(35*10^1+1)/9 = 3 * 13
(35*10^2+1)/9 = 389
(35*10^3+1)/9 = 3889
(35*10^4+1)/9 = 3^2 * 29 * 149
(35*10^5+1)/9 = 157 * 2477
(35*10^6+1)/9 = 3888889
(35*10^7+1)/9 = 3 * 13 * 997151
(35*10^8+1)/9 = 17 * 22875817
(35*10^9+1)/9 = 59 * 83 * 794137
(35*10^10+1)/9 = 3 * 563 * 659 * 34939
(35*10^11+1)/9 = 1571 * 2713 * 91243
(35*10^12+1)/9 = 22147 * 175594387
(35*10^13+1)/9 = 3^4 * 13 * 19 * 16981 * 114467
(35*10^14+1)/9 = 47^2 * 176047482521<12>
(35*10^15+1)/9 = 509 * 677 * 10771 * 1047763
(35*10^16+1)/9 = 3 * 173 * 5557 * 13483970083<11>
(35*10^17+1)/9 = 388888888888888889<18>
(35*10^18+1)/9 = 577 * 6653 * 14243 * 71126383
(35*10^19+1)/9 = 3 * 13 * 23 * 27241 * 1591512469457<13>
(35*10^20+1)/9 = 388888888888888888889<21>
(35*10^21+1)/9 = 853 * 7627091 * 597747234743<12>
(35*10^22+1)/9 = 3^2 * 449 * 4019 * 10177 * 235287526283<12>
(35*10^23+1)/9 = 307337 * 1265350051861275697<19>
(35*10^24+1)/9 = 17 * 911 * 15823 * 15869725269287689<17>
(35*10^25+1)/9 = 3 * 13 * 359 * 2777579379250688442889<22>
(35*10^26+1)/9 = 22573 * 17228055149465684175293<23>
(35*10^27+1)/9 = 181 * 1423 * 2710571 * 73508693 * 75777901
(35*10^28+1)/9 = 3 * 36761 * 352628137508853485023883<24>
(35*10^29+1)/9 = 71 * 148062451 * 36993229932481008709<20>
(35*10^30+1)/9 = 23974298520577<14> * 162210747711808057<18>
(35*10^31+1)/9 = 3^2 * 13 * 19 * 191 * 91590979806282460824575273<26>
(35*10^32+1)/9 = 29 * 974075801768653<15> * 13766856400164097<17>
(35*10^33+1)/9 = 523 * 33247 * 223651277203112211040872469<27>
(35*10^34+1)/9 = 3 * 1759 * 7369507085254669109131872065357<31>
(35*10^35+1)/9 = 113 * 797 * 19571 * 214213 * 1029982698744571972963<22>
(35*10^36+1)/9 = 1123 * 3462946472741664193133471851192243<34>
(35*10^37+1)/9 = 3 * 13 * 4931 * 202220847120461803081961264885621<33>
(35*10^38+1)/9 = 1193459 * 91020654427<11> * 3579959201758030342873<22>
(35*10^39+1)/9 = 2037867355744537<16> * 1908313059692778290942497<25>
(35*10^40+1)/9 = 3^3 * 17 * 14212978037<11> * 5961118627171557234036605183<28>
(35*10^41+1)/9 = 23 * 116838383 * 58401438141269<14> * 2477927635438981309<19>
(35*10^42+1)/9 = 42477959413352456857<20> * 91550746377578144623777<23>
(35*10^43+1)/9 = 3 * 13^2 * 1481 * 1530911 * 33830823818366271776524879383197<32>
(35*10^44+1)/9 = 33617 * 22533793279391948129<20> * 513372114567243467273<21>
(35*10^45+1)/9 = 3888888888888888888888888888888888888888888889<46>
(35*10^46+1)/9 = 3 * 12962962962962962962962962962962962962962962963<47>
(35*10^47+1)/9 = 269 * 3761 * 384388088757625847836570485079097733527021<42>
(35*10^48+1)/9 = 4103797 * 947631885516970963448944694118371081437237<42>
(35*10^49+1)/9 = 3^2 * 13 * 19^2 * 54011 * 849652889 * 20063593242464858380319481201743<32>
(35*10^50+1)/9 = 83 * 182641 * 25653650055935585062677034464733329904539763<44>
(35*10^51+1)/9 = 1439 * 371016952109<12> * 7284017618451433227408815491187784739<37>
(35*10^52+1)/9 = 3 * 14408341203229<14> * 899684618799690926868025651704174532847<39>
(35*10^53+1)/9 = 61 * 151 * 1259 * 297996878653308803<18> * 112533365503087649712411935387<30>
(35*10^54+1)/9 = 293 * 449 * 29560486244661165037883874585836473079265176987077<50>
(35*10^55+1)/9 = 3 * 13 * 312828398625419623<18> * 3187533489710391182461010987351945737<37>
(35*10^56+1)/9 = 17 * 887681 * 2580711567862520875283069<25> * 9985739232661094755226653<25>
(35*10^57+1)/9 = 3888888888888888888888888888888888888888888888888888888889<58>
(35*10^58+1)/9 = 3^2 * 109 * 3719 * 10659340836717445634544621234180510333302055781792451<53>
(35*10^59+1)/9 = 173 * 349 * 1109 * 79367 * 110219400560125721170793<24> * 663933296547372151129283<24>
(35*10^60+1)/9 = 29 * 47 * 4442221494341092453581911047<28> * 642287499856536894781250958949<30>
(35*10^61+1)/9 = 3 * 13 * 1103 * 31277231085091<14> * 28903944632177004293237169153915018269128987<44>
(35*10^62+1)/9 = 2381 * 16273 * 477019 * 2503826121297910920503<22> * 8403470338848991147991124929<28>
(35*10^63+1)/9 = 23 * 10847 * 61627 * 80473 * 3143162540299393308224448217040323290141214340539<49>
(35*10^64+1)/9 = 3 * 71 * 7146768039889<13> * 25546784521519060676754729872050099936954671214277<50>
(35*10^65+1)/9 = 403653881 * 1176294811<10> * 223185549094127<15> * 838426071795469<15> * 4376927724399657233<19>
(35*10^66+1)/9 = 397 * 1901 * 5152914201181254051478790678760997975199171175834658000348337<61>
(35*10^67+1)/9 = 3^3 * 13 * 19 * 59 * 234103 * 3268556447456625487<19> * 129166483756012857825038564753751381119<39>
(35*10^68+1)/9 = 2663 * 30181225037<11> * 114848520676825652039<21> * 42130062107775791913015976288435021<35>
(35*10^69+1)/9 = 2857 * 20393 * 4130969342317<13> * 16157799078179198666690535957981829371496436895917<50>
(35*10^70+1)/9 = 3 * 23078246692099<14> * 1765602471912977<16> * 318132867948341166524669167774788127166881<42>
(35*10^71+1)/9 = 227 * 4198079 * 408083533302921852435824440471126296958070593516248939600622733<63>
(35*10^72+1)/9 = 17 * 167 * 307 * 3931 * 1821548730363382651011685001407<31> * 623128950562161858732813522934129<33>
(35*10^73+1)/9 = 3 * 13 * 569 * 2711 * 92237 * 7008320827443485828277463232676865865000264788356577626168197<61>
(35*10^74+1)/9 = 4461317449112963<16> * 17331997352688293768827<23> * 5029372397281797291550149958433817289<37>
(35*10^75+1)/9 = 21191 * 871005564401606719<18> * 210694478197619655446188842640158461668175881330104641<54>
(35*10^76+1)/9 = 3^2 * 14081 * 1779558941185625640541<22> * 172439656884370411436580748620363345265587396166501<51>
(35*10^77+1)/9 = 82003 * 338947881824959436757667343119<30> * 13991454669831224531113702722501916021963277<44> (Makoto Kamada / msieve 0.81 / 5.1 minutes)
(35*10^78+1)/9 = 3888888888888888888888888888888888888888888888888888888888888888888888888888889<79>
(35*10^79+1)/9 = 3 * 13 * 3096625517<10> * 53388914347113160159<20> * 6031441919122115802061399537070352517807628234917<49>
(35*10^80+1)/9 = 97 * 7643 * 140659 * 85572477592558230236746367081<29> * 43580108702405209902971085716134013387921<41>
(35*10^81+1)/9 = 68217757 * 96705677 * 465201114301507<15> * 1267171461043049200068652246479230016556826975862443<52>
(35*10^82+1)/9 = 3 * 383 * 227308831 * 1435332373<10> * 8887342316879353021862801<25> * 11672524903330042558497598132025395447<38>
(35*10^83+1)/9 = 157 * 18408028411<11> * 106481262835450952640754502592321157<36> * 1263704155055091289617501013796919851<37> (Makoto Kamada / msieve 0.81 / 4.5 minutes)
(35*10^84+1)/9 = 1307 * 4159 * 5301623 * 6636053551<10> * 20334912279295344596086956592539054912495145925042075785314061<62>
(35*10^85+1)/9 = 3^2 * 13 * 19 * 23 * 233 * 3353293 * 973488471612773335126584912554788124522844439200311485504976871198582589<72>
(35*10^86+1)/9 = 449 * 1657 * 9967 * 41478023 * 11156966039<11> * 113325610677999343249941915727420808593823475480975728458927<60>
(35*10^87+1)/9 = 88993733 * 43698457832855363971403344647750520689910702913079159055940364799495363217192933<80>
(35*10^88+1)/9 = 3 * 17 * 29 * 737147 * 8957567 * 7166814139<10> * 35688358980289<14> * 5177889154079489503<19> * 3006822031335932048044134609143<31>
(35*10^89+1)/9 = 49196616277077143063354507<26> * 8744396583248029541014490372771<31> * 903983400640637350562110397790137<33>
(35*10^90+1)/9 = 16119017813<11> * 398933302809421<15> * 590474772634138039<18> * 656855377663847865593<21> * 1559249306936742338909510359<28>
(35*10^91+1)/9 = 3 * 13 * 83 * 1801 * 4597 * 44771 * 69254873 * 16115233855975383859281116271139<32> * 29040953721872029532557692391093520873<38>
(35*10^92+1)/9 = 709 * 20981 * 2439267766642859257243<22> * 6128306037756620896520012947<28> * 1748852547278417582001463040231638321<37>
(35*10^93+1)/9 = 193 * 39667 * 49620469 * 2897758091403457809344852339947<31> * 3532774181124489349033473555946059342957771252133<49> (Makoto Kamada / GGNFS-0.70.5 / 0.32 hours)
(35*10^94+1)/9 = 3^4 * 9807316369<10> * 24090623109590310937<20> * 9222665790462397211043874543<28> * 220336185478153430664166325669135311<36>
(35*10^95+1)/9 = 5659 * 54433195680823537693<20> * 1262472739555888185558320871219244051542094581625070456776595906600737847<73>
(35*10^96+1)/9 = 4496313690997279<16> * 25338588384722118617199393679288336673<38> * 34133947450974421879682793470528524821050567<44> (Makoto Kamada / GGNFS-0.70.5 / 0.29 hours)
(35*10^97+1)/9 = 3 * 13 * 778333421 * 15178770321851<14> * 84403150802860867085658304481478728526614955371181586205281338961656849281<74>
(35*10^98+1)/9 = 31742492112627851<17> * 35341311296138071079<20> * 346658501312777122726425298720412521980308578259371212639076541<63>
(35*10^99+1)/9 = 71 * 11887 * 12963407 * 210482224778251<15> * 140828015852497602171593<24> * 11991438406530062096913793673412536444148514811957<50>
(35*10^100+1)/9 = 3 * 12962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962963<101>
(35*10^101+1)/9 = 148961 * 506078597 * 10738588658153813704579<23> * 4920687016062689446959408823<28> * 97625222312494436340905731735230992801<38>
(35*10^102+1)/9 = 173 * 433 * 8269 * 15766901957467<14> * 9742259964282491<16> * 1926724412799189678439<22> * 21213526067901242311459050466715165290503823<44>
(35*10^103+1)/9 = 3^2 * 13 * 19 * 7549 * 11351 * 167597 * 100755942974597228137872420680604757516957<42> * 12089980789218005875422642451041062453834791133<47> (Sinkiti Sibata / Msieve 1.39 for P42 x P47 / 1.54 hours / Dec 7, 2008)
(35*10^104+1)/9 = 17 * 587 * 156052517 * 30709292989<11> * 6944972451328721219376352184621055703307<40> * 1170920445025306782041523698236118310551201<43> (Makoto Kamada / Msieve 1.39 for P40 x P43 / 37 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^105+1)/9 = 52882637 * 73538104555733271941202343765287061779632677714027174720672285856109801954257479423518325852186397<98>
(35*10^106+1)/9 = 3 * 47 * 589270812408601<15> * 468049183513586093075134494080135158436197943720187501146661792626543439520597541714803429<90>
(35*10^107+1)/9 = 23 * 15948174209489<14> * 20772044583119<14> * 27773495908941242371998260189083<32> * 1837709807402200552846077017391573923468285571331<49> (Makoto Kamada / Msieve 1.39 for P32 x P49 / 20 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^108+1)/9 = 434165947 * 1291865406702552878597671<25> * 54121150718196496864666003805036599<35> * 128110724322470564725425077304824438414203<42> (Makoto Kamada / Msieve 1.39 for P35 x P42 / 7.8 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^109+1)/9 = 3 * 13 * 131 * 7879904196779<13> * 1997509070272423438356929<25> * 483592920898916617605984497346955205539335571689171596066563658200031<69>
(35*10^110+1)/9 = 1193 * 66905171 * 35217087107<11> * 80849420996075131<17> * 1711177497985405487601598242980026193201076232388260227092213639334682939<73>
(35*10^111+1)/9 = 2309 * 21559903 * 19087047928763<14> * 82395787249172569<17> * 71435093435000828399215697267<29> * 695343518291176939509950650955613463174643<42>
(35*10^112+1)/9 = 3^2 * 283 * 467 * 250453453 * 36104262471899527<17> * 13336498499815433565173<23> * 271114276471706266319697078374466708936793603640504451590647<60>
(35*10^113+1)/9 = 61 * 6375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571949<112>
(35*10^114+1)/9 = 832687381 * 15259609591<11> * 690449786536111858913383994784646317701<39> * 443269683332469302110610036873532000388386015468986749559<57> (Serge Batalov / Msieve-1.39 snfs / 0.50 hours on Opteron-2.6GHz; Linux x86_64 / Dec 7, 2008)
(35*10^115+1)/9 = 3 * 13 * 5384849 * 9260966999<10> * 19995444445726772487774446068797546149565184504501896629567745082202434974588504041573619258049001<98>
(35*10^116+1)/9 = 29 * 1217 * 249083851 * 830455361077513<15> * 71461387560590832743287<23> * 1724187335734720957047469157189<31> * 432333808487090847150132654591438997<36> (Makoto Kamada / Msieve 1.39 for P31 x P36 / 1.3 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^117+1)/9 = 23671 * 27783859669<11> * 586508325901909<15> * 2220068530298034077903598290054113895052823<43> * 4541253968601200953821721286835487419928638673<46> (Sinkiti Sibata / Msieve 1.39 for P43 x P46 / 0.91 hours / Dec 7, 2008)
(35*10^118+1)/9 = 3 * 449 * 87388643 * 2090588845492757479591352053<28> * 158028098642604385909015462747386204667066108621009485141870602673651178537235053<81>
(35*10^119+1)/9 = 388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<120>
(35*10^120+1)/9 = 17 * 181881354947198077<18> * 19156490385171207353<20> * 65655707661755645308329737431237186890650695045372506166183848421554515446856855557<83>
(35*10^121+1)/9 = 3^3 * 13^2 * 19 * 4393481 * 576497030951<12> * 10893233812821375277847322667<29> * 16257689025833320198369114269139116243731070091977674453964179801083181<71>
(35*10^122+1)/9 = 14905840003<11> * 1448286619933<13> * 27989612154499<14> * 643602438063655812449143578769466266886660477918847414046695333011804932574097782791589<87>
(35*10^123+1)/9 = 1381587624671<13> * 163716152369726009<18> * 10384299710970978120359331535825259223245131889<47> * 1655687449944933127582920897860547628511068233359<49> (Sinkiti Sibata / Msieve 1.39 for P47 x P49 / 3.27 hours / Dec 8, 2008)
(35*10^124+1)/9 = 3 * 4799 * 8123 * 84311039 * 33834482543131321119226369<26> * 31800310826219221812134739687650759<35> * 3665740619432123827736592764940676340653483639151<49> (Makoto Kamada / Msieve 1.39 for P35 x P49 / 39 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^125+1)/9 = 59 * 1558891 * 122285521 * 1524368842813<13> * 22682591520338165985808385785387719844561623525304008562522093927040641854254853723443048699238997<98>
(35*10^126+1)/9 = 191 * 67114366454671786121<20> * 11448376571066039089838683423737211<35> * 26499200218749713130300387657045233622273874435357161710361980927082109<71> (Erik Branger / GGNFS, Msieve snfs / 3.51 hours / Dec 8, 2008)
(35*10^127+1)/9 = 3 * 13 * 599 * 7151 * 35509 * 3897717493<10> * 1968303984853<13> * 157350569567152147220378732576837537803910029<45> * 5430727809728405538160402721839618815472716167071<49> (Sinkiti Sibata / Msieve 1.39 for P45 x P49 / 0.01 hours / Dec 8, 2008)
(35*10^128+1)/9 = 151 * 6823 * 23913427 * 131438117 * 120090891519761440761050264585118472766825783074038787305201523581493108957731998170125939773089429555696327<108>
(35*10^129+1)/9 = 23^2 * 152275729 * 1492446089298751288678077876217<31> * 32347485229795269773911159388783041653533759798264519105022059164983778109899469987259937<89> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=3756860056 for P31 / Dec 3, 2008)
(35*10^130+1)/9 = 3^2 * 86377609459<11> * 249857905108748581<18> * 200211376035752268927609227598616423780773881325329540181284043608449586954547912904520801130923357999<102>
(35*10^131+1)/9 = 985547 * 2047369 * 192731220407898597924576513928825750076189007414980129142310111248923195098691963839037358784549564534565698270133361523<120>
(35*10^132+1)/9 = 83 * 6911 * 7561 * 80639189 * 3633643667<10> * 3837435949<10> * 146360442746779252461375979039<30> * 5448462546809631269992966923096928341449858700851669952651980451961<67> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=544301459 for P30 / Dec 3, 2008)
(35*10^133+1)/9 = 3 * 13 * 2447766620080220042610121031721960294871<40> * 407371760432911602911335890107629294263445550349909740419175681492591667237407264967405890681<93> (Erik Branger / GGNFS, Msieve snfs / 3.86 hours / Dec 8, 2008)
(35*10^134+1)/9 = 71 * 44943757 * 47011049 * 630801161 * 313345459492701247<18> * 13115413285834281189187469742998831758055539950839255275906999015473759688037757670359866389<92>
(35*10^135+1)/9 = 1949 * 60127 * 1566450836866909116124109<25> * 21184947456388194242329460126605735558451350250877049029308496688596800273321847958805380266874269972127<104>
(35*10^136+1)/9 = 3 * 17 * 5417 * 1119871 * 358467107 * 951810720294636454280684312778970536173<39> * 368407634918623356591770151280494496467035113520864797303587770043237865921507<78> (Sinkiti Sibata / Msieve / 5.38 hours / Dec 8, 2008)
(35*10^137+1)/9 = 388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<138>
(35*10^138+1)/9 = 179 * 5113 * 152989 * 1894729 * 13168637 * 1113136892389417748386263420477763654758808860810541133565735920642676939369930058363274077190833187560678679964331<115>
(35*10^139+1)/9 = 3^2 * 13 * 19 * 4711525053547959827836928818968407243<37> * 3712996735489369150035175179729829418336017039152098603856719661184231606787193174795497182427779301<100> (Serge Batalov / Msieve-1.39 snfs / 3.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 9, 2008)
(35*10^140+1)/9 = 1013 * 9337 * 2817599 * 6564499925209<13> * 611638929239007925767467375009<30> * 803891202777135445640155016729933566543<39> * 4521010369312349646185629427249033351108388757<46> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=3169444869 for P30 / Dec 3, 2008) (Makoto Kamada / Msieve 1.39 for P39 x P46 / 54 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Dec 6, 2008)
(35*10^141+1)/9 = 494089291 * 3254984177<10> * 7991538184059115127147<22> * 49496312414403119917367633<26> * 919663280307249304984867643<27> * 6647206068560036763580200617250356609622466153939<49>
(35*10^142+1)/9 = 3 * 1061 * 15860642001115756856472209121303190876727<41> * 770314607968882846559673942076146333468438492173211262631406081919930865891145617675420812966181729<99> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4239433639 for P41 / Dec 7, 2008)
(35*10^143+1)/9 = 456857563587797981911<21> * 30807845048722372798703<23> * 27630159646748859897008752542207086824303957968728880264215949851985882405657172000508811511650575233<101>
(35*10^144+1)/9 = 29 * 784957 * 2005931 * 5394847 * 7101533 * 3602804419<10> * 981283272449<12> * 628780921527409936769622519262033690975208217673886274677499701408818919996672715977816855558683<96>
(35*10^145+1)/9 = 3 * 13 * 173 * 46301 * 17045617 * 1842706471<10> * 74365896181<11> * 80482065692066908416612753751129845520716852307<47> * 662190027785962142176186013718138487763144980919115337331166223<63> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 16.16 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Dec 10, 2008)
(35*10^146+1)/9 = 4973 * 198710299 * 388205239 * 949775366340054803<18> * 3633369814248146679087833579<28> * 43740576084151262595014110169769593<35> * 6715994054043100705636974076007153320020152393<46> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2543563693 for P35 / Dec 4, 2008)
(35*10^147+1)/9 = 113 * 1087 * 33829 * 16824541 * 49352957 * 28969518268133097555490043<26> * 38907265660965437995846947939075439541051172448978436540124414161993390764261320650982013538148521<98>
(35*10^148+1)/9 = 3^3 * 923910619 * 1558948656381874408106205078091357252932489441138962113650443082640871654245660912184330265942095297828439128958998595628216158400559038753<139>
(35*10^149+1)/9 = 26091809 * 11465034896004908807461<23> * 1088707817387439431350379964842563<34> * 1194083292946011325405761931527911769362936033665647008316544335094461381186494573304247<88> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2177793751 for P34 / Dec 7, 2008)
(35*10^150+1)/9 = 449 * 2251 * 670051 * 2672290540824465915914614009423625553247516207069<49> * 2148880004904170262568464197161540753125392466048489311759094604779127603367722353590597069<91> (Serge Batalov / Msieve-1.39 snfs / 9.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 8, 2008)
(35*10^151+1)/9 = 3 * 13 * 23 * 85243321277118516416223291923<29> * 508595753085885009678633441259990785487468732003027824661020701838237762565748455755919371907776767399652422887120889219<120>
(35*10^152+1)/9 = 17 * 47 * 149 * 174466321 * 690711607 * 694720525906272967<18> * 5617937763096129305063<22> * 338727578734245577642330909<27> * 20504374150743174271290700437096077772778152482760813031911340433<65>
(35*10^153+1)/9 = 337 * 171847463083151491501<21> * 38559715265314947042590710270001<32> * 17390443877201234143891250701031139775259666719<47> * 100140100604561495228549337527256127066996322341408163<54> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2328995801 for P32 / Dec 4, 2008) (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P47 x P54 / 3.09 hours on Core 2 Quad Q6700 / Dec 8, 2008)
(35*10^154+1)/9 = 3 * 9629 * 1346241869660708584792082559244258278425897077885861767884823238442513548962816799559971228888042679713673586349876722708792497971021182154217775777647<151>
(35*10^155+1)/9 = 17328426330280651<17> * 8737120079789454811139398762185632204595767732620207073<55> * 2568609627631786308344700400368235052270213245925487584490856911668202549658932772843<85> (Serge Batalov / Msieve-1.39 snfs / 13.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 9, 2008)
(35*10^156+1)/9 = 42879765185315430497<20> * 292878855232275740887814418726995651773<39> * 309660006169512256602650575144116413031660682773563091399663989195394753951491151864966823095355469<99> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2088941172 for P39 / Dec 7, 2008)
(35*10^157+1)/9 = 3^2 * 13 * 19 * 48490980049404849877083686413436375909387700361<47> * 360765592388035467312597513412831108601623865988953111824323565795743335616112041862817403331969655385010463<108> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs / 19.89 hours, 1.74 hours / Dec 10, 2008)
(35*10^158+1)/9 = 6479735363<10> * 1930617658092374610982383853322441180442017<43> * 31086511703887452946743635557423166013615764652218926546381262043929479546241125975302646673487898198639859<107> (Serge Batalov / Msieve-1.39 snfs / 14.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 8, 2008)
(35*10^159+1)/9 = 7829 * 1982316236372128463169333701<28> * 20276996658433163995117586251763240946991<41> * 12357843020120421119265960598992168176546184213774282216299622263920595989161202430965951<89> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=758478317 for P41 / Dec 8, 2008)
(35*10^160+1)/9 = 3 * 48889 * 14158995281<11> * 3104396736833870181492437190327522026318664958142209<52> * 6032307486523415111941507522986185399490762371629962271727902737700672557187363638130272688123<94> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs / 45.77 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Dec 10, 2008)
(35*10^161+1)/9 = 157 * 3499 * 2162183 * 571876901252956296758416030882298904111353<42> * 572515087772493770133642628444432834628357213143562046017527857271537229085382174829411992559101277600579177<108> (Serge Batalov / Msieve-1.39 snfs / 22.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 11, 2008)
(35*10^162+1)/9 = 991 * 1864897813393<13> * 2104247600835510265097708306758799271287177874833532292433231239011792816766205668364869689295342375226795901068513718744040726895858992946422880503<148>
(35*10^163+1)/9 = 3 * 13 * 22027 * 3772305601451741110693896034844369021299802372207123480191799<61> * 12000482490194027628192717775525574707938989420059163916800025995974556673997774191103348024966187<98> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs / 29.93 hours, 2.35 hours / Dec 12, 2008)
(35*10^164+1)/9 = 282833 * 347981 * 1195263561592703068137949500679<31> * 39575882037420828963570411917339240644716762775903<50> * 83530607544231245392846006539898621111183905857449706817593594044549213589<74> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1440214857 for P31 / Dec 8, 2008) (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 79.80 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Jan 30, 2009)
(35*10^165+1)/9 = 397 * 9902507529972705094099711<25> * 7969168206574953146277054418993341701964192859<46> * 124130027950451329601018911129048488882630366948490024869787253847677630490858463394940065113<93> (Ignacio Santos / GGNFS, Msieve snfs / 38.30 hours / Mar 6, 2009)
(35*10^166+1)/9 = 3^2 * 109 * 1032107 * 1671053 * 25037040739<11> * 918033614587760796181356597566868542497064382497226138073290341568653492986741415799807091750167732687279457280351109737385242746227528534601<141>
(35*10^167+1)/9 = 9399905186263<13> * 1641584855370881<16> * 117604162223291467981<21> * 127461987854538798090991<24> * 233497123122207430579337078165623812031<39> * 7200353378046645802084948687027325444285796669256644994363<58> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P39 x P58 / 2.18 hours on Core 2 Quad Q6700 / Dec 7, 2008)
(35*10^168+1)/9 = 17 * 13117932255751<14> * 512637923965839327881<21> * 34017351568411059332111497443854526817487043699921894789514557796944808948960297215251901507548179580488337636173166793778604570528407<134>
(35*10^169+1)/9 = 3 * 13 * 71^2 * 31819595777<11> * 6382207139613545645860787237<28> * 33883009715076389055208625207<29> * 28747275855313972686022339866790782111280841337363152219254249752490458803546328003452745990362677<98>
(35*10^170+1)/9 = 821 * 149892588592261503731<21> * 3160110129601481471520724256242281061840005378654306778594468870354244918703975469623298585832423161392006963440835680156546957692004684620809026039<148>
(35*10^171+1)/9 = 1315747 * 12878217459996999966612430708842525173647<41> * 229507769468070544234606674705372447688355761067510543219870223637687579557401800773214413613089328397784365674061380352422621<126> (Dmitry Domanov / GGNFS/msieve 1.42 snfs / 78.20 hours / Oct 1, 2009)
(35*10^172+1)/9 = 3 * 29 * 499 * 3072469 * 89289139 * 224628099463<12> * 189446458458487<15> * 1284451861424479502826555202924565884956993576244951<52> * 59738069771743625944379752433485046844244815846525917970514657759808631975293<77> (ruffenach timothee / Msieve 1.44 snfs / May 18, 2010)
(35*10^173+1)/9 = 23 * 61 * 83 * 43457 * 18974211313350521302318093<26> * 4050105130172981475172455469669100233219958084116052273280555984952318980147987213424688416111459031121054554235097131596636190159081072061<139>
(35*10^174+1)/9 = 3411004078387097156980920467<28> * 2105176968861672882237448575911<31> * 541570108905610066269020582875116224021983237559023073664656659211662593948250765859851511176229999450549945025574597<117> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2585290844 for P31 / Dec 4, 2008)
(35*10^175+1)/9 = 3^5 * 13 * 19 * 349 * 13626800067413174777<20> * 23252900373422007589629461587056302592594913<44> * 5859031949217806020337744575699589917552376077729095173813659362031905084846067101662329800284634781654241<106> (Wataru Sakai / GMP-ECM 6.3 B1=11000000, sigma=2633087626 for P44 / Sep 1, 2011)
(35*10^176+1)/9 = 97 * 894892931 * 3077380928843896764925489109984745450893664351952347353215229050129931145160011283<82> * 1455799162202271447193121599869180825476869398830946632767808759970121625546395515169<85> (matsui / Msieve 1.46 snfs / Aug 17, 2010)
(35*10^177+1)/9 = 1091 * 9341 * 3158478689449393489<19> * 281910154882292856538537842099413<33> * 428567013892142686122317248368508819380733631232867037321240754177582129396851273466877401926451847753636501150791965667<120> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=1485808196 for P33 / Dec 4, 2008)
(35*10^178+1)/9 = 3 * 723328843723621<15> * 1604042672514887393<19> * 113924427578431510728409<24> * 52353651649346759585876888758979954129<38> * 1873219822685721131438109990191872553706066300586969533989207471921093745994540622111<85> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4024858816 for P38 / Jan 19, 2009)
(35*10^179+1)/9 = 6887149 * 56465874179415733402731506010526110134816146549013080577883372189114666880139937278674947919507605961318520753491595562821261582824604039913887283241423829931498344073707261<173>
(35*10^180+1)/9 = 6257 * 4220863619149<13> * 136381056711978494135193541037<30> * 1079702256355837774314705659099646008613439619319488765483129074856700822672384953134750738052098815447491399859784657792158977177502529<136> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=3618090261 for P30 / Dec 4, 2008)
(35*10^181+1)/9 = 3 * 13 * 14134739 * 3758264504002963<16> * 3732676911230891630950972091962751396205877773898905701909<58> * 5028811904090829270025243529316863503320901432279976846521779058163405691059316823895070735229910827<100> (Dmitry Domanov / Msieve 1.50 snfs / Jul 1, 2013)
(35*10^182+1)/9 = 449 * 4900386613<10> * 194201406386591<15> * 17476954301408338279<20> * 1399716730252105807483880635558366774936507205502791219011813<61> * 37204080397027306381683172603006822987788478994579005232415879635252199301721<77> (Dmitry Domanov / Msieve 1.50 snfs / Jul 1, 2013)
(35*10^183+1)/9 = 59 * 4877 * 95276399 * 101941127 * 51078483307<11> * 10472393160158247827<20> * 2601369662432934411945595234592888895329332591677180665801185353093963558661301861396505697483440114583127434391654386881781612695359<133>
(35*10^184+1)/9 = 3^2 * 17 * 227 * 1237 * 3028427 * 6880873 * 106942088993<12> * 938679944328740548919086924469<30> * 8184269571777502631981099728373<31> * 73116907767253706535802059911323219242216637<44> * 723125958039174656868976766045499019103903811041<48> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=32890131 for P30 / Dec 4, 2008) (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2090537978 for P31 / Dec 4, 2008) (Robert Backstrom / Msieve 1.39 for P44 x P48 / 1.56 hours / Dec 8, 2008)
(35*10^185+1)/9 = 401 * 1423 * 9893774377<10> * 10068225948804048229865636405698802015913480152447496629470743665601557397828853<80> * 6841657144590094786821613695881897773039655358718965129439288382069841695175265313688274003<91> (Dmitry Domanov / Msieve 1.50 snfs / Aug 12, 2013)
(35*10^186+1)/9 = 4001 * 3473279263930386643<19> * 360840367047808632995182317683<30> * 86985188403331936441287705736459673051125567<44> * 8915728924504989066111014865640984733447763204073103394685822909030779953273037763643986543<91> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2472517506 for P30 / Dec 5, 2008) (Ignacio Santos / GMP-ECM 6.3 B1=43000000, sigma=4196353134 for P44 / Jul 17, 2011)
(35*10^187+1)/9 = 3 * 13 * 229 * 6803 * 165946619 * 555455585147537219<18> * 4965159428650814398623665321<28> * 38675511208479660394046433269<29> * 29605251527267858956304593927958498437<38> * 1221431769936255690871056105778224165151337790826816109487361<61> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon gnfs for P38 x P61 / 3.53 hours / Dec 8, 2008)
(35*10^188+1)/9 = 173 * 20807 * 32423 * 37409 * 1841401 * 48371805134531796383725494506959571408282103900363958852818239072876525341903829110309691021671609165247008666938024060529224663462943596081518779169481987030957621557<167>
(35*10^189+1)/9 = 20293470058904574878183102843477356409653799265487560509<56> * 191632524038562972599764005358059709580489479276799676408280772785787623231363395916154199246135197563472355670762941811936146063579821<135> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 242.97 hours on Core 2 Quad Q6700 / Dec 18, 2008)
(35*10^190+1)/9 = 3 * 18133 * 387285994369780603<18> * 209624376426807196690783<24> * 3919701941592254012158021<25> * 63257351576766423947399512515745629216260427114779<50> * 35513787691764778266303377928648484869380394953958769263504184367442221<71> (Ignacio Santos / GGNFS, Msieve gnfs for P50 x P71 / 47.85 hours / Feb 1, 2009)
(35*10^191+1)/9 = 419 * 9973 * 362570759141<12> * 256680523885667465626001327490196032785113335931531461477234010294738064615522398935800239970293375181654544153631687025529906771924638285031579822295038287323898286095025467<174>
(35*10^192+1)/9 = 2039 * 63773 * 297872670657383<15> * 5144178297385089373709<22> * 19517527034434877372781126520731079207083154219444708077025496503532078038162518056295315923159199849721414378963098509960458337758404678844543578721<149>
(35*10^193+1)/9 = 3^2 * 13 * 19 * 491083 * 148113696550363521337224777943<30> * 240511557634175469989758300396345551898577490270185503686329727880684699638227636465836184018991233490919263160520251562173783674545876544438574724044704547<156> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=3971589362 for P30 / Dec 5, 2008)
(35*10^194+1)/9 = 1089969148057409<16> * 10219198755552835523723<23> * 9323979225759446991275928931<28> * 12643344099626450719036094127714479<35> * 296163291907625435082616666878492839479545213079224774475849163360422699627509912557439311446423<96> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1697095651 for P35 / Dec 7, 2008)
(35*10^195+1)/9 = 23 * 2657 * 3227618633<10> * 1428097873210962441563<22> * 14814628864316358818501<23> * 93346064495153945838319036260229359259<38> * 9983416029813247020011105758206744810979295600468377265562050175448882256431254130673713886397945059<100> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4083896266 for P38 / Jul 3, 2013)
(35*10^196+1)/9 = 3 * 332179 * 11088048895176551020181292564409681<35> * 28368849008730415796034214312208650779700947865423543721820228374610663872479<77> * 124060994616880209288033422733266001039097144761757588785917837823987732072997103<81> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2788871739 for P35 / Dec 8, 2008) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P77 x P81 / Oct 13, 2017)
(35*10^197+1)/9 = 52145677 * 516369250757245745147387083<27> * 276684966949382452545925126122397675460406215494387<51> * 1493424987721602369695519132387453395423255450358227033<55> * 34952470283000349603518617405799175226099225488861932820149<59> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P51 x P55 x P59 / Dec 20, 2017)
(35*10^198+1)/9 = 47 * 6326374989656440646106970407770659705730121493408302755378873328843303115001775919<82> * 13078945987260134036462322502917867367044969527869559453471699062092522781634351546825345197002805196515382338315673<116> (Wataru Sakai / Msieve / 569.79 hours / Nov 6, 2009)
(35*10^199+1)/9 = 3 * 13^2 * 4861 * 152840603 * 1156566239497<13> * 2515923827839<13> * 217505594603821<15> * 6497775628529706959<19> * 24582654665588546304875938307<29> * 521482237316465123045134535692157<33> * 1958311477916142932716389871913675734578597034889255207588628076663<67> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1731595855 for P33 / Dec 7, 2008)
(35*10^200+1)/9 = 17^2 * 29 * 293 * 3999019603<10> * 200892193437289<15> * 6728470765532169399958286068096229<34> * 57731747949917285702879793337026006282003208710681265823354791757<65> * 507474709442129400275576945781130020602660116312023172153037343922420283<72> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=1961032907 for P34 / Dec 5, 2008) (Erik Branger / GGNFS, Msieve gnfs for P65 x P72 / Sep 7, 2012)
(35*10^201+1)/9 = 431 * 12595475713148530667<20> * 32615477142552549549006189587096272767786485645741784211503545617114908499943177110327<86> * 21963925077005944050652378064180362269471447541588539254247074575058080481827810225898313040291<95> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P86 x P95 / Dec 6, 2020)
(35*10^202+1)/9 = 3^3 * 250067171 * 9619709867<10> * 9871336817578930626317332651741369276863117617996062440159892920179339943774986805891883<88> * 60655075179457883331997081450256396416087511325581952137978125106675897161524204503642654666897<95> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P88 x P95 / Feb 6, 2021)
(35*10^203+1)/9 = 151 * 35879 * 38651597856270173<17> * 1857123583651763949049654697676015382191167286955007563423640054815258430483706197941528175493353590517978274368293273072902273315991117336903601679739364257632882644578945782968717<181>
(35*10^204+1)/9 = 71 * 359 * 10399 * 114531542096417446468313<24> * 84236514375392918434791697369357<32> * 1520742429925480309249157950965972233006436876279608768273203997250036059628029585673421815262936750036842572532516227046661639296824396080139<142> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1498511238 for P32 / Dec 7, 2008)
(35*10^205+1)/9 = 3 * 13 * 11719 * 24155994319<11> * 8967079680943798286305843632489937689593740796897<49> * 10243628400914940477242636853223905674446726900127063987989421<62> * 38347813836172827805663715066987286473144388775439280667945067551299250533211043<80> (Jo Yeong Uk / GMP-ECM v6.4.4/GGNFS / Msieve v1.39 B1=11000000, sigma=5202951437 gnfs for P49 x P62 x P80 / Mar 6, 2021)
(35*10^206+1)/9 = 11226918883<11> * 9396356901351678902429623889273633539301875763<46> * 3686425367367174095514231677597134104987128408002094089177276168922199857149393106418166879246199841488946778435961500063037716709661868742905427543041<151> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P46 x P151 / Jun 4, 2021)
(35*10^207+1)/9 = 181 * 8233 * 57451409 * 200422493 * 1516274883705737<16> * 246016846549688282082941<24> * 275450051221332909486832109929<30> * 1742196129019091351024533160914564537<37> * 1266073766031989948416133323727068416037157586223954722004525286624081295297345229<82> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1093113026 for P30 / Jun 21, 2013) (Dmitry Domanov / Msieve 1.50 gnfs for P37 x P82 / Jun 26, 2013)
(35*10^208+1)/9 = 3 * 2184236683<10> * 5934779442106349315882706912199113067895931387469955316634045818267654725109734347851790456795914439352433017884153428515128991157485730662899485313223705694426780654412698993647916388813328506379161<199>
(35*10^209+1)/9 = 7929510539<10> * 4268634679318419000451823781507892571117249190000442722792171481<64> * 11489209955909131945878151780998270619873909457812311906186972937553085446695742635208875449450141697885401060024367055299638642778677571<137> (Bob Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P64 x P137 / Aug 7, 2017)
(35*10^210+1)/9 = 367 * 29869436526225204756177557943060263745040933120883712367613292836607799337163492161<83> * 354758198429918615804849902659482662502383439587434530086468693035373009470388393570288069461245814858480108388880228560487447<126> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs / Dec 31, 2013)
(35*10^211+1)/9 = 3^2 * 13 * 19 * 330887 * 6264645939833<13> * 876831393716651701<18> * [9624845033021818970887266014415455287009962370360196816029675162355246572281471230874966266638830997929324851658573873774434521968659973814483823455673455061726898063401333<172>]
(35*10^212+1)/9 = 314836989595243<15> * 1235207112699329307536993418148355864532826856048910544668457712727020504544715432728836193275492946271966287516251338589865923767430410877777480036718266097356807151715997796815428228857451510118123<199>
(35*10^213+1)/9 = 2228243 * 883826893 * 2226465833348389<16> * [886910378491489040450319537697660790250590768146402204848955419485522242536402453248035327820993316149713669978802652852362816134582437388377779816301552466609000982406484806190846499<183>]
(35*10^214+1)/9 = 3 * 83 * 449 * 727 * 3378629 * 50293823 * 2815725289416069101708733900814656422729348827724519048111052533620945746108377676478228852563275433628450516004336919680364420486413374428509633232709883868628918393614416413735713448016764421<193>
(35*10^215+1)/9 = 4143871717445765792143051<25> * 3776656506046318578516690281<28> * [24849161906495879792157645912604241422451679042633989237068749358788970163157343987455447348794831652506685301316190124118322711139212727456736277592194435450801619<164>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=380083552 for P28 / Jul 3, 2013)
(35*10^216+1)/9 = 17 * 154324757965518861209011967<27> * 1357976630825264426985757657<28> * [1091562764877459328343498316736168323183009423575425735675596155775238292293998133568333762755762330532883689057162475430411530150838734230336930134675838647968943<163>]
(35*10^217+1)/9 = 3 * 13 * 23 * 263 * 20124113 * 423407404165353569814656068039919<33> * [19346488422038219785367691081815597966039384740512408432539856743196003454402909512828273741633134036149938435317489164693087585496710759246113552315491841168210342603573217<173>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3331746343 for P33 / Jul 3, 2013)
(35*10^218+1)/9 = 223 * 593 * 98523289 * 326012377 * 2407536049<10> * 38029462746543463308329141580351952919060703806503799321184069185597026540562066268102253752278342533941468486087678992302830229382331518015316340955413809489068153681552738354027418210583<188>
(35*10^219+1)/9 = 17923 * 1440847 * 3208367 * 4608603757593701304682307291251479541270852395217163753662883474999113262384805384244877904887719<97> * 10184590067520541325147559895354864035218249493156692808218286337494429131444187655137412941792432866121653<107> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P97 x P107 / Dec 30, 2020)
(35*10^220+1)/9 = 3^2 * 5813 * 359599 * 123028975317338727483284606212117<33> * 16801839055622790891716080046983767259735266166761098306741917532585279300132725379763651058360293227519987144399342620041422832089069567354543186935338780178918113367164053446199<179> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3425529913 for P33 / Jul 3, 2013)
(35*10^221+1)/9 = 191 * 811 * 60431561 * 2046474226715159792623<22> * 43217203963433109770423<23> * 747138035949859727529844657467407713352959212352362953123741<60> * 628700360177230499052499553626763836543645632928428866611303618804185309865878790373373050545784709877241<105> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P60 x P105 / Aug 12, 2021)
(35*10^222+1)/9 = 18026343166397500836403<23> * 911595715460917634462198565605243407<36> * 236654967612781607753848907404822118958458522450236114576832363205646412417792464773540381023104683570288714786965753391887614838307459507365166280499637021720489709<165> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4184087625 for P36 / Sep 9, 2013)
(35*10^223+1)/9 = 3 * 13 * 743 * 110491 * 6475103383741<13> * 1875851707956401971825759107513781047786032152807552394087808285765919637125684927817550190707577405640336338650249721203507377363487753663643332635707259635277947877948931949101348019632078628803584647<202>
(35*10^224+1)/9 = 2833 * 26557 * 409967 * 3232001272660042626042494609<28> * 14365496612999858860092293929283<32> * [271555672847088135972778910414683116808140597231480509053542111113860179867149238311413412313637262045599434394884040768994483023164986731539169140737281<153>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2998872404 for P32 / Jul 3, 2013)
(35*10^225+1)/9 = 307 * 98412304051<11> * 401546919127<12> * 81163342323344867<17> * 3949494728657246958760078565221318811641146517606241116017320060826628648117494631176159385712927406394949005231961984010995835096280816040119601093937859808169664038852254653606777853<184>
(35*10^226+1)/9 = 3 * 425080009 * 508011960907213421719<21> * [60028799958774217148408335317117627996632403087517277700571005512817737734287549751615901185320918949755052000907704978648536896682562359811284243767432307980899586652539875693492743469360867733053<197>]
(35*10^227+1)/9 = 590352997093<12> * 62752021718155345575148226708185855082353<41> * 10497503792653949256024412553906327597627681026662549708501194439445879713120565535345832507236586709546922487191889680871907652616309054040900335825420599019206322505386197141<176> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1214694646 / Jun 21, 2013)
(35*10^228+1)/9 = 29 * 198868685955344619720593<24> * [674312379618927152923992029452713917439167510651230029513300033834578825547455974107093059807408141603026472687101944599084844577720227165914277941555278421919610857276395590676121621675949782524898355837<204>]
(35*10^229+1)/9 = 3^3 * 13 * 19 * 19751 * 785857 * 2370506161<10> * 11308832566883040979597<23> * 1633739595687938784791300727549277<34> * [8578088155816911172954529909086765724535278100686072306368667840024238751526783292070610927939379866362103476683509583604971469261262991218123851311587<151>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1895477422 for P34 / Jun 21, 2013)
(35*10^230+1)/9 = 18104909 * 626386661671<12> * [34291516161007848645240653492794613564666813762224692523710016467578417059354513320589618721445772892162845335908992778414375999547047156466306112299781920300941347532047073191748527061432006905980628917341041051<212>]
(35*10^231+1)/9 = 173 * 2851951 * 349106359432063961613667<24> * [22577695531124905639007606075243335957487078981220978268264894458517708069595798009529895623198531392946314520849673699146220342850486747832930448007052387280862602240854272669873812866588572034640529<200>]
(35*10^232+1)/9 = 3 * 17 * 23605493803129118235415621500571<32> * [32302956230230974460199948932805439512907611844645403449284662386911727555184067853978855867907523961008786656248305598454289519388495551096146579919289029859199107669035120426662993207016098419230809<200>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2357237576 for P32 / Jul 3, 2013)
(35*10^233+1)/9 = 61 * 6375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571949<232>
(35*10^234+1)/9 = 797 * 853 * 1697 * 2917 * 47805607481<11> * 277473617728733<15> * 1075604894860472159738988277692660683994222101<46> * 8079389247150714237979875846305089816601762849<46> * 10024623512605688601678514893009372879419328535112826377596612908712983704138191658695443439596343659080173<107> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=393350677 for P46(1075...) / Sep 9, 2013) (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:3463576907 for P46(8079...) x P107 / Dec 23, 2015)
(35*10^235+1)/9 = 3 * 13 * 111653 * [8930803445953061279116109707316392313660636052331752402507330722425704199592944185565969127539349566523041485648849535175921390353604445478376317673067424529543773988616491728812938274394751157578846937843113494461868441967498867<229>]
(35*10^236+1)/9 = 257 * 6208566925044597689<19> * 65664281503571792115892963<26> * 96967310407098745869250680191790559037<38> * 673779026422468214509493224116267365918917843561<48> * 771883559937352204280236363785934808480872279816793<51> * 73599899137320825601445843442161214163422752403443111<53> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4051843547 for P38 / Jul 3, 2013) (Serge Batalov / GMP-ECM B1=11000000, sigma=150307247 for P48 / Nov 8, 2013) (Serge Batalov / Msieve 1.51 gnfs for P51 x P53 / Nov 9, 2013)
(35*10^237+1)/9 = 56284967 * 250541723 * 470343587944907881<18> * 248161011416761191915389<24> * 2362676605320683844643842694080573083899088512819345979477593952188189802830271340076847604228682199833759070747103968939808411936096512153198197780213573690406932831886071588472681<181>
(35*10^238+1)/9 = 3^2 * 167 * [25874177570784357211502920085754417091742441043838249427071782361203518888149626672580764397131662600724476971981962001922081762401123678568788349227470983958009906113698528868189546832261403119686552820285355215494936053818289347231463<236>]
(35*10^239+1)/9 = 23 * 71 * 131 * 157 * 167017 * 130448916149<12> * [531455919288021032425574865591419670751730047163721215240737618486113003126834541977149513705356220473744952340708337535154456616223058451475312435112786597442320097796238781138940095297981433222877750677945752897403<216>]
(35*10^240+1)/9 = 3501537041<10> * 577271085592747172819139901883<30> * 4387469544650586032839495757162403019<37> * 598120869327707878380010981162105922537394498812218377542848424000491<69> * 733134967833258888982214381759874259643424568856647776933612746598929821057022912619485319499747<96> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=976686479 for P30 / Jul 3, 2013) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P69 x P96 / Sep 16, 2023)
(35*10^241+1)/9 = 3 * 13 * 59 * 2029 * 197887 * 607442192540157629838147303824753<33> * 37691334692150463672251850681635697613<38> * [1838497880858324721147036012512840290706000950911651594116996338220532669876237719048427624905766056008049859890387627598557803353703198951718439307045715916587<160>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=104402667 for P33 / Jul 3, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2802236843 for P38 / Jul 4, 2013)
(35*10^242+1)/9 = 3711165428193431517718743066386639393468209601425967859636938500357<67> * 6070196942113271676535127287342888584884704282175841156444252471259927210643690222143513<88> * 17262847718988096548217432764172172130051363022240199228719843660612799876325720722846829<89> (NFS@Home + Greg Childers / GGNFS + Msieve for P67 x P88 x P89 / Mar 21, 2022)
(35*10^243+1)/9 = 17202397727<11> * 22386196237<11> * 143136932285239<15> * 8571168708027000842605877<25> * 8231225417092349953458501257459139653815175874286353027745893919910028412836336070962592386737115663956125973171811156506343637820554217997150527539382993060113602598590509004623120737<184>
(35*10^244+1)/9 = 3 * 47 * 1012765551552421660944185489<28> * [272331263828494464105208073850350534652320783540602679046735571118230152794702279248613857354742544923066687320893113034402359531794301169595875634880401663591722734634725871235390521665371633236928556263864038402061<216>]
(35*10^245+1)/9 = 6317 * [61562274638101771234587444813818092273055071851969113327352998082774875556259124408562432941093697781999190895819042091006631136439589819358696990484231263081983360596626387349832022936344608024202768543436582062512092589661055705063936819517<242>]
(35*10^246+1)/9 = 449 * 3739 * [2316454257738893114763299078269613964221635960741792190359062984986927586779505786469643628073016491367336102091830997586320847843437342791349883273869952537175947077359445994152342871763938221091527806816186508718902180703419794657581400699<241>]
(35*10^247+1)/9 = 3^2 * 13 * 19 * 21974627 * 9777519075963077533<19> * 174108634422620070448714172219<30> * 1278522130339608052601857061857627<34> * [365769365736036937625131696400959477791718560550524788484961753338634936968309911405550979681889062592818625609053068589203266844168305748954464990328706921<156>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1581637529 for P30, B1=3000000, sigma=1552407292 for P34 / Jul 3, 2013)
(35*10^248+1)/9 = 17 * 2324145827<10> * 6184279303<10> * 51455719681<11> * 295168112111967419446454392019063<33> * 1560503394283318639314668491018819040051<40> * 106723909346388664985736136978440279099646505018055427702283<60> * 629208537238623575511905401542045932736583786770478040381901300739705149043512766528243<87> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2924551863 for P33 / Jul 3, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1269528613 for P40 / Sep 9, 2013) (Eric Jeancolas / cado-nfs-3.0.0 for P60 x P87 / May 29, 2021)
(35*10^249+1)/9 = 35081 * 1952051813<10> * 1355812883059<13> * [41885381273548957448287556296080614183122596327860088197495167017452206020173673040282891395806996318911817776518322340048733227620052768679302448883049810626596897983479065677381633104199264109577234928986213472877362797807<224>]
(35*10^250+1)/9 = 3 * 2731 * 30763 * 1201633 * 128405033319652502118334123493175900839330220024600633141147146782754049795196414662536566411067535926423052362224287860865391025211068986550239873043362360523363927497021376861203798908190776337846307735300740153127524399573622201064587<237>
(35*10^251+1)/9 = 45215111 * 337985936040159925108820640288671273<36> * 23388863364713636446425727780026553783<38> * 336663183177596076212612324841893769340336453<45> * 3231755988182535422563640991757599523629822823301551407040502087683875681797890750653854117276750647180623545626474025948582237<127> (Jason Parker-Burlingham / GMP-ECM for P36 x P38 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:2583128103 for P45 x P127 / Mar 21, 2021)
(35*10^252+1)/9 = 3488180503<10> * 73431233139282584227454138459<29> * 15182586467669450151239056293769418776278288546902672844565398321240838583591043137934786879196808944582713621601535443015870924532778766787050934848505718548485151598241246135761578056658637193130146769161219501757<215>
(35*10^253+1)/9 = 3 * 13 * 283 * [3523501756717304420484632498766774385148943452830378625431628965197869791509367481098929862180745572971721381615374548236739049459897516434618908117141332689035869247883382159000533558837445763240816244349813254406893982865714314477565360957587105997<250>]
(35*10^254+1)/9 = 13891949 * [27993832174944558815245354621506952616143990226921282887583944404697201874905305863769647361136215579893713177962925784487755381832231668061039447300655141254037780363927976476798819869615767297222937464634292055699951741032801724861564701172520061<248>]
(35*10^255+1)/9 = 83 * 18223 * 6047973359<10> * 246188827619657378363<21> * 1726829096381913143386931162110941827635067973387083135185821894892857103226405031325648856472466786591330344837551621825748425998909747087169166939315022765365725347860151517787624197966970066260796720161540484125709113<220>
(35*10^256+1)/9 = 3^4 * 29 * 524683 * 31553353651830535722350284618277322131889902055444984535716250390290305442966045145033039612621179294524931681032521379619582117764386983447087144463120594998402022325187179950339029529456909303358411135557576706525247950573551723675358869946922967<248>
(35*10^257+1)/9 = 98118721249312639<17> * 3963452478153991550799234398657002487630607647934355351093415267245666533800226605411740895966999860619174772215898048910762590963610214948416146116927172646983167518672608932902203024151392312012755812997983692508293833453879039893679623751<241>
(35*10^258+1)/9 = 8689 * 1010501 * 7942799 * 61336637 * 2697514725547<13> * 3703058261023733107<19> * 131568068050877846925767<24> * 492034203865574815411931737247<30> * 1405902802048395848253365630799574060487763104471939590580035018057761076315114977551795010391578259066298458723035854396978872001045918592775509477887<151> (Jason Parker-Burlingham / GMP-ECM for P30 x P151 / Jan 2, 2021)
(35*10^259+1)/9 = 3 * 13 * 113 * [8824345107530948238912840682752187176965938027884930539797796434964576557496911479212364168116380505761036734488061921690240274311070771247762398204876080982275672541159266822983637142929178327408415903991125230063283160628293371656203514610594256611955727<256>]
(35*10^260+1)/9 = 631 * 15864431800417271627<20> * 25568087619789619463225543643649<32> * [1519404497813322964190922011406103170281432684594019798178730884135196971133681260072139551465748682934239057531928723272036100771410100917520593633465687929426046890831318078946583930707909237630054516311053<208>] (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021)
(35*10^261+1)/9 = 23 * 48463 * 2759134009<10> * 23811990964609630500120104803363<32> * [53102980918933682221233554253874078670641923924997941645906810126349199508060444762915298992339035898764141280851174960242540288346707395182393564905183418504782451769902085402197980973583223456933625452900373794883<215>] (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021)
(35*10^262+1)/9 = 3 * 39133 * 2455423 * 6537241889280098603<19> * [20636700571043187117443160598284970296386300104076702065023839793443194069100376873274218632971616075835753142076466578953381062554347311930405610857451116208950073618076534987891531150673086172824766017599319198763835159670519960819<233>]
(35*10^263+1)/9 = 41333 * 106103 * 10084261173284357<17> * [8793400593104089398979642203489752973254584656792745544771246529549295363271078357560590412180893176020407478470745208672776125349966811198682947457890200081373552373915515778733246367529764723134688187212467236614969927329953096078305623<238>]
(35*10^264+1)/9 = 17 * 397 * 742042235668189<15> * 4280273532447866111<19> * 7215573319111056814757827<25> * 2442566861195771694306233774841081799<37> * 264222512037183274815710771296363760227317490286783903<54> * 38958195805532895338800281335809674297118036018907276778097271604615448464256218182049174886213957617320230277261<113> (Jason Parker-Burlingham / GMP-ECM for P37 / Jan 2, 2021) (Bob Backstrom / GMP-ECM 7.0.4 B1=51300000 for P54 x P113 / Oct 23, 2023)
(35*10^265+1)/9 = 3^2 * 13 * 19 * 23417 * 747058852244094034995681647649141649976251319255239783810645135713368493722247817525727036661138367126444464171067051415636077101843837511207670388772137464233250095822570910020498675913957509499509650846698680443695498734984968183371802275148097533843681679<258>
(35*10^266+1)/9 = 677827 * [573728825922969856451408528856019144839153484427278477972829186339418301261072351630856972190380272383497395189169048870713159683649203836508266694730202380384506502232706706709660265656117104938116789223340009897641859779691409296013420664695990110882111348307<261>]
(35*10^267+1)/9 = 487 * 650469023 * 857231887 * 3878648507<10> * 11937199376286733<17> * 309306299417629950657290065749363674842136791612539914530735501306209056996744430492066560788923783178340566602253159835268533858145890857061029988154967166827667953567125282424073708095383539545540616096757758848738617937<222>
(35*10^268+1)/9 = 3 * 1067221 * 81901100777<11> * [148306497669751351298818870677955989751097397767392164177239002657833828673534776274724689538143017345364311643318026509075918489734464107084594921155615594404254556422372866290263921437816456957163811758065006840447566121456107313157809492437369445039<252>]
(35*10^269+1)/9 = 4653401 * 93154405787870218335319703<26> * [897122308234340866004287509085373863896885368843856206809620370349195566822934137414164017752771450946595707001518001521174266661029211054787430052015423038502981576932985188129616521993215587959668243498012747386050812225741909330005063<237>]
(35*10^270+1)/9 = 9929409178022562744811<22> * [391653603871661507690404911289707631069909577928993992776438312224413613935236490135662518316356427296554635493990824035786235880931468540691573903353727854345209616886407191104958793658181179096828327098529413014093106365253093186948469572867406699<249>]
(35*10^271+1)/9 = 3 * 13 * 1427 * 698774349790467519969972667940432481427576031640502558512369304240362404342782759040642712681955849440082096003609668641203329360302030238960862646917307043445796073686753434475929220147860652415662927225646216536195513070075088295130341381217344777260684758932831813<267>
(35*10^272+1)/9 = 97 * 2551651 * 1131894261710417957<19> * [1388118903772953482529928921079751834637431633542344576287049918522086847983718593456776292298178110832810853036355958405675739140265948758135956652338515624861740604407188229725962284302158436742210484564706991909202438775622251314249693052443991<247>]
(35*10^273+1)/9 = 4497151 * [864745010538647443434496393136207543150961328380765708976391695295285590563645492199147613431011964883742816038173699057222870410375121691241608051161477319504924092806509919032936383254395702721320429064732069011889725047900079158758264707786971993799827688438500039<267>]
(35*10^274+1)/9 = 3^2 * 71 * 109 * 173 * 88003 * 2124013 * 32220737 * 51770189 * 166975181722747<15> * 1153306211313019457616989078588739707<37> * [53750888991819924704131990529630310254511103278446784194345774335768415056982564470004343462970102577224267453675490028252572202258422840850730696768264179440397483803252898262047968894774021<191>] (Jason Parker-Burlingham / GMP-ECM for P37 / Jan 2, 2021)
(35*10^275+1)/9 = 7699 * 1304539 * [38719892969439913412422958202427275838774864661307411963878490764792803497292609152276222826143627955148555631032165481098839890564803133630639493527721690112771081919969846384637827221043990869292158111677241270724750015293663530561956553745174335493859010156390649<266>]
(35*10^276+1)/9 = 1471 * 15217 * 164299 * 1057423362624360445998062665819829781464678537217299756989973817663432952801302879070259141419113295430992501703563442450684343909823048244094302754576880890057160682651906329402984466732170987767903785649714861967862647290319751394984816613932760500475438431315973<265>
(35*10^277+1)/9 = 3 * 13^2 * 9839 * 62119 * 98858897 * 1932987619<10> * 3358748220288118838843231421403<31> * 195532915993923295295794186436020491697727121153768548022736124467936416487690520016901685762506229660588964358773902537406804455939231481515255858475755013034052788305910424561970875302322559730620923524579061880623843<219> (Jason Parker-Burlingham / GMP-ECM for P31 x P219 / Jan 2, 2021)
(35*10^278+1)/9 = 151 * 449 * 12611 * 29372527033<11> * [15485007097390988596942308883157488774267740216875673255994646243226225311567629950119857308898310912515412493275011870412308945938953915934674157449084592203833601064632995504975690038752704091726070031827870215179960510246575270758683300256290835576381622797<260>]
(35*10^279+1)/9 = 5531873 * 1887944413<10> * 4952272698750499<16> * 75189912497666372916058667919264814342171870163916422955023501300173891377305691540024091554710101625391150598369386059298503565171180249815897971003840128478097515683220680568948370378719008129891596254926292226417631409207174460762901575574969839<248>
(35*10^280+1)/9 = 3 * 17 * 10861 * 7638031 * 181129287293<12> * 246850596324555223751<21> * [205580193015775777961205398303448567899262439027289663415232192635015139611646209410605890711383801089521397941325128575996315955772651511015505065032835679436389886434390624491431976502773766835080023486122499997495674564246797973177603<237>]
(35*10^281+1)/9 = 298559 * [1302552892020970357245599325054307151648045742680304023288157077458354592857320961313806949008031541132201303222776365438284857897061850049366754607594776539608214419558241047460933647583522482621153235671639069292464433793283367404395408910429392143224250110996114298644116871<277>]
(35*10^282+1)/9 = 624123679 * 997093103 * 294867831887417997342161853872173333<36> * 21192967218125781057955026294514716986429572261557706987747873625444564307710950586880277865101010981088772558719280482004184387159172611041177425231709227784439666760991900661860174992265471010526413906447886713646024636486772709<230> (Ignacio Santos / GMP-ECM B1=3000000 for P36 x P230 / Apr 17, 2024)
(35*10^283+1)/9 = 3^3 * 13 * 19 * 23 * 6786879700057564021<19> * 37356555965722358243697249259900772741642636243563468542714951863125173533980112694752386264011260674253665998071060169204852610352584224652182370260151701630810114704159083675861023260899292313559306425626170250058465881742452355885877260538850447343107295007<260>
(35*10^284+1)/9 = 29 * 359755292627<12> * 2498410838701123<16> * [14919576300538233536470335889727027316820925821138709172311478205433521236797585491075090576596310078613726045584185327197558453138693866666354347313636483391274211538640793772562183727976871652585203581815746234624988716445723510704741825789511543394592821<257>]
(35*10^285+1)/9 = 193 * 1129 * 7697257 * 74751773 * 66380842133049680557<20> * 598438824963214768831<21> * [780826024206212666581928521075147443386406962055789920362517952114648616275673158116284093503547095614739168097745624520501758221438914236081613415058427632601604530236485368133246167632757918869249526809771534632844759575151<225>]
(35*10^286+1)/9 = 3 * 379 * 127867 * 267489410902422521747540634146363347217310065786796628063030510841089416168448341410546759429946162994744373404377420341154756571104935881141236173622335587750137783604491972910650356932405481655606388402522446238260532685398165986061641906054614485391822818597047830494613806091<279>
(35*10^287+1)/9 = [388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<288>]
(35*10^288+1)/9 = 8731031 * [445410042512606917658279862812179785971311851817831008604698447284047999473245357723376413265385140527950122830727423701609682623837767714819577308669375803257242917690807521916814736872299375513486195260203392805373029701634192902177175741202715794834411753765264249879411593990319<282>]
(35*10^289+1)/9 = 3 * 13 * 7573 * 453757 * 156165090175816608769<21> * 81683177287023609647537221<26> * 22748515147761668744065880231288456833650917803700230129228010613502610703345524042034676176940508450007681818532378081593612331944091823462189065506529725129586190322642056404683191801782966626545617837811230562567075522188437183059<233>
(35*10^290+1)/9 = 47 * 1019 * 1948763 * 2571768863<10> * 2091759709037<13> * 16840596542027<14> * [45993162084367748380660281414952535138045293003963055496730983305939475670966898715627529667747785390845494249543202350606520914333820214648308805859408289983204388494023323758283159444093338334228469720822398103393025344043564557916812878657983<245>]
(35*10^291+1)/9 = 349 * 563 * 53269 * 4431170814998428768219703<25> * [83849152495856527972803195988852069992943092914533377742072398889428881791180815165542474229025192205520866858417848810859703328424519378898674720892161571913147560455678228950491092035390148840751530622257602715139737527832668503514677074282871196626294421<257>]
(35*10^292+1)/9 = 3^2 * 3539 * 15377 * 91541 * 16424357 * 2337896167<10> * 36356633441<11> * [621323727934624974522640013470099670310865298669401659744357556138431543813166114213035869003092176034113032089213097139228028072767167637974554554933484799207367147996399106249584098594548641932726274496652579014800603819286999728332688124529738043013<252>]
(35*10^293+1)/9 = 61 * [6375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571948998178506375227686703096539162112932604735883424408014571949<292>]
(35*10^294+1)/9 = 523 * 10976360124896398411<20> * 306642543277884002764149020016601<33> * 2209190110080874391510658273271539415367339231125823384615299511435634756654257942189159353181796396484209744682187935201615770856427939299973748278600126986396422598126412307772420536059141793189576449096655312801792791197192286952929636713<241> (Jason Parker-Burlingham / GMP-ECM for P33 x P241 / Jan 2, 2021)
(35*10^295+1)/9 = 3 * 13 * 42989144413<11> * 77277088013<11> * 2251135775082469420120559719<28> * [133336695542444612236096763114814435454427350389804596954292859756681867482588790434845251575831309844222458084298103946713780756382677856698990119497750952677157226096751981887924442332039132735366800397507357074009978333169527411166736807775441<246>]
(35*10^296+1)/9 = 17 * 83 * 3329 * 582350994195407<15> * 1496052013290898991159<22> * 104185329368127063875593<24> * 8764284606764673847353457<25> * [104071106156837774713656101882027434861121356996980887604499670218761043644925968262783117339629591795892961687326684265865498763077173341219933241697793691203289254006303345808012889354135433645697296480387<207>]
(35*10^297+1)/9 = 227 * 25819 * 32298173 * 20543872154379307729152049403741322187735784277979083672702459453768037117904173423122702216121115678070310131588115180566262878131243740625758009093634282902014957879699783576798237251226630741002146978730226035432770420743352705971655489659795576677811625678695994809114876801840061<284>
(35*10^298+1)/9 = 3 * 90907 * 287701 * 495639126376534800600908405870768517975191473597665422077793710376894007586343997288653717855509886297711653992254433530736983199540748510672537737399324665621676480433956889891622562715317830194052435519608466465973490931546383292345327915390923451521388156993399957700184877748257367109<288>
(35*10^299+1)/9 = 59 * 5216495095612327<16> * 5451326493514007<16> * 7134001519088519011656505330231<31> * 694086237339641686549707342756969707<36> * 1305349126906722741958364935073232687163<40> * 35860737136862146215183065529643970747142828229431022537200728181703011018770417479730003832576745400618134442169675299230154084967326158693897195147617230161909<161> (Jason Parker-Burlingham / GMP-ECM for P31 x P36 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:380362628 for P40 x P161 / Mar 5, 2021)
(35*10^300+1)/9 = 149 * 59515657919<11> * 1716536068791125596012453453<28> * [255478933261675738573835540889980015474716828244960458049582018138340347877145034208742415102188724501668108547812553019294570090381540611623391157131414987280537000542757451043211780272262541417277115496158114315480507155696674099406082294843377025247357121623<261>]