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New superstring fuse?
Posted: July 24th, 2011, 7:54 am
by Failuref
I played with known fuses/waveguides and found a new superstring fuse.
He moves along two perpendicular diagonal lines (and a little further) and produces a lot of garbage.
Code: Select all
x = 123, y = 242, rule = B3/S23
121b2o$120bobo$119bo$118bo$117bo$116bo$115bo$114bo$113bo$112bo$111bo$
110bo$109bo$108bo$107bo$106bo$105bo$104bo$103bo$102bo$101bo$100bo$99bo
$98bo$97bo$96bo$95bo$94bo$93bo$92bo$91bo$90bo$89bo$88bo$87bo$86bo$85bo
$84bo$83bo$82bo$81bo$80bo$79bo$78bo$77bo$76bo$75bo$74bo$73bo$72bo$71bo
$70bo$69bo$68bo$67bo$66bo$65bo$64bo$63bo$62bo$61bo$60bo$59bo$58bo$57bo
$56bo$55bo$54bo$53bo$52bo$51bo$50bo$49bo$48bo$47bo$46bo$45bo$44bo$43bo
$42bo$41bo$40bo$39bo$38bo$37bo$36bo$35bo$34bo$33bo$32bo$31bo$30bo$29bo
$28bo$27bo$26bo$25bo$24bo$23bo$22bo$21bo$20bo$19bo$18bo$17bo$16bo$15bo
$14bo$13bo$12bo$11bo$10bo$9bo$8bo$7bo$6bo$5bo$4bo$3bo$2bo$2o$2o$2bo$3b
o$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$17bo$18bo
$19bo$20bo$21bo$22bo$23bo$24bo$25bo$26bo$27bo$28bo$29bo$30bo$31bo$32bo
$33bo$34bo$35bo$36bo$37bo$38bo$39bo$40bo$41bo$42bo$43bo$44bo$45bo$46bo
$47bo$48bo$49bo$50bo$51bo$52bo$53bo$54bo$55bo$56bo$57bo$58bo$59bo$60bo
$61bo$62bo$63bo$64bo$65bo$66bo$67bo$68bo$69bo$70bo$71bo$72bo$73bo$74bo
$75bo$76bo$77bo$78bo$79bo$80bo$81bo$82bo$83bo$84bo$85bo$86bo$87bo$88bo
$89bo$90bo$91bo$92bo$93bo$94bo$95bo$96bo$97bo$98bo$99bo$100bo$101bo$
102bo$103bo$104bo$105bo$106bo$107bo$108bo$109bo$110bo$111bo$112bo$113b
o$114bo$115bo$116bo$117bo$118bo$119bo$120bobo$121b2o!
Re: New superstring fuse?
Posted: July 24th, 2011, 7:58 am
by Failuref
This is one variation, moves on one line
Code: Select all
x = 123, y = 142, rule = B3/S23
121b2o$120bobo$119bo$118bo$117bo$116bo$115bo$114bo$113bo$112bo$111bo$
110bo$109bo$108bo$107bo$106bo$105bo$104bo$103bo$102bo$101bo$100bo$99bo
$98bo$97bo$96bo$95bo$94bo$93bo$92bo$91bo$90bo$89bo$88bo$87bo$86bo$85bo
$84bo$83bo$82bo$81bo$80bo$79bo$78bo$77bo$76bo$75bo$74bo$73bo$72bo$71bo
$70bo$69bo$68bo$67bo$66bo$65bo$64bo$63bo$62bo$61bo$60bo$59bo$58bo$57bo
$56bo$55bo$54bo$53bo$52bo$51bo$50bo$49bo$48bo$47bo$46bo$45bo$44bo$43bo
$42bo$41bo$40bo$39bo$38bo$37bo$36bo$35bo$34bo$33bo$32bo$31bo$30bo$29bo
$28bo$27bo$26bo$25bo$24bo$23bo$22bo$21bo$20bo$19bo$18bo$17bo$16bo$15bo
$14bo$13bo$12bo$11bo$10bo$9bo$8bo$7bo$6bo$5bo$4bo$3bo$2bo$2o$2o$2bo$3b
o$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$17bo$18bo
$19bo$20bobo$21b2o!
On long line it generates many gliders
Code: Select all
x = 1113, y = 1134, rule = B3/S23
1111b2o$1112bo$1111bo$1110bo$1109bo$1108bo$1107bo$1106bo$1105bo$1104bo
$1103bo$1102bo$1101bo$1100bo$1099bo$1098bo$1097bo$1096bo$1095bo$1094bo
$1093bo$1092bo$1091bo$1090bo$1089bo$1088bo$1087bo$1086bo$1085bo$1084bo
$1083bo$1082bo$1081bo$1080bo$1079bo$1078bo$1077bo$1076bo$1075bo$1074bo
$1073bo$1072bo$1071bo$1070bo$1069bo$1068bo$1067bo$1066bo$1065bo$1064bo
$1063bo$1062bo$1061bo$1060bo$1059bo$1058bo$1057bo$1056bo$1055bo$1054bo
$1053bo$1052bo$1051bo$1050bo$1049bo$1048bo$1047bo$1046bo$1045bo$1044bo
$1043bo$1042bo$1041bo$1040bo$1039bo$1038bo$1037bo$1036bo$1035bo$1034bo
$1033bo$1032bo$1031bo$1030bo$1029bo$1028bo$1027bo$1026bo$1025bo$1024bo
$1023bo$1022bo$1021bo$1020bo$1019bo$1018bo$1017bo$1016bo$1015bo$1014bo
$1013bo$1012bo$1011bo$1010bo$1009bo$1008bo$1007bo$1006bo$1005bo$1004bo
$1003bo$1002bo$1001bo$1000bo$999bo$998bo$997bo$996bo$995bo$994bo$993bo
$992bo$991bo$990bo$989bo$988bo$987bo$986bo$985bo$984bo$983bo$982bo$
981bo$980bo$979bo$978bo$977bo$976bo$975bo$974bo$973bo$972bo$971bo$970b
o$969bo$968bo$967bo$966bo$965bo$964bo$963bo$962bo$961bo$960bo$959bo$
958bo$957bo$956bo$955bo$954bo$953bo$952bo$951bo$950bo$949bo$948bo$947b
o$946bo$945bo$944bo$943bo$942bo$941bo$940bo$939bo$938bo$937bo$936bo$
935bo$934bo$933bo$932bo$931bo$930bo$929bo$928bo$927bo$926bo$925bo$924b
o$923bo$922bo$921bo$920bo$919bo$918bo$917bo$916bo$915bo$914bo$913bo$
912bo$911bo$910bo$909bo$908bo$907bo$906bo$905bo$904bo$903bo$902bo$901b
o$900bo$899bo$898bo$897bo$896bo$895bo$894bo$893bo$892bo$891bo$890bo$
889bo$888bo$887bo$886bo$885bo$884bo$883bo$882bo$881bo$880bo$879bo$878b
o$877bo$876bo$875bo$874bo$873bo$872bo$871bo$870bo$869bo$868bo$867bo$
866bo$865bo$864bo$863bo$862bo$861bo$860bo$859bo$858bo$857bo$856bo$855b
o$854bo$853bo$852bo$851bo$850bo$849bo$848bo$847bo$846bo$845bo$844bo$
843bo$842bo$841bo$840bo$839bo$838bo$837bo$836bo$835bo$834bo$833bo$832b
o$831bo$830bo$829bo$828bo$827bo$826bo$825bo$824bo$823bo$822bo$821bo$
820bo$819bo$818bo$817bo$816bo$815bo$814bo$813bo$812bo$811bo$810bo$809b
o$808bo$807bo$806bo$805bo$804bo$803bo$802bo$801bo$800bo$799bo$798bo$
797bo$796bo$795bo$794bo$793bo$792bo$791bo$790bo$789bo$788bo$787bo$786b
o$785bo$784bo$783bo$782bo$781bo$780bo$779bo$778bo$777bo$776bo$775bo$
774bo$773bo$772bo$771bo$770bo$769bo$768bo$767bo$766bo$765bo$764bo$763b
o$762bo$761bo$760bo$759bo$758bo$757bo$756bo$755bo$754bo$753bo$752bo$
751bo$750bo$749bo$748bo$747bo$746bo$745bo$744bo$743bo$742bo$741bo$740b
o$739bo$738bo$737bo$736bo$735bo$734bo$733bo$732bo$731bo$730bo$729bo$
728bo$727bo$726bo$725bo$724bo$723bo$722bo$721bo$720bo$719bo$718bo$717b
o$716bo$715bo$714bo$713bo$712bo$711bo$710bo$709bo$708bo$707bo$706bo$
705bo$704bo$703bo$702bo$701bo$700bo$699bo$698bo$697bo$696bo$695bo$694b
o$693bo$692bo$691bo$690bo$689bo$688bo$687bo$686bo$685bo$684bo$683bo$
682bo$681bo$680bo$679bo$678bo$677bo$676bo$675bo$674bo$673bo$672bo$671b
o$670bo$669bo$668bo$667bo$666bo$665bo$664bo$663bo$662bo$661bo$660bo$
659bo$658bo$657bo$656bo$655bo$654bo$653bo$652bo$651bo$650bo$649bo$648b
o$647bo$646bo$645bo$644bo$643bo$642bo$641bo$640bo$639bo$638bo$637bo$
636bo$635bo$634bo$633bo$632bo$631bo$630bo$629bo$628bo$627bo$626bo$625b
o$624bo$623bo$622bo$621bo$620bo$619bo$618bo$617bo$616bo$615bo$614bo$
613bo$612bo$611bo$610bo$609bo$608bo$607bo$606bo$605bo$604bo$603bo$602b
o$601bo$600bo$599bo$598bo$597bo$596bo$595bo$594bo$593bo$592bo$591bo$
590bo$589bo$588bo$587bo$586bo$585bo$584bo$583bo$582bo$581bo$580bo$579b
o$578bo$577bo$576bo$575bo$574bo$573bo$572bo$571bo$570bo$569bo$568bo$
567bo$566bo$565bo$564bo$563bo$562bo$561bo$560bo$559bo$558bo$557bo$556b
o$555bo$554bo$553bo$552bo$551bo$550bo$549bo$548bo$547bo$546bo$545bo$
544bo$543bo$542bo$541bo$540bo$539bo$538bo$537bo$536bo$535bo$534bo$533b
o$532bo$531bo$530bo$529bo$528bo$527bo$526bo$525bo$524bo$523bo$522bo$
521bo$520bo$519bo$518bo$517bo$516bo$515bo$514bo$513bo$512bo$511bo$510b
o$509bo$508bo$507bo$506bo$505bo$504bo$503bo$502bo$501bo$500bo$499bo$
498bo$497bo$496bo$495bo$494bo$493bo$492bo$491bo$490bo$489bo$488bo$487b
o$486bo$485bo$484bo$483bo$482bo$481bo$480bo$479bo$478bo$477bo$476bo$
475bo$474bo$473bo$472bo$471bo$470bo$469bo$468bo$467bo$466bo$465bo$464b
o$463bo$462bo$461bo$460bo$459bo$458bo$457bo$456bo$455bo$454bo$453bo$
452bo$451bo$450bo$449bo$448bo$447bo$446bo$445bo$444bo$443bo$442bo$441b
o$440bo$439bo$438bo$437bo$436bo$435bo$434bo$433bo$432bo$431bo$430bo$
429bo$428bo$427bo$426bo$425bo$424bo$423bo$422bo$421bo$420bo$419bo$418b
o$417bo$416bo$415bo$414bo$413bo$412bo$411bo$410bo$409bo$408bo$407bo$
406bo$405bo$404bo$403bo$402bo$401bo$400bo$399bo$398bo$397bo$396bo$395b
o$394bo$393bo$392bo$391bo$390bo$389bo$388bo$387bo$386bo$385bo$384bo$
383bo$382bo$381bo$380bo$379bo$378bo$377bo$376bo$375bo$374bo$373bo$372b
o$371bo$370bo$369bo$368bo$367bo$366bo$365bo$364bo$363bo$362bo$361bo$
360bo$359bo$358bo$357bo$356bo$355bo$354bo$353bo$352bo$351bo$350bo$349b
o$348bo$347bo$346bo$345bo$344bo$343bo$342bo$341bo$340bo$339bo$338bo$
337bo$336bo$335bo$334bo$333bo$332bo$331bo$330bo$329bo$328bo$327bo$326b
o$325bo$324bo$323bo$322bo$321bo$320bo$319bo$318bo$317bo$316bo$315bo$
314bo$313bo$312bo$311bo$310bo$309bo$308bo$307bo$306bo$305bo$304bo$303b
o$302bo$301bo$300bo$299bo$298bo$297bo$296bo$295bo$294bo$293bo$292bo$
291bo$290bo$289bo$288bo$287bo$286bo$285bo$284bo$283bo$282bo$281bo$280b
o$279bo$278bo$277bo$276bo$275bo$274bo$273bo$272bo$271bo$270bo$269bo$
268bo$267bo$266bo$265bo$264bo$263bo$262bo$261bo$260bo$259bo$258bo$257b
o$256bo$255bo$254bo$253bo$252bo$251bo$250bo$249bo$248bo$247bo$246bo$
245bo$244bo$243bo$242bo$241bo$240bo$239bo$238bo$237bo$236bo$235bo$234b
o$233bo$232bo$231bo$230bo$229bo$228bo$227bo$226bo$225bo$224bo$223bo$
222bo$221bo$220bo$219bo$218bo$217bo$216bo$215bo$214bo$213bo$212bo$211b
o$210bo$209bo$208bo$207bo$206bo$205bo$204bo$203bo$202bo$201bo$200bo$
199bo$198bo$197bo$196bo$195bo$194bo$193bo$192bo$191bo$190bo$189bo$188b
o$187bo$186bo$185bo$184bo$183bo$182bo$181bo$180bo$179bo$178bo$177bo$
176bo$175bo$174bo$173bo$172bo$171bo$170bo$169bo$168bo$167bo$166bo$165b
o$164bo$163bo$162bo$161bo$160bo$159bo$158bo$157bo$156bo$155bo$154bo$
153bo$152bo$151bo$150bo$149bo$148bo$147bo$146bo$145bo$144bo$143bo$142b
o$141bo$140bo$139bo$138bo$137bo$136bo$135bo$134bo$133bo$132bo$131bo$
130bo$129bo$128bo$127bo$126bo$125bo$124bo$123bo$122bo$121bo$120bo$119b
o$118bo$117bo$116bo$115bo$114bo$113bo$112bo$111bo$110bo$109bo$108bo$
107bo$106bo$105bo$104bo$103bo$102bo$101bo$100bo$99bo$98bo$97bo$96bo$
95bo$94bo$93bo$92bo$91bo$90bo$89bo$88bo$87bo$86bo$85bo$84bo$83bo$82bo$
81bo$80bo$79bo$78bo$77bo$76bo$75bo$74bo$73bo$72bo$71bo$70bo$69bo$68bo$
67bo$66bo$65bo$64bo$63bo$62bo$61bo$60bo$59bo$58bo$57bo$56bo$55bo$54bo$
53bo$52bo$51bo$50bo$49bo$48bo$47bo$46bo$45bo$44bo$43bo$42bo$41bo$40bo$
39bo$38bo$37bo$36bo$35bo$34bo$33bo$32bo$31bo$30bo$29bo$28bo$27bo$26bo$
25bo$24bo$23bo$22bo$21bo$20bo$19bo$18bo$17bo$16bo$15bo$14bo$13bo$12bo$
11bo$10bo$9bo$8bo$7bo$6bo$5bo$4bo$3bo$b2o$obo$obo$b2o$3bo$4bo$5bo$6bo$
7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$17bo$18bo$19bo$20bobo$
21b2o!