b2o2bo6$548b2o359b2o$548b2o359b 2o7$546bo$545bobo260b2o$545bobo260b2o$546bo10$547b2o$547b2o4$688b2o$ 688b2o3$515bo$514bo$514b3o2$555b2o359b2o$555b2o359b2o7$553bo$552bobo 260b2o$552bobo260b2o$553bo10$554b2o30bo$554b2o31b2o$586b2o3$695b2o$ 695b2o7$562b2o359b2o$562b2o359b2o7$560bo$559bobo260b2o$559bobo260b2o$ 560bo10$561b2o$561b2o4$702b2o$702b2o7$569b2o359b2o$483bo85b2o359b2o$ 482bo$482b3o5$567bo$566bobo260b2o$566bobo260b2o$567bo10$568b2o$568b2o 4$632bo76b2o$633b2o74b2o$632b2o6$576b2o359b2o$576b2o359b2o7$574bo$573b obo260b2o$573bobo260b2o$574bo10$575b2o$575b2o4$716b2o$716b2o7$583b2o 359b2o$583b2o359b2o5$451bo$450bo$450b3o128bo$580bobo260b2o$580bobo260b 2o$581bo$716b3o2$716bobo$715bo$715bo3bo2$715b2o2bo3$582b2o$582b2o2$ 717b2o$717b2o6$678bo$679b2o34bo$678b2o34bobo$590b2o122bobo234b2o$590b 2o123bo235b2o7$588bo$587bobo260b2o$587bobo260b2o$588bo127b2o$716b2o8$ 684bo$589b2o92bo$589b2o92b3o2$724b2o$724b2o7$722bo$721bobo$597b2o122bo bo234b2o$597b2o123bo235b2o7$595bo$594bobo260b2o$594bobo260b2o$595bo 127b2o30bo$723b2o31b2o$755b2o8$596b2o$596b2o2$731b2o$731b2o7$729bo$ 728bobo$604b2o122bobo234b2o$604b2o123bo235b2o$724bo$725b2o$724b2o4$ 602bo$601bobo260b2o$601bobo260b2o$602bo127b2o$730b2o9$603b2o$603b2o2$ 738b2o$652bo85b2o$651bo$651b3o7$611b2o359b2o$611b2o359b2o2$1756bo$ 1755bo$1755b3o3$609bo$608bobo260b2o$608bobo260b2o$609bo5$801bo$802b2o$ 801b2o3$610b2o$610b2o2$745b2o$745b2o9$618b2o359b2o$618b2o359b2o7$616bo $615bobo260b2o$615bobo260b2o$616bo10$617b2o$617b2o2$752b2o$752b2o4$ 878b3o$620bo$619bo258bobo$619b3o255bo$877bo3bo$625b2o359b2o$625b2o250b 2o2bo104b2o6$879b2o$623bo255b2o843bo$622bobo1098bo$622bobo1098b3o$623b o4$877bo$876bobo$876bobo$877bo3$624b2o221bo$624b2o222b2o$847b2o$759b2o $759b2o3$878b2o$878b2o5$632b2o359b2o$632b2o359b2o2$846bo$845bo$845b3o 2$886b2o$630bo255b2o$629bobo$629bobo$630bo4$884bo$883bobo$883bobo$884b o3$631b2o$631b2o2$766b2o$766b2o3$885b2o30bo$885b2o31b2o$917b2o4$639b2o 359b2o$588bo50b2o359b2o$587bo$587b3o4$893b2o$637bo255b2o$636bobo$636bo bo$637bo2$1692bo$1691bo$891bo799b3o$890bobo$890bobo$891bo3$638b2o$638b 2o2$773b2o115bo$773b2o114bo2bo$892b2o$890bo3bo$890bo2bo$891b2o5$646b2o 359b2o$646b2o359b2o6$900b2o$644bo169bo85b2o$643bobo167bo$643bobo167b3o $644bo10$645b2o$645b2o2$780b2o$780b2o8$963bo$653b2o309b2o48b2o$653b2o 308b2o49b2o5$556bo$555bo351b2o$555b3o93bo255b2o$650bobo$650bobo$651bo 7$1660bo$1659bo$1014b3o642b3o$652b2o$652b2o360bobo$1013bo$787b2o224bo 3bo$787b2o$1013b2o2bo6$1015b2o$1015b2o$660b2o$660b2o5$1013bo$914b2o96b obo$658bo255b2o96bobo$657bobo353bo$657bobo$658bo2$782bo$781bo$781b3o4$ 1014b2o$1014b2o$659b2o$659b2o2$794b2o$794b2o3$982bo$981bo$981b3o2$ 1022b2o$1022b2o$667b2o$667b2o3$1009bo$1010b2o$1009b2o9bo$921b2o96bobo$ 665bo255b2o96bobo$664bobo353bo$664bobo$524bo140bo$523bo$523b3o6$1021b 2o30bo$1021b2o31b2o$666b2o385b2o$666b2o$1628bo$801b2o824bo$801b2o824b 3o7$1029b2o$1029b2o$674b2o$674b2o6$928b2o$672bo255b2o$671bobo$671bobo$ 672bo7$750bo$749bo$749b3o$673b2o$673b2o2$808b2o$808b2o7$1036b2o$950bo 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2o6$991b2o$991b2o11$822bo$821bo$736b2o83b3o$736b2o2$871b2o$871b2o7$ 1099b2o$1099b2o$744b2o$744b2o6$998b2o$998b2o2$1283bo$1284b2o$1283b2o2$ 1468bo$1467bo$1467b3o5$743b2o$743b2o2$878b2o$878b2o7$1106b2o$1106b2o$ 751b2o$751b2o6$1005b2o$1005b2o13$750b2o$750b2o2$790bo94b2o$789bo95b2o$ 789b3o6$1113b2o$1113b2o$758b2o$758b2o6$1012b2o$1012b2o6$733b2o$732b2o 595bo$734bo595b2o$1329b2o2$765b2o669bo$764b2o669bo$757b2o7bo668b3o$ 757b2o2$797b2o93b2o$796b2o94b2o$798bo3$829b2o$828b2o$830bo$1120b2o$ 1120b2o$765b2o94b2o$765b2o93b2o$862bo3$893b2o$892b2o$894bo124b2o$1019b 2o2$925b2o$924b2o$926bo3$957b2o$956b2o$958bo3$989b2o$988b2o$990bo2$ 899b2o$899b2o120b2o$1020b2o$1022bo3$1053b2o$1052b2o$1054bo72b2o$1127b 2o$772b2o$772b2o311b2o$1084b2o$1086bo3$1117b2o$1026b2o88b2o$1026b2o90b o3$1149b2o$1148b2o$1150bo3$1181b2o$1180b2o$1182bo2$1375bo$1213b2o161b 2o$1212b2o161b2o$1214bo$906b2o496bo$906b2o495bo$1245b2o156b3o$1244b2o$ 1246bo3$1277b2o$1134b2o140b2o$1134b2o142bo$779b2o$779b2o$1309b2o$1308b 2o$1310bo3$1033b2o306b2o$1033b2o305b2o$1342bo3$1373b2o$1372b2o$1374bo 10$913b2o$913b2o7$1141b2o$1141b2o$786b2o$786b2o6$1040b2o$1040b2o16$ 920b2o$920b2o9$793b2o$793b2o33$800b2o$800b2o33$807b2o$807b2o33$814b2o$ 814b2o33$821b2o$821b2o33$828b2o$828b2o!
Let's see if any more progress can be made here.dvgrn wrote:Eight trails seems a little excessive, but maybe it's at least worth looking at:
Can't really claim success until we have a rake/rephaser that allows the free choice to fire/not fire a glider on either side, each time the trails are rephased. But with any luck there's some construction on the left that will absorb both trailing glider streams.Code: Select all
x = 2485, y = 4050, rule = B3/S23 3b2o$3b2o867b2o$872b2o22$137b2o$137b2o867b2o$1006b2o8$10b2o$10b2o867b 2o$879b2o5$264b2o$264b2o867b2o$1133b2o15$144b2o$144b2o867b2o$1013b2o6$ 372b2o$372b2o867b2o$17b2o1222b2o$17b2o867b2o$886b2o5$271b2o$271b2o867b 2o$1140b2o15$151b2o$151b2o867b2o$1020b2o6$379b2o$379b2o867b2o$24b2o 1222b2o$24b2o867b2o$893b2o5$278b2o$278b2o867b2o$1147b2o15$158b2o$158b 2o867b2o$1027b2o6$386b2o$386b2o867b2o$31b2o1222b2o$31b2o867b2o$900b2o 5$285b2o$285b2o867b2o$1154b2o15$165b2o$165b2o867b2o$1034b2o6$393b2o$ 393b2o867b2o$38b2o1222b2o$38b2o867b2o$907b2o5$292b2o$292b2o867b2o$ 1161b2o15$172b2o$172b2o867b2o$1041b2o6$400b2o$400b2o867b2o$45b2o1222b 2o$45b2o867b2o$914b2o5$299b2o$299b2o867b2o$1168b2o15$179b2o$179b2o867b 2o$1048b2o6$407b2o$407b2o867b2o$52b2o1222b2o$52b2o867b2o$921b2o5$306b 2o$306b2o867b2o$1175b2o15$186b2o$186b2o867b2o$1055b2o6$414b2o$414b2o 867b2o$59b2o1222b2o$59b2o867b2o$928b2o5$313b2o$313b2o867b2o$1182b2o15$ 193b2o$193b2o867b2o$1062b2o6$421b2o$421b2o867b2o$66b2o1222b2o$66b2o 867b2o$935b2o5$320b2o$320b2o867b2o$1189b2o15$200b2o$200b2o867b2o$1069b 2o6$428b2o$428b2o867b2o$73b2o1222b2o$73b2o867b2o$942b2o5$327b2o$327b2o 867b2o$1196b2o15$207b2o$207b2o867b2o$1076b2o6$435b2o$435b2o867b2o$80b 2o1222b2o$80b2o867b2o$949b2o5$334b2o$334b2o867b2o$1203b2o15$214b2o$ 214b2o867b2o$1083b2o6$442b2o$442b2o867b2o$87b2o1222b2o$87b2o867b2o$ 956b2o5$341b2o$341b2o867b2o$1210b2o15$221b2o$221b2o867b2o$1090b2o6$ 449b2o$449b2o867b2o$94b2o1222b2o$94b2o867b2o$963b2o5$348b2o$348b2o867b 2o$1217b2o15$228b2o$228b2o867b2o$1097b2o6$456b2o$456b2o867b2o$101b2o 1222b2o$101b2o867b2o$970b2o5$355b2o$355b2o867b2o$1224b2o15$235b2o$235b 2o867b2o$1104b2o6$463b2o$463b2o867b2o$108b2o1222b2o$108b2o867b2o$977b 2o5$362b2o$362b2o867b2o$1231b2o15$242b2o$242b2o867b2o$1111b2o6$470b2o$ 470b2o867b2o$115b2o1222b2o$115b2o867b2o$984b2o5$369b2o$369b2o867b2o$ 1238b2o15$249b2o$249b2o867b2o$1118b2o6$477b2o$477b2o867b2o$122b2o1222b 2o$122b2o867b2o$991b2o5$376b2o$376b2o867b2o$1245b2o15$256b2o$256b2o 867b2o$1125b2o6$484b2o$484b2o867b2o$129b2o1222b2o$129b2o867b2o$998b2o 5$383b2o$383b2o867b2o$1252b2o15$263b2o$263b2o867b2o$1132b2o6$491b2o$ 491b2o867b2o$136b2o1222b2o$136b2o867b2o$1005b2o5$390b2o$390b2o867b2o$ 1259b2o15$270b2o$270b2o867b2o$1139b2o6$498b2o$498b2o867b2o$143b2o1222b 2o$143b2o867b2o$1012b2o5$397b2o$397b2o867b2o$1266b2o15$277b2o$277b2o 867b2o$1146b2o6$505b2o$505b2o867b2o$150b2o1222b2o$150b2o867b2o$1019b2o 5$404b2o$404b2o867b2o$1273b2o15$284b2o$284b2o867b2o$1153b2o6$512b2o$ 512b2o867b2o$157b2o1222b2o$157b2o867b2o$1026b2o5$411b2o$411b2o867b2o$ 1280b2o15$291b2o$291b2o867b2o$1160b2o6$519b2o$519b2o867b2o$164b2o1222b 2o$164b2o867b2o$1033b2o5$418b2o$418b2o867b2o$1287b2o15$298b2o$298b2o 867b2o$1167b2o6$526b2o$526b2o867b2o$171b2o1222b2o$171b2o867b2o$1040b2o 5$425b2o$425b2o867b2o$1294b2o15$305b2o$305b2o867b2o$1174b2o6$533b2o$ 533b2o867b2o$178b2o1222b2o$178b2o867b2o$1047b2o5$432b2o$432b2o867b2o$ 1301b2o15$312b2o$312b2o867b2o$1181b2o6$540b2o$540b2o867b2o$185b2o1222b 2o$185b2o867b2o$1054b2o5$439b2o$439b2o867b2o$1308b2o15$319b2o$319b2o 867b2o$1188b2o6$547b2o$547b2o867b2o$192b2o1222b2o$192b2o867b2o$1061b2o 5$446b2o$446b2o867b2o$1315b2o15$326b2o$326b2o867b2o$1195b2o6$554b2o$ 554b2o867b2o$199b2o1222b2o$199b2o867b2o$1068b2o5$453b2o$453b2o867b2o$ 1322b2o15$333b2o$333b2o867b2o$1202b2o6$561b2o$561b2o867b2o$206b2o1222b 2o$206b2o867b2o$1075b2o5$460b2o$460b2o867b2o$1329b2o15$340b2o$340b2o 867b2o$1209b2o6$568b2o$568b2o867b2o$213b2o1222b2o$213b2o867b2o$1082b2o 5$467b2o$467b2o867b2o$1336b2o15$347b2o$347b2o867b2o$1216b2o6$575b2o$ 575b2o867b2o$220b2o1222b2o$220b2o867b2o$1089b2o5$474b2o$474b2o867b2o$ 1343b2o15$354b2o$354b2o867b2o$1223b2o6$582b2o$582b2o867b2o$227b2o1222b 2o$227b2o867b2o$1096b2o5$481b2o$481b2o867b2o$1350b2o15$361b2o$361b2o 867b2o$1230b2o6$589b2o$589b2o867b2o$234b2o1222b2o$234b2o867b2o$1103b2o 5$488b2o$488b2o867b2o$1357b2o15$368b2o$368b2o867b2o$1237b2o6$596b2o$ 596b2o867b2o$241b2o1222b2o$241b2o867b2o$1110b2o5$495b2o$495b2o867b2o$ 1364b2o15$375b2o$375b2o867b2o$1244b2o6$603b2o$603b2o867b2o$248b2o1222b 2o$248b2o867b2o$1117b2o5$502b2o$502b2o867b2o$1371b2o15$382b2o$382b2o 867b2o$1251b2o6$610b2o$610b2o867b2o$255b2o1222b2o$255b2o867b2o$1124b2o 5$509b2o$509b2o867b2o$1378b2o15$389b2o$389b2o867b2o$1258b2o6$617b2o$ 617b2o867b2o$262b2o1222b2o$262b2o867b2o$1131b2o5$516b2o$516b2o867b2o$ 1385b2o15$396b2o$396b2o867b2o$1265b2o6$624b2o$624b2o867b2o$269b2o1222b 2o$269b2o867b2o$1138b2o5$523b2o$523b2o867b2o$1392b2o15$403b2o$403b2o 867b2o$1272b2o6$631b2o$631b2o867b2o$276b2o1222b2o$276b2o867b2o$1145b2o 5$530b2o$530b2o867b2o$1399b2o15$410b2o$410b2o867b2o$1279b2o6$638b2o$ 638b2o867b2o$283b2o1222b2o$283b2o867b2o$1152b2o5$537b2o$537b2o867b2o$ 1406b2o15$417b2o$417b2o867b2o$1286b2o6$645b2o$645b2o867b2o$290b2o1222b 2o$290b2o867b2o$1159b2o5$544b2o$544b2o867b2o$1413b2o15$424b2o$424b2o 867b2o$1293b2o6$652b2o$652b2o867b2o$297b2o1222b2o$297b2o867b2o$1166b2o 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No idea yet on how to optionally suppress the backrake on the right, though: unfortunately a central kickback can't throw a glider forward through the right-hand trails, after either one or two rephasings. I think there's a clear path after three rephasings, but that means three rightward backrake streams would have to be cleaned up with one forward stream... not impossible, but maybe not very likely either.
Construction recipes are going to be a little strange. Because one rephasing moves the trail by (-6,-2), the left side has a slow-salvo construction stripe of width 41, where the right side is only width 27. 27 is a bit narrow for incremental constructions, but probably not impossible. Luckily the rephasing distance is relatively prime to the stripe width on both sides -- it's (+8N) mod 41 on the left, and (-4N) mod 27 on the right.
I think initial slow-salvo targets can be conveniently made by the B+glider version of the reaction, once we have a clean right-side forward rake to shoot down the extra glider outputs. With a horizontal offset of 7, it should be quite a bit easier to find a workable edge-shooting *WSS recipe -- the intermediate targets won't get in the way.
... So what horrible difficulties have I left out here?