(62*10^1-71)/9 = 61
(62*10^2-71)/9 = 3 * 227
(62*10^3-71)/9 = 7 * 983
(62*10^4-71)/9 = 68881
(62*10^5-71)/9 = 3 * 229627
(62*10^6-71)/9 = 593 * 11617
(62*10^7-71)/9 = 43 * 1602067
(62*10^8-71)/9 = 3^4 * 29 * 293269
(62*10^9-71)/9 = 7^2 * 19 * 97 * 76283
(62*10^10-71)/9 = 68888888881<11>
(62*10^11-71)/9 = 3 * 35419 * 6483233
(62*10^12-71)/9 = 17851 * 385910531
(62*10^13-71)/9 = 68888888888881<14>
(62*10^14-71)/9 = 3 * 17 * 7589 * 33377 * 53327
(62*10^15-71)/9 = 7 * 173 * 5688595283971<13>
(62*10^16-71)/9 = 127 * 191 * 3701 * 767349133
(62*10^17-71)/9 = 3^2 * 97849 * 782258478641<12>
(62*10^18-71)/9 = 92431 * 74530069877951<14>
(62*10^19-71)/9 = 20809 * 6869969 * 481884761
(62*10^20-71)/9 = 3 * 23 * 9983896940418679549<19>
(62*10^21-71)/9 = 7 * 984126984126984126983<21>
(62*10^22-71)/9 = 1895523263<10> * 36342940355087<14>
(62*10^23-71)/9 = 3 * 4007 * 634010071 * 90388343291<11>
(62*10^24-71)/9 = 349 * 19738936644380770455269<23>
(62*10^25-71)/9 = 317 * 217315106905012267788293<24>
(62*10^26-71)/9 = 3^2 * 67 * 5227 * 666593183 * 327882697847<12>
(62*10^27-71)/9 = 7 * 19 * 47 * 1102045894879041575570131<25>
(62*10^28-71)/9 = 43 * 1973 * 63863 * 12714647470448254033<20>
(62*10^29-71)/9 = 3 * 13829 * 29131 * 570009055916825870173<21>
(62*10^30-71)/9 = 17^2 * 307 * 2600417 * 29858636058597409291<20>
(62*10^31-71)/9 = 7793 * 39163 * 591709 * 4537387 * 84072614573<11>
(62*10^32-71)/9 = 3 * 83 * 1103 * 14307689771<11> * 175309239440479013<18>
(62*10^33-71)/9 = 7 * 984126984126984126984126984126983<33>
(62*10^34-71)/9 = 233 * 277961 * 1147711 * 2561491 * 361812873504037<15>
(62*10^35-71)/9 = 3^3 * 17321 * 2416443209<10> * 609587231106045419027<21>
(62*10^36-71)/9 = 29 * 237547892720306513409961685823754789<36>
(62*10^37-71)/9 = 1031 * 13841 * 41814037 * 115451863421911634827003<24>
(62*10^38-71)/9 = 3 * 2521 * 27287233 * 1533986497<10> * 2176075922556340787<19>
(62*10^39-71)/9 = 7 * 19463 * 66347 * 762114223738109747453234672003<30>
(62*10^40-71)/9 = 5236411912889897<16> * 13155742908481419851651273<26>
(62*10^41-71)/9 = 3 * 331 * 693745104621237551751146917310059304017<39>
(62*10^42-71)/9 = 23 * 10321 * 29020144192671290230930137747390878407<38>
(62*10^43-71)/9 = 4327 * 73363 * 172003571 * 1261675701068600541497028911<28>
(62*10^44-71)/9 = 3^2 * 46144650435190129<17> * 1658766707617552899578934521<28>
(62*10^45-71)/9 = 7 * 19 * 223 * 1363717 * 170321087584759085691434641611037127<36>
(62*10^46-71)/9 = 17 * 121369 * 3045668615261<13> * 10962505820804145601621158877<29>
(62*10^47-71)/9 = 3 * 16028557 * 1551423127<10> * 3462944083<10> * 2666599290746728472171<22>
(62*10^48-71)/9 = 2213 * 8285107 * 375724611913980026711331536884991514991<39>
(62*10^49-71)/9 = 43 * 445907495861076406397<21> * 3592824068518597701536636111<28>
(62*10^50-71)/9 = 3 * 59 * 608793719089<12> * 6393015398820502273807192180932183377<37>
(62*10^51-71)/9 = 7^2 * 140589569160997732426303854875283446712018140589569<51>
(62*10^52-71)/9 = 163 * 359 * 2141 * 5504425129493<13> * 99893790045890017736105113800461<32>
(62*10^53-71)/9 = 3^2 * 50261 * 69341 * 792637 * 2010275429<10> * 13783373962728401862066205433<29>
(62*10^54-71)/9 = 653 * 1783 * 1300073 * 212280096080449591<18> * 21439153865754716896456733<26>
(62*10^55-71)/9 = 52973 * 1300452851242876350006397389026275440108902438768597<52>
(62*10^56-71)/9 = 3 * 617 * 4723 * 1397611900127<13> * 56381707720633894107901763471518438511<38>
(62*10^57-71)/9 = 7 * 389 * 2851 * 12979218521<11> * 68368456774845521703605385235283285922257<41>
(62*10^58-71)/9 = 127 * 173 * 2751811 * 57823559 * 19704977120282285416388343979709845245439<41>
(62*10^59-71)/9 = 3 * 67 * 8539 * 39979 * 10039548503097177951767812658526518749629844812001<50>
(62*10^60-71)/9 = 397 * 855277 * 83898611 * 241822724174021825836043260325190188595812659<45>
(62*10^61-71)/9 = 61 * 3169 * 153038205542227<15> * 2328612589692913515585508545703664048384167<43>
(62*10^62-71)/9 = 3^3 * 17 * 4219 * 126397 * 83307317106314593<17> * 33783687764511210855510781698042941<35>
(62*10^63-71)/9 = 7 * 19 * 34116044509434362928275059091<29> * 1518234537564616508052969372207727<34>
(62*10^64-71)/9 = 23 * 29 * 179 * 401 * 50231 * 617411147 * 13605388543<11> * 3410112473786605546128641347485067<34>
(62*10^65-71)/9 = 3 * 113 * 1367 * 32309 * 82389523 * 26212331458787<14> * 276751647848857<15> * 76982071978690869449<20>
(62*10^66-71)/9 = 4499119 * 10692966299<11> * 4178717220625785839925841<25> * 34267349882446518529008061<26>
(62*10^67-71)/9 = 252173 * 56307634727<11> * 774465764743831267<18> * 6264423149624373171214696245308833<34>
(62*10^68-71)/9 = 3 * 4231 * 454595627 * 82131030223999<14> * 1453624974156427936214147368724377220382329<43>
(62*10^69-71)/9 = 7 * 677 * 6827 * 8999757121<10> * 23659293908657030000984220958082303106114291251284337<53>
(62*10^70-71)/9 = 43 * 5373793 * 20777280481<11> * 56565138109<11> * 253665986076559804488220048970700442405711<42>
(62*10^71-71)/9 = 3^2 * 783359 * 3567828217<10> * 9558278309<10> * 5814660929081<13> * 492762705274327376882915798075707<33>
(62*10^72-71)/9 = 821 * 2013229 * 2052014787390721<16> * 2031104924745414428272878778061859781138241135329<49>
(62*10^73-71)/9 = 47 * 83 * 2039 * 47353 * 28950821 * 464121389 * 6522580313383<13> * 1045272528435209<16> * 1996489664000436901<19>
(62*10^74-71)/9 = 3 * 1514603 * 444935540388996461840921<24> * 340746979742419526431179543186131564991128729<45>
(62*10^75-71)/9 = 7 * 5741 * 171420829842707564358844623606860151016221387236889762582150667850023363<72>
(62*10^76-71)/9 = 765649 * 31999633 * 96886267242075225275461<23> * 29020991024420851054556324453043296950813<41>
(62*10^77-71)/9 = 3 * 181 * 3127973491<10> * 3361947721362169721859826627313<31> * 120641111772648013027988298563955749<36>
(62*10^78-71)/9 = 17 * 1019 * 18307 * 296591 * 9795017936155429<16> * 7477315215241404950355307915783899526205912075539<49>
(62*10^79-71)/9 = 25243391 * 92269245127<11> * 7484087736276028429<19> * 13422420127965451333<20> * 294425092277461868736569<24>
(62*10^80-71)/9 = 3^2 * 2955803 * 11568547 * 2238475625098195539635839901873585925436031509417006980066184443449<67>
(62*10^81-71)/9 = 7 * 19 * 158909 * 663186233540291213198617<24> * 1885848491366747322311123<25> * 260619401548634417285171603<27>
(62*10^82-71)/9 = 1900328992943<13> * 251170960613659<15> * 144328121511551713501610121063803402625385548456099841613<57>
(62*10^83-71)/9 = 3 * 3187 * 6037 * 11719 * 2887158317<10> * 352747165552557856259719184438176390684173041758765984089547471<63>
(62*10^84-71)/9 = 1949 * 19083576519607<14> * 185215603179971585695540959430703202533181511020736130424296314536067<69>
(62*10^85-71)/9 = 10534564233980273329810986679<29> * 6539320218550758888666204531239644875703382286973858519639<58>
(62*10^86-71)/9 = 3 * 23 * 557 * 1302571 * 24860413 * 8623788479<10> * 64185518556410963112206901190389625263792232045993273456721<59>
(62*10^87-71)/9 = 7 * 167 * 3128517781<10> * 660219282209778133<18> * 181003053918434525821<21> * 15762385134118119794108860082441004253<38>
(62*10^88-71)/9 = 673 * 14826241187<11> * 16279035547<11> * 38606487874687<14> * 390953790054200855437<21> * 28098857462870982303761899259867<32>
(62*10^89-71)/9 = 3^4 * 587 * 317587 * 45620846886552686834799192559023841905206506656619397420924467070614999971467729<80>
(62*10^90-71)/9 = 2663 * 2586890307506154295489631576751366462218884299244794926357074310510284975174197855384487<88>
(62*10^91-71)/9 = 43 * 109 * 1712251877456291<16> * 5241527997348712813006706246891<31> * 1637678568110308621336803873220931098171423<43> (Makoto Kamada / msieve 0.83)
(62*10^92-71)/9 = 3 * 29 * 67 * 85580569 * 33298439547350167<17> * 3278394473272313572560853321<28> * 12650126381425576389371311724051053483<38>
(62*10^93-71)/9 = 7^2 * 263 * 36527 * 472691 * 8027054526761<13> * 3857001434357061438958185766077435613711532208329305357007314831019<67>
(62*10^94-71)/9 = 17 * 11437 * 72274583032283<14> * 4902330004047835189736138429840920639001090296880864480199099400798070300383<76>
(62*10^95-71)/9 = 3 * 193 * 2204071 * 1220724053361079<16> * 6420565285984142695622392545699199<34> * 68873835267467764494639813374086536229<38> (Makoto Kamada / msieve 0.83)
(62*10^96-71)/9 = 102112229749672502534737521469958083213092157<45> * 67463896398863850526741114995329043489884769104176133<53> (Makoto Kamada / GGNFS-0.71.1 / 0.41 hours)
(62*10^97-71)/9 = 9137 * 110567 * 1054183778859259<16> * 377851885726490131531<21> * 423619189531087449721663<24> * 404116404948965341960740130657<30>
(62*10^98-71)/9 = 3^2 * 383106428888222209<18> * 199796203103853389288017626347431728739593996837798410007714335304244688715169001<81>
(62*10^99-71)/9 = 7 * 19 * 269 * 3371 * 12601 * 3821563186479637<16> * 85755854038699961<17> * 203727251235738341<18> * 67893398483738943886429513690234074539<38>
(62*10^100-71)/9 = 127 * 53359 * 948331 * 10928521 * 616899146851544367079531587121288967177<39> * 1590018835383193859827983238949671374974771<43> (Makoto Kamada / GGNFS-0.71.1 / 0.58 hours)
(62*10^101-71)/9 = 3 * 173 * 70562047 * 132384710640338740098541987<27> * 142093044809495243224496060941974959547704372966057527241005171891<66>
(62*10^102-71)/9 = 8537 * 11192479 * 25156519 * 49458358501<11> * 23758043170328793463<20> * 2439027511411027154456295323192850141473858432362018651<55>
(62*10^103-71)/9 = 2687 * 2817361 * 10930061 * 26495281 * 45072579624068933<17> * 197248790850526182767<21> * 3534444246242254332606491219182923845776033<43>
(62*10^104-71)/9 = 3 * 317 * 54815951 * 8772450377<10> * 40577156346865000464851<23> * 227587966246723223057514349<27> * 163121004268353523571146177075771447<36>
(62*10^105-71)/9 = 7 * 97 * 1120649 * 61133689 * 7749487021<10> * 19109804290458178532873354128001268768617960446885435133820045670525644122240419<80>
(62*10^106-71)/9 = 23857 * 130153171 * 2602680286221345863463467<25> * 8524281308899631855787903467581077202244862970767788454520371925441169<70>
(62*10^107-71)/9 = 3^2 * 2129 * 6367 * 97492859 * 1067028301848277<16> * 54280946785661205062472817509527996822708134921089205473627890725260777612241<77>
(62*10^108-71)/9 = 23 * 59 * 92179 * 50970031012402836704852021263665414998443<41> * 1080494205493017112862343898915962169212827499405439214582789<61> (Serge Batalov / Msieve 1.43 snfs / 0.68 hours / Oct 20, 2009)
(62*10^109-71)/9 = 449061934552096085392042792527494669801996839<45> * 153406208784095962906433077939688161815955308844860423263872277479<66> (Dmitry Domanov / GGNFS/msieve snfs / 0.65 hours / Oct 20, 2009)
(62*10^110-71)/9 = 3 * 17 * 3127634240671<13> * 4318799524791377204951192266627235712834667910177836350053196426126349434848132475669476779613461<97>
(62*10^111-71)/9 = 7 * 191 * 1697 * 134417 * 278606986002487<15> * 3029506564554522763<19> * 26761954759899624038726797894516639165449500774918311006907261118877<68>
(62*10^112-71)/9 = 43 * 283 * 1313462617<10> * 3816895807268228595866518144384814798429514241609<49> * 1129188034433739419733408412782832185204350656820233<52> (Lionel Debroux / GGNFS + Msieve snfs / 4.65 hours on Core 2 Duo T7200, 2 GB RAM / Oct 20, 2009)
(62*10^113-71)/9 = 3 * 229629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629627<114>
(62*10^114-71)/9 = 83 * 594889 * 1028329 * 225320402140251661253729<24> * 602147029067469541782547040377699289054363456553714599403456622408214015006843<78>
(62*10^115-71)/9 = 227 * 25183 * 4045075167433<13> * 41329057843508196145612681<26> * 72083149873551613724264855089742519251455928662054402712159612170219317<71>
(62*10^116-71)/9 = 3^3 * 691 * 12959 * 8795491 * 65243802573198517<17> * 8300127441206935557039976771<28> * 598207377286375518110441471977785353960374924906395205051<57>
(62*10^117-71)/9 = 7 * 19 * 137650277 * 60874828950569996693918573606471<32> * 6181340899496695595754737044042673115580750936683073986286488159140340843071<76> (Serge Batalov / GMP-ECM B1=2000000, sigma=2871096336 for P32 / Oct 19, 2009)
(62*10^118-71)/9 = 3038209372850070299895662480934267163<37> * 22674174302959870778545300248598034085760547885859190102759989856304629514396173987<83> (Dmitry Domanov / GGNFS/msieve snfs / 1.91 hours / Oct 20, 2009)
(62*10^119-71)/9 = 3 * 47 * 811 * 233939 * 6639768461<10> * 101547434129<12> * 5640701099669<13> * 51982005697800281737052855475926868719<38> * 130256251243736683298513245842905274731<39> (Makoto Kamada / Msieve 1.42 for P38 x P39 / Oct 19, 2009)
(62*10^120-71)/9 = 29 * 577 * 56672831 * 21679127389566080283674645480303460667<38> * 335087836893671128683748066753771626945672527368526518443982836779830241<72> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 0.99 hours on Core 2 Quad Q6700 / Oct 19, 2009)
(62*10^121-71)/9 = 61 * 114968631523579456592837576959<30> * 15339977635830331306565193967618163<35> * 640346819253660171166999735090684748846178296261435303513<57> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2032205371 / Oct 16, 2009) (Sinkiti Sibata / Msieve 1.42 for P35 x P57 / 1.13 hours / Oct 19, 2009)
(62*10^122-71)/9 = 3 * 149 * 26919248548865466411677<23> * 281073621334314122355541<24> * 203684806789562238789771632441717086841562742056879128988294281769169179439<75>
(62*10^123-71)/9 = 7 * 984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126984126983<123>
(62*10^124-71)/9 = 1634557 * 8181287 * 1359146919383186907593<22> * 3790190835121114501079622702074267635973760588631160833618317358169758765442293414648817563<91>
(62*10^125-71)/9 = 3^2 * 67 * 131 * 34119447731<11> * 234236700833<12> * 1091198189806240118734199430413238632786133828564781360146024747265384864752077516813307341270054779<100>
(62*10^126-71)/9 = 17 * 1499 * 15467 * 37151041201<11> * 470458750108815887149985899676654221637757999545755562794573184242193338527576010910936253670509621447370921<108>
(62*10^127-71)/9 = 683 * 100862209207743614771433219456645518138929559134537172604522531316089149178461037904668944200422970554742150642589881242882707<126>
(62*10^128-71)/9 = 3 * 178645109 * 5124546730174813<16> * 94983635564751723089<20> * 6575332605555888286367<22> * 3327036301622454277550699<25> * 120713900516224021402710824798205632063<39>
(62*10^129-71)/9 = 7 * 74507 * 863695087070633<15> * 446537572767580550602547<24> * 27413652247099964745959987129<29> * 1249305658838193522558789938622451015178573054392034321111<58> (Erik Branger / Msieve for P29 x P58 / 0.87 hours / Oct 26, 2009)
(62*10^130-71)/9 = 23 * 10811319991<11> * 3703980067164532413967<22> * 74795243687964233340866459607928093372782438505963865654668228265776153827672089001173060325813551<98>
(62*10^131-71)/9 = 3 * 229629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629627<132>
(62*10^132-71)/9 = 5717 * 14196147689937141374294318249731425936067<41> * 84880998342609810093756094165793232255873270007284083264233059727258303257959873758507279<89> (Dmitry Domanov / Msieve 1.40 snfs / 3.18 hours / Oct 27, 2009)
(62*10^133-71)/9 = 43 * 163 * 2767 * 3169 * 660658928585086985809163336350428170481943780205911441<54> * 1696619339049209242025102064325212037235881003135077451714444644950863<70> (Erik Branger / GGNFS, Msieve snfs / 7.68 hours / Oct 26, 2009)
(62*10^134-71)/9 = 3^2 * 3915907 * 1627590898933973537541526771<28> * 12009613995018714885432482233164864702931059725417397159558003497109744627254427122535516681360769297<101>
(62*10^135-71)/9 = 7^2 * 19 * 3908604569<10> * 4071319992583851580553<22> * 6092834482135211337409<22> * 3023609198798573489557559745506843<34> * 25240472910189074574471536572739850312627201889<47> (Erik Branger / YAFU, Msieve 1.38 for P34 x P47 / Oct 26, 2009)
(62*10^136-71)/9 = 797 * 91957 * 141665756784889<15> * 87940173824683258876381753531354451770847<41> * 75449064368628461623561903771559610802465731814491611535253595307663468583<74> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 8.91 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 26, 2009)
(62*10^137-71)/9 = 3 * 2239 * 18401 * 5573556479908322691009293255481644712971563544935931172683214359882076957379120574467041719013261911766927769538847703497812931493<130>
(62*10^138-71)/9 = 178973 * 371864911123<12> * 586223530914985362890505263147233484304329<42> * 176568494706771364851457868738726420430749628421559284794116630853036260388793391<81> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 14.59 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 26, 2009)
(62*10^139-71)/9 = 9009157 * 2781229361<10> * 264098246919416741794009<24> * 10410286956060805353623271852286832142316373429085554766233552123741488204863131900111103883401092117<101>
(62*10^140-71)/9 = 3 * 349 * 1031 * 1037280187667762145971<22> * 615244514538567419757815399867917816048738107486096046099071473160474088488380077206894709558567013080309031998123<114>
(62*10^141-71)/9 = 7 * 965308026157<12> * 39824757917563793<17> * 67396829659826934567187683042527026494165158749<47> * 379832927230764651413352296349336303801716583716324523571650614767<66> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 15.56 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 28, 2009)
(62*10^142-71)/9 = 17 * 127 * 88605204287423670249671527649293<32> * 282298075240783523797463502563785239997<39> * 1275643702644799867268139877864205097833015033358005502736075772881079<70> (Dmitry Domanov / GGNFS/msieve snfs / 7.72 hours / Oct 28, 2009)
(62*10^143-71)/9 = 3^3 * 213480877273187<15> * 103755478159889828751485057885748821715212892879557<51> * 1151901651383832725319629282005586242558015694434569307514321563885225997402317<79> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 21.93 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 27, 2009)
(62*10^144-71)/9 = 173 * 617 * 1283 * 92610038086816262454859531913<29> * 45060620799576548736690063731376301<35> * 12054134222394110709717782635167614241122684394866782704597181919381457779<74> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=4831068078 for P35 / Oct 26, 2009)
(62*10^145-71)/9 = 605531 * 11158361 * 76730252891<11> * 293205745222127<15> * 1468288720442890657611407<25> * 308646831336422208434240484855551223396571217166653006657707335087065286518623523009<84>
(62*10^146-71)/9 = 3 * 107519981503590583<18> * 2135692607257017134631732681941655830747194773391008021877338435678704336060875162804442672871384054729799938221210913973711011869<130>
(62*10^147-71)/9 = 7 * 2053 * 315421 * 16350167 * 9037828840361<13> * 174250391013961<15> * 2209170562589056097<19> * 26716666685301565059869896031309229024045849072467647597918428335867807698698224724529<86>
(62*10^148-71)/9 = 29 * 311 * 4793 * 10487 * 151960983663406700983960425928863273447579446358805476628074992655460322189667992236615661699812285958723239222250856760521672243580072189<138>
(62*10^149-71)/9 = 3 * 2417 * 74029477891<11> * 3497744479903<13> * 382748316025440940507<21> * 43565025495414996045361762082014639<35> * 22004284299797228251633148946891172189744868497880149030614978474539<68> (juno1369 / GGNFS, Msieve v1.41 gnfs for P35 x P68 / 8.42 hours / Oct 29, 2009)
(62*10^150-71)/9 = 985483 * 41851752012515441<17> * 487000537391850390878280007869998072687387<42> * 342970652274908800371221025897560617960050601182101051487751425298682261487633167922521<87> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 28.87 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Nov 5, 2009)
(62*10^151-71)/9 = 331 * 127037 * 11400881 * 134503558337<12> * 12183800517956357535603106021528312450021649863093099<53> * 87687157226222913211851853713756716074490652421247217538196733958337598941<74> (Sinkiti Sibata / Msieve 1.40 snfs / 24.61 hours / Nov 11, 2009)
(62*10^152-71)/9 = 3^2 * 23 * 443 * 1061 * 34279360770581<14> * 315834675110482422029126787755351387<36> * 653984116715282556173259909244692754554281589932741812886644462514507314473058785355215072340543<96> (Sinkiti Sibata / Msieve 1.40 snfs / 26.52 hours / Nov 12, 2009)
(62*10^153-71)/9 = 7 * 19 * 4261 * 12155868824058895576577366125161923034920478070714610197558356503007499190752442398337233994789053522486494731705270372991071122223927965105598228537<149>
(62*10^154-71)/9 = 43 * 374993 * 2810836267<10> * 11225367031078217<17> * 59456498419297853938720187564291652786173012200777<50> * 2277309913700930235171299438349941993910174833496615439903369397888974873<73> (Erik Branger / GGNFS, Msieve snfs / 23.11 hours / Nov 11, 2009)
(62*10^155-71)/9 = 3 * 83 * 1054865761<10> * 5865205252879032365590891631<28> * 690204344660474179997645180103744985808246178066443143733<57> * 647875762848916317184387762028148718967749699167161314240123<60> (Sinkiti Sibata / Msieve 1.40 snfs / 35.60 hours / Nov 12, 2009)
(62*10^156-71)/9 = 1303 * 8053 * 18973967595228810637061<23> * 10210221731159895047770048507<29> * 322522895687000857114214977879<30> * 20571281757395045972607430805420023<35> * 510777589462555240693085743192369501<36> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=451400367 for P30 / Nov 8, 2009) (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2744970647 for P35 / Nov 8, 2009)
(62*10^157-71)/9 = 99195219782129<14> * 862777452673465967877176411389<30> * 52297659149807374462667474009984713<35> * 15391374265113706485561084794199787764149587902549858512746210928097010187565677<80> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3525119621 for P30 / Nov 8, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=8562617314 for P35 / Nov 11, 2009)
(62*10^158-71)/9 = 3 * 17 * 67 * 337 * 3559 * 132575299431508438665738676848358063462718878204534843<54> * 1267896186810585277293654903308370039889900735456986092170954192488322227543251134228508640175997<97> (Sinkiti Sibata / Msieve 1.40 snfs / 44.43 hours / Nov 14, 2009)
(62*10^159-71)/9 = 7 * 367 * 397 * 1427 * 1295003 * 27044153094400533691<20> * 637642494412674002793864923763006295921649455939<48> * 211957692852734056509800472053686387750176129582452776229614596712235602760093<78> (Sinkiti Sibata / Msieve 1.42 snfs / 1.59 hours, 27.7 hours / Nov 17, 2009)
(62*10^160-71)/9 = 787 * 41813 * 250654991 * 11125690237<11> * 750688561706608052987398752043016693381268040372695688679081862548675347189917526416628194724949888930088786941597313760719802963410853<135>
(62*10^161-71)/9 = 3^2 * 152802742667<12> * 13264350375049<14> * 465450575649853825011937381478302423001<39> * 81136442959537231114995473824037530327273434950467897216573513644233494117983056904211621814598523<98> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=200691458 for P39 / Nov 8, 2009)
(62*10^162-71)/9 = 291727 * 40998522161<11> * 538331911170192824177<21> * 13293896052923584707628730999104405807681<41> * 80482590851823351939562778795885505113611415145477307256905540960132767325450472770079<86> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=4381793230 for P41 / Nov 15, 2009)
(62*10^163-71)/9 = 8689 * 31941741436917845769931<23> * 248210867829854234040741190244175779679392985113628304415951608652461933740068520261765917033883983821439913182705827778791392303584100259<138>
(62*10^164-71)/9 = 3 * 8819 * 51539 * 85667 * 791251537184711<15> * 992475357917463346229619663566535046949<39> * 7509737163976481080866171857101385836152469516008259754713441097351260965314523929224542143986219<97> (Sinkiti Sibata / Msieve 1.40 snfs / 43.13 hours / Nov 30, 2009)
(62*10^165-71)/9 = 7 * 47 * 239994329844266311<18> * 75741602498828697014057<23> * 160041489629507787149340268801<30> * 7197558883172165970371112259093322401093260263200351744426043019054109005320631351076764751607<94> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2159424190 for P30 / Nov 8, 2009)
(62*10^166-71)/9 = 59 * 9209 * 267379239487<12> * 3063707296759717<16> * 17264371000478116853927<23> * 158481086692624522236287<24> * 56569395802918637478652424274397024316570010988087389426023764993258812352883245922080681<89>
(62*10^167-71)/9 = 3 * 229629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629627<168>
(62*10^168-71)/9 = 12579647 * 417996494895948005785248123398354871614766916243498866195380490935959<69> * 1310110977341236383525940660843416170256038120437603143534793254416808586880932126433244177097<94> (Ignacio Santos / GGNFS, Msieve snfs / 71.81 hours / Nov 13, 2009)
(62*10^169-71)/9 = 3505219 * 1779396887<10> * 2788933419652123<16> * 49618119210892708709<20> * 82660081394313266012448446052941500919<38> * 965577024280041750953286497287634496570237721902454230853822326500051858350496669<81> (Wataru Sakai / GMP-ECM 6.2.1 B1=11000000, sigma=1887201488 for P38 / Nov 14, 2009)
(62*10^170-71)/9 = 3^5 * 5417 * 15602471926924933938592663806430212082428034579139978305230145191169585707783895579<83> * 33542131793373349803791167429073588671109887449475537586566666088049681406989340969<83> (Dmitry Domanov / GGNFS/msieve snfs / 69.39 hours / Nov 15, 2009)
(62*10^171-71)/9 = 7 * 19 * 4349 * 9319 * 1600606687685207079981972189175964607847<40> * 798461890260203983777865595532676387857491818084310489921571287545918302724829696269195481540944560007643355765101773720401<123> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=484386855 for P40 / Nov 14, 2009)
(62*10^172-71)/9 = 5554193 * 10943944553<11> * 184834333470370776132491<24> * 19241557073510691494045340621508772195929248415185836803631<59> * 318662875118849535862831249227324089589020289200621349968867740031649588709<75> (Ignacio Santos / GGNFS, Msieve snfs / Sep 9, 2010)
(62*10^173-71)/9 = 3 * 947 * 25178066987998789<17> * 13747849624252982866878190831354294568317447902860531<53> * 700520402495505366231528579522647492308435032396389386442394396168800788489706075578189543632881202599<102> (Markus Tervooren / Msieve 1.44 for P53 x P102 / Mar 28, 2010)
(62*10^174-71)/9 = 17 * 23 * 4801 * 48527 * 5268454478831<13> * 7894707066173<13> * 1818184793160695697170337600380753268534488474941877667946026832719483358459732888325275633514140757335726425990748084338700413886212113491<139>
(62*10^175-71)/9 = 43 * 971 * 25714632124212041<17> * 1608018327600605321651111<25> * 1804539085935747042353209054721019414737<40> * 22111789500912016575360420235097383184198607574360053220678942493410735988086756814987507671<92> (Ignacio Santos / GMP-ECM 6.3 B1=43000000, sigma=629536205 for P40 / Jul 6, 2011)
(62*10^176-71)/9 = 3 * 29 * 761 * 4196683 * 3960194980697<13> * 368922158410959798059<21> * 1162488068575943005804283509607<31> * 1459819938581027960786666568658471981848024080849389665699909855743165516809559283744750604531667546441<103> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=4128552375 for P31 / Nov 8, 2009)
(62*10^177-71)/9 = 7^2 * 113 * 3583 * 12697 * 94559 * 10863779 * 1795658713<10> * 238966575127733273194337403284329761676829545254349<51> * 62041455712046535661308736072160609945146869881865387749045278016528341417681481950661904314359<95> (Dmitry Domanov / Msieve 1.50 snfs / May 27, 2013)
(62*10^178-71)/9 = 68888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<179>
(62*10^179-71)/9 = 3^2 * 10555079869223<14> * 22274774092018720591952878118642118037093721287366964343776359043<65> * 325560598745486458110030411610180038828726195268318511365457811367609239123848654166080661556145052581<102> (matsui / Msieve 1.47 snfs / Sep 3, 2010)
(62*10^180-71)/9 = 2267 * 3038768808508552663823947458707052884379748076263294613537224917904229770131843356369161397833651913934225359015831005244326814684115081115522227123462235945694260647943929814243<178>
(62*10^181-71)/9 = 61 * 30137 * 5397647 * 123360683 * 22142776253173<14> * 15376721275140437<17> * 1014326788198981064000715225686482811984204431536023021789073901<64> * 162953755471514019409690796180428868456169536830098891189749651346133<69> (Warut Roonguthai / Msieve 1.49 snfs / Feb 4, 2013)
(62*10^182-71)/9 = 3 * 37566985256921371<17> * 104116417924722774030214039077850880094619<42> * 58708686362632706528486837306424794045265588871805992849769571183911160958348282630549377406550854531974697382701861488726323<125> (Dmitry Domanov / Msieve 1.50 snfs / Jun 13, 2013)
(62*10^183-71)/9 = 7 * 307 * 317 * 158335949136530495728829921281768556200044049<45> * 63866625867023175938335010351970045440329405009221671936038865883820121592393893151960105634735076570416240607359428554200004909797393<134> (Dmitry Domanov / GGNFS/msieve snfs / 253.94 hours / Dec 9, 2009)
(62*10^184-71)/9 = 127 * 431 * 52153 * 8030798742259<13> * 3004900882240418523949401511264676220593922327448303991858800698663603738140341805303775676976398735330362875311220190624005128199802174162346771261963162819492019<163>
(62*10^185-71)/9 = 3 * 96289 * 1881545329997<13> * 1979646581747<13> * 4098975826326497210093986458258553474718395109267<49> * 156197306933222589187815129076914757251842184452213959253441002529706482659212178202217511668001848596657231<108> (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=6602010064 for P49 / Oct 23, 2014)
(62*10^186-71)/9 = 222731 * 262810921818323<15> * 588693193234303<15> * 199910722739144067523642095842411493673695344899106230449562716931831007150896292635871718294772994659093262846661220113070068983926875111530633635594079<153>
(62*10^187-71)/9 = 173 * 37754149 * 967824333513549013<18> * 216802388339074258698275400269<30> * 163168220130428295100944902596776062790769135153760891384357<60> * 308064897893499160517759951445054687650987181382443041252475422789057357<72> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3382327869 for P30 / Nov 9, 2009) (Ignacio Santos / GGNFS, Msieve gnfs for P60 x P72 / Oct 8, 2010)
(62*10^188-71)/9 = 3^2 * 13103 * 25734603911<11> * 108830489629974769<18> * 2085776923585523970540354101543169388259343571784731505992046313448487399436322705162177738263478456966105454559286371446392756746218984015340072524840007217<157>
(62*10^189-71)/9 = 7 * 19 * 4049 * 4519 * 930283 * 3042932623020313279853061606997466711295310294742461943660964056175934733580888771231917616586815051297037749926876888720824177859868124234037099064520466315035082707320467809<175>
(62*10^190-71)/9 = 17 * 159056495352762286480580492048359527989<39> * 14815855476566054267351868207231783555533941069227470413553323829930617<71> * 1719578936559073593273412959357141617830097862183916043959215715883163569157225061<82> (Dmitry Domanov / ECMNET, GMP-ECM B1=11000000, sigma=3757089473 for P39 / Nov 17, 2009) (Edwin Hall / CADO-NFS for P71 x P82 / Dec 12, 2020)
(62*10^191-71)/9 = 3 * 67 * 887 * 2539 * 9337 * 39719 * 1602440276322618158898151<25> * 517452552714882800113775903751182527043<39> * 231966688952782810983569504127235672501575217898942363<54> * 21334532365287813355167771978525860077741292728723571466821<59> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=1659986578 for P39 / Nov 11, 2009) (Dmitry Domanov / GGNFS/msieve gnfs for P54 x P59 / 20.06 hours / Nov 13, 2009)
(62*10^192-71)/9 = 807571049183<12> * 2141731664373514704800209804190966929619<40> * 3982936487128283963654011022855118528252029474284443258175563324282085584199674797758328510237897814911957350790362026615847538823628063665653<142> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=2276662570 for P40 / Nov 12, 2009)
(62*10^193-71)/9 = 75960033942817<14> * 4397607999596779171<19> * 369309395407669463317213<24> * 1171702087614980824891741<25> * 2525698696521822456119491163260313393<37> * 256813952710105392622923287549523616069<39> * 734750347974042448663022462026007717303<39> (Jo Yeong Uk / GGNFS/Msieve v1.39 gnfs for P37 x P39 x P39 / 15.21 hours on Core 2 Quad Q6700 / Nov 11, 2009)
(62*10^194-71)/9 = 3 * 72923 * 114649 * 2019271 * 508912720344443867<18> * 81900160760460316120269504139615422408222546153331212104501612416415429<71> * 326340112367283317327441512038484316881011086771086265764043341527895136580469208759377817<90> (Edwin Hall / CADO-NFS/Msieve for P71 x P90 / Jan 1, 2021)
(62*10^195-71)/9 = 7 * 4603189 * 77438818267<11> * 2760791545873986851892245981274483218439724048856856249503152691296495761637102024733163005367799666716988714712300050549765835065635626876747606265297137411720034499246807545041<178>
(62*10^196-71)/9 = 23 * 43 * 83 * 5675897509<10> * 74862900330256809302984265634712953854453354383<47> * 1975029572981541441096084381771377486611179774371505536865352274575385261857521870089720001423945023595969763166357120772787160384885429<136> ([XTBA>TSA] IvanleFou / GMP-ECM B1=110000000, sigma=1228954155 for P47 / Oct 28, 2010)
(62*10^197-71)/9 = 3^3 * 91718442323<11> * 6332802795225300552547<22> * 48110021468520715561294537365799531135878208994079541185547075611703<68> * 913055612899318373762075243328296590973801487558723808369539612444444535411963643843512255042621<96> (Eric Jeancolas / cado-nfs-3.0.0 for P68 x P96 / Sep 30, 2021)
(62*10^198-71)/9 = 18090491 * 96259713961<11> * 292004497230977<15> * 20703814083710017434203941181<29> * 16900578113931000024918143669876033444801688781242269629<56> * 38717989607204225415386743567202407338354829378103862120924151748395220176056364147<83> (Serge Batalov / GMP-ECM B1=2000000, sigma=4244008742 for P29 / Nov 10, 2009) (Erik Branger / GGNFS, Msieve gnfs for P56 x P83 / Oct 12, 2012)
(62*10^199-71)/9 = 109 * 188317 * 68003315331966370803913<23> * 49351808149778221715352113537651918428953893201779792920728463563066149277268147418755347145516974152334226464115513590271795027137752268708242826317256848317056101406929<170>
(62*10^200-71)/9 = 3 * 6275509 * 3872328393040929972041778137809<31> * 9449455584048868436919532962259724764331722060008046360763962728490427682628992737875209567376333850262006063723368470118347564469027154643399695818531040406570367<163> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=4268483781 / Nov 9, 2009)
(62*10^201-71)/9 = 7 * 97 * 1090589 * 385346540499350636599<21> * 17870455017983575193803229316398677100891849232293<50> * 1350924934740848308658499474895794885539241829710059871632082354921023158245109066458757063201614327705421233357197588792993<124> (Bob Backstrom / GMP-ECM 7.0.4 B1=36550000, sigma=1:2546576153 for P50 x P124 / Nov 10, 2021)
(62*10^202-71)/9 = 5623 * 2688377 * 8436619022030511975329<22> * 681177955965444247509385583217260359054106200102424726021555728561782241<72> * 792979394719571933811881379273450242221539048675691129695943838052342087518860451395203976991008399<99> (Bob Backstrom / Msieve 1.54 snfs for P72 x P99 / Dec 27, 2021)
(62*10^203-71)/9 = 3 * 1709 * 12749606068878043517129333058289<32> * 3369988268342758485325089681205322648197935794570953348469347897704155252202703511<82> * 3127236362279692555113747962677692294782844391148850265051884238563977391207396596948257<88> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=2171679405 for P32 / Feb 19, 2013) (Bob Backstrom / Msieve 1.54 snfs for P82 x P88 / Jan 1, 2022)
(62*10^204-71)/9 = 29 * 2907706130361064451<19> * 25013017453858829510055838660462114468562748011327<50> * 7323355800265471863799364177178415971086772533021707637<55> * 445989310221711367688565555685877004036090728323854145131433141891166901615061061<81> (Bob Backstrom / Msieve 1.54 snfs for P50 x P55 x P81 / Oct 22, 2021)
(62*10^205-71)/9 = 3169 * 1992044589428445458309513850536347<34> * 17622697603075392979514080545066094414619<41> * 2174079574068111325447407957179933198499303794427222439<55> * 284826281965190190641789031353167424011408274358984232531531005767925696287<75> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=407351714 for P34 / Feb 19, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3515550340 for P41 / Feb 26, 2013) (Warut Roonguthai / Msieve 1.49 gnfs for P55 x P75 / Feb 28, 2013)
(62*10^206-71)/9 = 3^2 * 17 * 191 * 3162691095727<13> * 46303709653921<14> * [160972548537797041995087537073918584556967590208077878746147985061905963623412258160411949189324627543919139202066417207532606238034420367134336298746164128099296837237795644841<177>]
(62*10^207-71)/9 = 7 * 19 * 1453203053<10> * 18146731417<11> * 11924553773317<14> * 4778932822242457<16> * 10640565800096291414314301125552572229<38> * 3239179702322339310508542633047230279721234221745997829051763053106459059547562259277255407397216828207280123628199112457<121> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3867452716 for P38 / Feb 20, 2013)
(62*10^208-71)/9 = 22013 * 72928547 * 899449795493233<15> * 47708466605412416559990629495685841655467079418171564271151071803765702343163362260683158812149371954747203271957794429184889796555917896496692703108963517600349914938211386743555687<182>
(62*10^209-71)/9 = 3 * 461 * 498111994858198762754077287699847352775769261669478589218285530649955812645617417851691170563187916767092472081626094641279023057764923274684662970997027396159717200931951474250823491604402667309391821322407<207>
(62*10^210-71)/9 = 1571 * 270582889 * 1185847646369<13> * 140132769017607209<18> * 12050772138000546766683257099<29> * 19729045747922307495550694831957<32> * 214813308779060274054194028539031756767<39> * 1909509954660076767987642727295714385873579054723799981187632889902784099<73> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=602070629 for P32 / Feb 12, 2013) (Warut Roonguthai / GMP-ECM 6.3 B1=3000000, sigma=2150399330 for P39 / Feb 20, 2013)
(62*10^211-71)/9 = 47 * 709 * 13099 * 102593 * 319469 * 608030317 * 1181317333723<13> * 6703917826189283362464204494635434043367465592388240679609413987673419447489931577297234026219233509900949804475428083823395369054647807867278164626047155211946333324420099<172>
(62*10^212-71)/9 = 3 * 487 * 45173587213<11> * 5790191531382792645630703986538317428703107403829560084722525716313267240663851<79> * 1802691683868949104381758502689595197341634766051552498335978742540851746333621259668295897908503040824664590908418139267<121> (Bob Backstrom / Msieve 1.54 snfs for P79 x P121 / Oct 19, 2020)
(62*10^213-71)/9 = 7 * 213533635123<12> * 23854979386451<14> * 10923422306489461734728479<26> * [17686710895047485929046891390860068037693692012782003636736425731361744879427238296610781064221718216315207174924181678716049073480021118967138066806528845095653649<164>]
(62*10^214-71)/9 = 163 * 467 * 904991906161097317282863978256839622297248970571706741751801590742224732844929636879295974683581257325690530719366388892538049800828797426319792027021306720732634737968351557242927561236569263263605166627985561<210>
(62*10^215-71)/9 = 3^2 * 257 * 1827197 * 385580607582899257<18> * [422739656742737412391799396765103777737989370581630255750819604125405048108792430286376577707759914743271228882679484184545047409764430953176492512326856054217117683606388155564411539821253<189>]
(62*10^216-71)/9 = 229 * 27852926993<11> * 79969774501<11> * 1939228343812655345117742587173636027755281<43> * [6964469412395724414400887219282737626566096536914345017855771078382532118955354745772117936678678317022004114419569353913029298176668228168002524415033<151>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1997033951 for P43 / Feb 27, 2013)
(62*10^217-71)/9 = 43 * 66168355901802109<17> * 474909723843083543869<21> * 6885269169452953861929691<25> * [7404545322838073997366071595491751107063348234082632542422328295853336307190140723419867715240319969483048165162107049579826616478823173370983824414233697<154>]
(62*10^218-71)/9 = 3 * 23 * 21670880107<11> * 263136702521489<15> * 86479011111632258723<20> * 1148559688636005625667<22> * 17626976575608784273825532069612328013032785590937118637755720006970064966540252441881166370521766638322724266547418118264766657717143987318077585868143<152>
(62*10^219-71)/9 = 7^3 * 40627 * 1259841402235627<16> * 4573753856852563226718971548454704064716959081630000452705606187886477<70> * 85792957773313892828060450721449849763307118936959570716260693685147636784607888368286168418901692071307516065013833118828531299<128> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P70 x P128 / Apr 3, 2021)
(62*10^220-71)/9 = 2029 * 21269 * 101177077 * 12560200755169825450861119519275271691511387576224772767<56> * 251368247723496007582445117853741064687701202068163923084281<60> * 4997248365183817412497210894681785559546626523141558712784918509200207507209879137371568539<91> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P56 x P60 x P91 / Apr 14, 2019)
(62*10^221-71)/9 = 3 * 5449 * 2934817318490821342589<22> * 1274168496513071996093309789461472836062550279403080721<55> * 11269461940120218284648518947045608846390954918319504367603881458315313156993422896225289888929642159146673401635989836285063226434967285853167<143> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P55 x P143 / Dec 8, 2021)
(62*10^222-71)/9 = 17 * 10949 * 10342788341106114352653854207<29> * 275650938056510744107494124056010559033141<42> * 46491739495817452758128011197872191572738608777166954892398488699<65> * 279224097101595721011725275057109989956072149329472491328893501793997911667336233989<84> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P42 x P65 x P84 / Mar 3, 2022)
(62*10^223-71)/9 = 7591 * 152597 * 165181 * 360034486195407377099051920467485330924195995362153136409536331739464116868004797238351910412589006320777376074880125509436229169629353931880898344957908079783575622112912098285895689880745873231123491610165863<210>
(62*10^224-71)/9 = 3^3 * 59 * 67 * 37124117 * 885240359 * 55381636554667<14> * 3546300048497273720966170957905802682580794704664621766295314372306385292176317603591843370869357179359812677340067776820801779066688315223963514242829969427058305205951181164932082307887651<190>
(62*10^225-71)/9 = 7 * 19 * 10267 * 36847 * 8113673 * 776559499 * 3117331079<10> * 119075674049593999<18> * [58540122606642614937715836888536765270020849385030558497833722077034504413515885955054740237857568048932137480387797056022505887035525969875122782057145124099283360955346379<173>]
(62*10^226-71)/9 = 127 * 4132446890870384445422483561176857756509865349<46> * 131261746442252493107033918767617521538819210850204883405746312700419189380631395455009181260738159796820497492370557851125919420473344643364920796367780933113677788142786300010947<180> (matsui / Msieve 1.52 snfs / Oct 7, 2013)
(62*10^227-71)/9 = 3 * 1249319 * 1969207 * 12735217188964283016813664528724022356926063<44> * [7329204737089932098178916255554671513226825564469135447057359801496258664264686556023255610951505337253924383519419174567204001712785874730864518921706706164989800190603413<172>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2390026345 for P44 / Feb 28, 2013)
(62*10^228-71)/9 = 227 * 12294221 * 7499541761<10> * [329145240381803193536403750772060742196727082680286790021706999368589853038272897639444850908119715572871154334173198264121732967922206788316090006259064277799305254749347158255935675961711042126740978775960263<210>]
(62*10^229-71)/9 = 12941 * 60117019 * 86104511045966027201<20> * 934039559780542787171<21> * [1101013718410602893496201192225800832260675914908277481461799712684860598098783487133692574963741961557230226033383213959426888646414786221764121208651657713440533139189901143109<178>]
(62*10^230-71)/9 = 3 * 173 * 383 * 17377 * 821552971363<12> * 14391841543153202278763<23> * 785306604194007437978675209<27> * [21479148369021395180833985778170623004150923036090390691767344233916420928159107766891197846872527209932343017250480136688538387288645957359579607394516512396209<161>]
(62*10^231-71)/9 = 7 * 359 * 790651 * 8019839 * 6582718553<10> * 43808966308113992933506019<26> * 226179081411510736704844423<27> * 18200774584818771535605008140312765352489419<44> * 364162831513448286577608624339866208516199567631140230169588578311836810441167844434389764278775780014790109987<111> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2857725091 for P44 / Feb 26, 2013)
(62*10^232-71)/9 = 29 * 617 * 78347 * 480379 * 11460570221<11> * 1081237369239298318679<22> * 373382998194158036359870663843<30> * 22109443964319918009402284570711956350102852966294769751990002873602696563481695202840980819550056811030145589589145510668162691363363762134348471522646826357<158> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=954405109 for P30 / Feb 12, 2013)
(62*10^233-71)/9 = 3^2 * 601 * 18816811370813<14> * 6768402345155236290425151329036212277932091964440484555208612954244092202890984448973451876425302229876208182296968127371491165468700544234855316690988735434138964286450518204740965074583426003947325120131090596219493<217>
(62*10^234-71)/9 = 1014113 * 84080135413<11> * 7103954688146604593904834291285239<34> * 11372848265648666036267710560839523029738438069761698447175815647809120368270923867407237870250073603899243602327208957857948761722097618776960397217761531413016538452174798358523384891<185> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1723792813 for P34 / Feb 22, 2013)
(62*10^235-71)/9 = 195709 * 1379887 * 192070453 * 20682524991034228331083387<26> * 64214150358487081131957832311492299452932103675677233656338916802088832881738722508570469544378137981842453944878096688593398833248770187631930267127434065746664740577622597208688835823647437<191>
(62*10^236-71)/9 = 3 * 1952874782137<13> * 3797838843340519<16> * 635150133085244330853190802398693<33> * 162098638894115104493687372361805115260979<42> * 300719253323112822259951546406622362982153539649612701231967466091413455996314076105956606369421175769420373070717634734029888860416747<135> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=325253781 for P33 / Feb 19, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2211311569 for P42 / Jul 24, 2014)
(62*10^237-71)/9 = 7 * 83 * 11856951615987760566073819085867278638362975712373302734748517881048001529929240772614266590170204628035953337158156435264868999808758844903423216676228724421495505832855230445591891375023905144387072097915471409447313061770893096194301<236>
(62*10^238-71)/9 = 17 * 43 * 397935477781999195373<21> * 30492323775544121637014849<26> * 53031953371059468754163591<26> * 11643577015916212106384755589539<32> * 12577796851456823691292401668827062184287459620727876748807647560252120009824251139247535842322977444441291854672675108962932703684787<134> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=1719761222 for P32 / Feb 12, 2013)
(62*10^239-71)/9 = 3 * 1997 * 876851 * 1273933 * 36183212103481642017665972475867748403<38> * 2844921930632931836935334940961226225232856648833870563127834296982279150488145606224932365177333458739560373623526083983045219569092441525321479971450360034251268205259827767787261826059<187> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1147332056 for P38 / Feb 20, 2013)
(62*10^240-71)/9 = 23 * [299516908212560386473429951690821256038647342995169082125603864734299516908212560386473429951690821256038647342995169082125603864734299516908212560386473429951690821256038647342995169082125603864734299516908212560386473429951690821256038647<240>]
(62*10^241-71)/9 = 61 * 313 * 1042131523<10> * 7970943987701<13> * [434352891817256102040684173944425198736483029116283088889034087068188605323950650559269996594948672326101992456804893217704337856477114335993064556361887962540338140293196762890783957653202978317656538899108765059379<216>]
(62*10^242-71)/9 = 3^2 * 179 * 8663 * 7201659109<10> * 84798867254701<14> * 3789160974673471<16> * 6221790820038030431<19> * 3428500779349051370267131456691261768832490004100261466345322374987719036474531904270933406112422915788568805323429029132380174117759502967455187913801040231806247298257010210213<178>
(62*10^243-71)/9 = 7 * 19 * 1031 * 31835046775841<14> * 4299524583690432439181<22> * [367039618657309095786231397373206029983856071773592954372373201574206174127951749268979682486588905028402717696510627897673501826304019121485108250933595906697223060303343361271768326546868677057671439207<204>]
(62*10^244-71)/9 = 636253547545705367<18> * [108272699075112418829508082577769063904835277608997440523068798084338158454346875613497168271066733281513103646414196490465131440830305241924802003692862752812818291580446938989981115222505211563594467086192804184789281887444343<228>]
(62*10^245-71)/9 = 3 * 249765889 * 4820578261<10> * [190719746911103341718119055428332197080957141489795502342052569704359842071817327867131485843208465312293426584477597555358941112904560120363329040338562553839771408731896432206116940153605915595897223934870582632975286784285263<228>]
(62*10^246-71)/9 = 9049 * 10412573 * 283057874625731<15> * 5410938159215809052448527<25> * 47735636836382389643868336647408857491428699585034407455047067917068752185335287840147340164339643033083783953619331167964672041445296350336804527621930839063987794943100171100453466042311304738369<197>
(62*10^247-71)/9 = 1873 * 1103745886796193131<19> * 31550158007560369868002189924573<32> * [1056186874108431169544983893089955557606731847317338902240649028715809016283467527183899609644999926486717888891793569619254933552218907761541871196155290139089493104882633959060026567558437149119<196>] (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=3849188114 for P32 / Feb 19, 2013)
(62*10^248-71)/9 = 3 * 6359 * 36110965502379246678664826172295900240545625040042401262718922728358174182989405508669543895208307851805257057655233469040671430984373270896309109864700366351569370912034852906059070550342762954808873978554745971006389311154211295742983115211453<245>
(62*10^249-71)/9 = 7 * 20149 * 34673738745513552413134926811<29> * [1408630120408557035076776421704645919870323921968842510715895334223144201597929087353520526429279348072315689196717157680671609233808840335930937332144961071144408105338347134182150963722354990097746015323564277468497<217>]
(62*10^250-71)/9 = 81326442727445975766437<23> * 802751184591733949875013063<27> * 1151660081424196667117379050821<31> * [916246091134173625215409152246702773120136806981425971565472046432716188161182483683612920605855072938123783648738517568615938335844521618682608606219777144508627680778431<171>] (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=1850319015 for P31 / Feb 12, 2013)
(62*10^251-71)/9 = 3^4 * 1999 * 1285847 * 4712511821<10> * 10827525845980037593911623<26> * [64845581542080676022495208654721093987038554011956058651532786967163063677493612500456890265515688790444853211581797523395910423374458141343429539874187098065429799576058378267992277668680901265967063392299<206>]
(62*10^252-71)/9 = 433 * 863 * 967 * 186841 * 5931039559<10> * 2317507862069<13> * [7423347549544743399354847020654516924758236129559880845004938706397436026993754002588052437193464185402974478311765239058754390230747651952643677226858318143014566069399069689265638050726280822344868520193451065720747<217>]
(62*10^253-71)/9 = 167 * 283 * 26693 * 99096640921913165721025580957<29> * [551048663587104897723462678682930466203433653288320162164097434043867327674966985783175005890648662302019792509401102833909743357521558008822785603178106103565106789378125717931977376836477273555218538492861651443221<216>]
(62*10^254-71)/9 = 3 * 17 * 541 * 782938129 * 18799523372069732252893625165515027627723<41> * [1696318726605808559102078557047933177894440382620287316755970994827859747848001885363500273136962578272833660138042486238607503475030674394499979058271427231976285376991499715352129647773557547069739173<202>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1483839139 for P41 / May 14, 2021)
(62*10^255-71)/9 = 7 * 131 * 40763 * 165925439 * 638991893 * [1738222558633022713563782540386390700910537309418606678665882799726878290887075191013800693746899036578969089221199114994104182336456167409936022143451355979763145548972297554792259794105925565267789147157723356830315096005100861093<232>]
(62*10^256-71)/9 = 349 * 609642883321<12> * 80476321449761<14> * 193462968865373<15> * 1344756047875102099<19> * 178028606777000912527934021186946529<36> * [86865831380607404544254949439774890347685560089201386947669015838031339202714850880287555402846568920499950373087801713260868529109490330109454337525484605365803<161>] (ebina / GMP-ECM 7.0.5 B1=3000000 for P36 / Mar 31, 2024)
(62*10^257-71)/9 = 3 * 47 * 67 * 181 * 220931 * 3154001 * 90615197596557424313<20> * 8460615419550840816943<22> * [754145612165614098687936092986124796759357764614307531857693428470235813243158422549746678972813294363982116110883189502324314021303845868481140315938055955584230775746661903498403793238690063976927<198>]
(62*10^258-71)/9 = 397 * 4903 * 377137 * 560020800882644183652921583645043<33> * [16756892349127159199353005785268540540177190938283028254961655881552332729656608845729662156002509051916062414968633485493584973376386762745787581416748720749592747986245591194129397381820935539641345077754713342401<215>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1904927827 for P33 / May 15, 2021)
(62*10^259-71)/9 = 43 * 179410860847<12> * 8929599779518147822766865179175484279703616699447403117628159750034172263505054223321939039976622181285695941250150633542596891801798487039240440736783792683490062401047067125683454596036469359905492424997838244735565005214894685442042185261543261<247>
(62*10^260-71)/9 = 3^2 * 29 * 2389 * 3187 * [346665369480638882449453844805161738118427064995781923676079308060587961552768777398445515479516311656449486855288091531432088076844137368998220248900505113121101637245873164841115899839729817348888063757094726457642298448684431529388083080138550654547<252>]
(62*10^261-71)/9 = 7^2 * 19 * 331 * 2179 * 160621 * 2084144093<10> * 2702077521562436098443018795863<31> * [11341915391851737376598785517055911772866445636584720568196999534495288539065890430158525316010546384096436078553645191292033606410764696315102630493469472248496875079637045022952218484236477178998417263211141<209>] (Jason Parker-Burlingham / GMP-ECM for P31 / Jan 2, 2021)
(62*10^262-71)/9 = 23 * 317 * 4999 * 43063 * 77261047411<11> * 568085980602149026775074486915179632067987915069028684691972971354023777947369358977679925428012273618239604376600329949892142358347375315388002048461103113636739040014667346952836405483712194098728457319483426876830072937020467557135043313<240>
(62*10^263-71)/9 = 3 * 1187 * 2036357 * 16670858200547<14> * 111871087968928247<18> * 103007872862713465295794820681<30> * [494512245466496514860740029756783367154767608504533536442318962050470662452823107717719636025630876949849409288423083519211498447649636058611253071713422940200090290333485306894867447630582148457<195>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021)
(62*10^264-71)/9 = 401 * 133685013131329313<18> * [128505609078654503840774145096428130143558338532663718274190495242666585153918938004225990082563383373046952798701053013458202108392277666135207327198371925647808746108371599904834323913413584559345800615260056466141845848101075732872841357886337<246>]
(62*10^265-71)/9 = 8263 * 8337031210079739669477052993935482135893608724299756612475963801148358815065822206086032783358209958718248685572901959202334368738822327107453574838301934998050210442803931851493269864321540468218430217704089179340298788441109631960412548576653623246870251590087<262>
(62*10^266-71)/9 = 3 * 233 * 509 * 437018189 * 3172083972694159721226339946069<31> * [1396722191453569110266924980929424026004324489001928486281028056335361204753593117044155235834192677744799641248745637899003833405788416493155974725757842471208099267300407868615033278677185735922192380204591791892765943951<223>] (Jason Parker-Burlingham / GMP-ECM for P31 / Jan 2, 2021)
(62*10^267-71)/9 = 7 * 223 * 14111920817851<14> * 68854895258771<14> * 4541771952873445867186933171045108194858442070397692531196304132974504916948032968953640389465086187350314828017020897969179483400868073935689923338758010448107701982834166392339553117994904504393470017030412622552088784861968723532699001<238>
(62*10^268-71)/9 = 127 * 173237181151799557847<21> * [3131153441594015283198076784168946565564691360520964787004694973616410632393055686354576062364474434215480098762034432780402617935566821110086908753155058101126125053247092703111103493952788827978513572643599859771704680115795057379726602170303049<247>]
(62*10^269-71)/9 = 3^2 * 829490078744269<15> * 4633696157512670015309002308846989<34> * 19914431910743290299254112355135755826900954321196599137443436345318013613186610841231642355482286657869555273984345482367202919679413940336048831243751666601222568046910074664466753675404677182388213815760978622459029249<221> (Jason Parker-Burlingham / GMP-ECM for P34 x P221 / Jan 2, 2021)
(62*10^270-71)/9 = 17 * 149 * [2719656095100232486730710181164188270386454358029565293678992849936395139711365530552265648988902048515155502917050489099442909154713339474492257753213142080098258542790718076939948238803351318155897705838487520287757161029960082466991270781243146027986138526999166557<268>]
(62*10^271-71)/9 = 6779 * 6565336823905561308296829989231055692017<40> * [1547841670368822790224040435758170796747220174164912506080908424401815759484184784396211552496494707398448603199223100521322299298519467277375262006843860381843744176428754231962509281237753501368159795616780840574121028005041267<229>] (Jason Parker-Burlingham / GMP-ECM for P40 / Jan 2, 2021)
(62*10^272-71)/9 = 3 * 9413 * 540576009445150365148829668368667<33> * [45127689511200937438785614065471030745455498694926322999856342683694406012276354194549169658996708297022179569473997075704188926378088788514457578456992917769144845966903746609701892499268189309665238878817334653335967789680641521744237<236>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)
(62*10^273-71)/9 = 7 * 173 * 395729110433590561<18> * [14374973015601894690447281585352467962771583179726185391031425584742487576192066302795530399145194734726696826846779220024803255895334933073573351802859335275490120474366001016976744982287049263000867060861501684286318483846845188115549850220903599899811<254>]
(62*10^274-71)/9 = 35251 * 1954239280839944650900368468664403531499500408183849788343277889673736600064931176105327193239592887829817278627241465175140815548179878269804796711834810044789903517315505627893928935034151907432098064987912084448352923006124333746245181381773251507443445260812144021131<271>
(62*10^275-71)/9 = 3 * 6807181 * [33733439676369649878507656786212916863769250388616026168487312094335324656363571003860427632176906950120707768697443130956798361851936892765100506307916541315653224092268095945976701608144344866050958484816200660689003220221355893082559378049390728648118748367294718567<269>]
(62*10^276-71)/9 = 6659 * 1110595659947<13> * 50528203069110529393349<23> * 1541285911119200419452532174043459<34> * [11960990099815271688088746616568600400173271676606571532411422730830779280377945156772781233072719387008293864448319665621843275343412140237810851564438918503801938771623539765398276269950159919639393371967<206>] (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021)
(62*10^277-71)/9 = 3169 * 25686796603996225297084907<26> * [846285683459890425049169856720432542742355880559899860197911752590177874964528275552585360451841387450474945096048245693971366756998131279968994300301061876163943998537793217743244939270672808758111057817720556654393888080340861463634737075634464307<249>]
(62*10^278-71)/9 = 3^3 * 83 * 563 * 7429890695816429<16> * 17273888461153292359<20> * 4254283162963249886440781645740881870611806231117936659167025134940223509737169903666959028155256011527182940204709149029100679862061380632203280569234899474869957845471483656045390972985115406018846550070813216941735481065354810231788337<238>
(62*10^279-71)/9 = 7 * 19 * 705966479 * 24795930553<11> * [2958918802412452281661646304217205830988879103852978073348536466102141818816605835497731112820696386285886953192599528655344981433548801035945758836064366793267479329416314425839371838355957198163346323294868674071761575932700208865381889844645231730666611211<259>]
(62*10^280-71)/9 = 43 * 2963 * 17404799 * [31065622520671303023701293678183944848952220129820222438000019666236541326475624331688176398871792102227605585165399214906907866848016993035268412017163776233075827557023832301305285431738141751332590824983554061956604587360364379919481227380549999689574990710065620991<269>]
(62*10^281-71)/9 = 3 * 1039 * 16301 * 5338834363<10> * 6521412413<10> * 196155194099398472094075629<27> * 1814398023961540789366730459873<31> * 1094151955072179227096046784652838987303915772987034600953448214423073639826940414772474867480190448045492596696522196405206486128365026077972363814105354770917270284042597155770538174601858909756291<199> (Jason Parker-Burlingham / GMP-ECM for P31 x P199 / Jan 2, 2021)
(62*10^282-71)/9 = 59 * [116760828625235404896421845574387947269303201506591337099811676082862523540489642184557438794726930320150659133709981167608286252354048964218455743879472693032015065913370998116760828625235404896421845574387947269303201506591337099811676082862523540489642184557438794726930320150659<282>]
(62*10^283-71)/9 = 2843 * 7349 * 53346841943704090265400801615335327<35> * [61806671797866141065594293848974857638565019778229223898729374928697051850018103698634986102085398191759924843670814164818411466922774924378117534043537423881132351924149433285420884807107252157143793801821001047597503084715782224939386697129<242>] (Jason Parker-Burlingham / GMP-ECM for P35 / Jan 2, 2021)
(62*10^284-71)/9 = 3 * 23 * 14158751 * 20297394299104193<17> * 52937777452910566637<20> * 341264232769173043180467884237<30> * [1922995994818859722261008674496682518225711953168945913802090513286583001977954266500536120579959388467145050708787984337956314310466901800866796301073968569426120845589059068582542043670152740038436455992929547<211>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021)
(62*10^285-71)/9 = 7 * 647 * 205485326627627064597286817667671<33> * 7402289128047187220664024817253393531847141673640260412995075305833065189910648222441068980652751724155777017459910051367349330551567643213901463430075003476898125396688456301354997180164659364657403827545009515342814266940690156894486837994296598759<250> (Jason Parker-Burlingham / GMP-ECM for P33 x P250 / Jan 2, 2021)
(62*10^286-71)/9 = 17 * 4052287581699346405228758169934640522875816993464052287581699346405228758169934640522875816993464052287581699346405228758169934640522875816993464052287581699346405228758169934640522875816993464052287581699346405228758169934640522875816993464052287581699346405228758169934640522875816993<286>
(62*10^287-71)/9 = 3^2 * 193 * 85439 * 28101874279285177781<20> * 35277371124175071839<20> * 107244356015915102513<21> * 1705120319243109798650626545742009<34> * [25605439172974393752815755832621055755451511947430466447111681474247817234811981017091005760211647224434922635946901283936868393363275358587922015101316548115573464722385619459864770305789<188>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2936261505 for P34 / May 17, 2021)
(62*10^288-71)/9 = 29 * 356754735131<12> * 5923110170911<13> * 48679475300471<14> * 53885304078469<14> * 18580468732314716878021139381<29> * [2306528010913650445178670710975151304335330330995096964531792911711172343491437764265321743368649612064886140875621661706262888964770262970146655219176280037054084400395670575789226884671580295011477905601391<208>]
(62*10^289-71)/9 = 113 * 1361023 * 168776383 * 850538518395270758483<21> * 4935743885680701575567059018888224194647<40> * [632189086353639215420314356676850024740739684871668444015483299980040099943079881683425174399099802785779156253057816481543182374024936352649720719473017299348435869105785571151767053984491199805013331535690756893<213>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:1197105158 for P40 / Apr 15, 2022)
(62*10^290-71)/9 = 3 * 67 * 81353 * 4488007 * 51821447 * 108513022027147<15> * [1669300910314501775216687568280408907222122943587102368368642253645020555765363458661879889774360061429295261547832909257613530564549198205173600168302846759878574268087504894742895136845120821141145058977958620298879463216758531395877483444197474348750579<256>]
(62*10^291-71)/9 = 7 * 11329 * 192979 * 34172189 * 189600857 * 360664393 * 101172933945952872443029859<27> * 8490855313624148827367630091991221109<37> * 224242208918549020696404024970393143990246488112131617280242932626438940471140656254510339488944598871109495564308107847922552076845236091391936674512799440845654399460863561830013202847259297407<195> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1499687319 for P37 x P195 / May 17, 2021)
(62*10^292-71)/9 = 7486481 * 9257483 * 993982023555840642126528139397082278392126015937591824057503935201592375873017142881354109615424892938208562606387606626348359344542633680389664091295312738528180550078186679665807341380950641438317872290247451724056164280812321290494223103607817522915192989547206347289490578947<279>
(62*10^293-71)/9 = 3 * 48821 * 722047 * [6514120479279852163644584422386057702470353179760978312534392166065647172359736952404036876752287448524574621132040045130055767358767754078997179127294384653549835159431149836860055352463118771073947714054929914138906080716894275417243953194123577593791504631067404369192890701299921<283>]
(62*10^294-71)/9 = 2783912099<10> * 13409942148061740832940012434878911<35> * [184529904647660364033057966182270573869294036334955205673930554181676219038534495963194127459373800780869361340886751745104042772769370927855082422007218475293602156789543041147400931589590465633587431408883799985155148467909215832438834794896714846629<252>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3557592545 for P35 / May 17, 2021)
(62*10^295-71)/9 = 163 * 139339 * 56448641 * 11653766159723<14> * 115969495125730123<18> * 883663911524374769<18> * 126881188394098737754208248511<30> * 354601830356217955006568312287067003056138506662174902503358331366102823772481970076012331258628823416821428968286027555367861922221469562519219932693857260093602823084242575707123039027905815073420311383<204> (Jason Parker-Burlingham / GMP-ECM for P30 x P204 / Jan 2, 2021)
(62*10^296-71)/9 = 3^2 * 4111 * 271884527 * 8301431426578471609<19> * [8249387732850606676992365241639038073776759853153108987449374856473972956773763046112651545204913303022415843080298525350370197381783703037887052618789090734633689668698274660442202819656756069380154856384009025181861881526954785996073503734594987541813291518298033<265>]
(62*10^297-71)/9 = 7 * 19^2 * 97 * 6067 * 5410087025895557468638518155718053<34> * [856236934906835670130536608618399531610155448036408449090534293867861559818269886866916913604042577447674010913203562224891588110600958893304778277619621067801233631477238436852030722403250802550263838442214820223677531615558418857582195958649158471436049<255>] (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021)
(62*10^298-71)/9 = 46199 * 60737 * 302647 * 643536869 * 1672583342111330068516565654587<31> * 2735525849606366974978114344847009<34> * [27550207318477053930635641576124366089598992456914411644703369336400435428782962362904066280453203842329386711033491952644004200076055118147903771466924972733365256660239063967798847884448215697990376560832423223<212>] (Jason Parker-Burlingham / GMP-ECM for P31 x P34 / Jan 2, 2021)
(62*10^299-71)/9 = 3 * 1888487 * 51558002887<11> * 4564545742391<13> * 12819895738158430673<20> * [40302852257167677315893305067093825231324100093828880431008359871661675388990556209290062750094841402072205012646181335513713454449225141913252415927206699612244562329638658754077537661523931101484626292442116610143517727651800922303256665266678805181<251>]
(62*10^300-71)/9 = 857 * 1543 * [5209576647114789408325693321129479910317978274216822075900338782130379066442184328433894547581458242848448625885932622192510830247709487790222784184296672282086139677656604705474483619620576449739054826508913963757647469460747478459871009201708841970769401534758085325975394497292238512232296031<295>]