(65*10^1+34)/9 = 2^2 * 19
(65*10^2+34)/9 = 2 * 3 * 11^2
(65*10^3+34)/9 = 2 * 3613
(65*10^4+34)/9 = 2 * 7^2 * 11 * 67
(65*10^5+34)/9 = 2 * 3 * 120371
(65*10^6+34)/9 = 2 * 11 * 328283
(65*10^7+34)/9 = 2 * 36111113
(65*10^8+34)/9 = 2 * 3^2 * 11 * 283 * 12889
(65*10^9+34)/9 = 2 * 23^2 * 199 * 34303
(65*10^10+34)/9 = 2 * 7 * 11 * 468975469
(65*10^11+34)/9 = 2 * 3 * 59 * 15073 * 135353
(65*10^12+34)/9 = 2 * 11 * 29 * 11320097527<11>
(65*10^13+34)/9 = 2 * 139 * 259792166267<12>
(65*10^14+34)/9 = 2 * 3 * 11 * 1307 * 8372426123<10>
(65*10^15+34)/9 = 2 * 29411 * 323473 * 379571
(65*10^16+34)/9 = 2 * 7 * 11 * 5528141 * 84834209
(65*10^17+34)/9 = 2 * 3^4 * 193 * 23099284277561<14>
(65*10^18+34)/9 = 2 * 11 * 181 * 853 * 1124423 * 1890997
(65*10^19+34)/9 = 2 * 19 * 3631 * 10141 * 194813 * 264949
(65*10^20+34)/9 = 2 * 3 * 11 * 3037 * 10193 * 353492411821<12>
(65*10^21+34)/9 = 2 * 3611111111111111111113<22>
(65*10^22+34)/9 = 2 * 7 * 11 * 167 * 727 * 43871297 * 88047853
(65*10^23+34)/9 = 2 * 3 * 5701 * 26731 * 789865872698741<15>
(65*10^24+34)/9 = 2 * 11^2 * 757 * 1791113 * 22010839940933<14>
(65*10^25+34)/9 = 2 * 151 * 503 * 475440221072388333721<21>
(65*10^26+34)/9 = 2 * 3^2 * 11 * 44776878683<11> * 81461394545689<14>
(65*10^27+34)/9 = 2 * 2780909 * 1298536238011064407757<22>
(65*10^28+34)/9 = 2 * 7 * 11 * 157 * 2987104897932923410630417<25>
(65*10^29+34)/9 = 2 * 3 * 47 * 877 * 59273 * 121379 * 405902458223027<15>
(65*10^30+34)/9 = 2 * 11 * 149 * 11587 * 253439 * 750269764062644219<18>
(65*10^31+34)/9 = 2 * 23 * 5387 * 128831 * 196583 * 11507996037979781<17>
(65*10^32+34)/9 = 2 * 3 * 11 * 61 * 83 * 2161319562070105226336709647<28>
(65*10^33+34)/9 = 2 * 622221402533<12> * 5803579073960884850261<22>
(65*10^34+34)/9 = 2 * 7 * 11 * 13493051641<11> * 18691779581<11> * 1859470500089<13>
(65*10^35+34)/9 = 2 * 3^2 * 1005313 * 39911407482170683946316676289<29>
(65*10^36+34)/9 = 2 * 11 * 11853421057<11> * 27695196745665413244442619<26>
(65*10^37+34)/9 = 2 * 19 * 67 * 109 * 1201 * 29303 * 115193936867<12> * 64195004919809<14>
(65*10^38+34)/9 = 2 * 3 * 11 * 107 * 102268793857578904307876270493092923<36>
(65*10^39+34)/9 = 2 * 55501 * 12973607 * 252749305847<12> * 19842177659169997<17>
(65*10^40+34)/9 = 2 * 7 * 11 * 29 * 233 * 71614519 * 28238847697<11> * 34320069371535919<17>
(65*10^41+34)/9 = 2 * 3 * 617 * 195089741280989255057326370130259919563<39>
(65*10^42+34)/9 = 2 * 11 * 6131 * 53544744459766479012931467669683295193<38>
(65*10^43+34)/9 = 2 * 1366349 * 391333321587119<15> * 67535540367205297077923<23>
(65*10^44+34)/9 = 2 * 3^3 * 11 * 33751 * 36024483036752632056804114257555966279<38>
(65*10^45+34)/9 = 2 * 29297 * 123258733355330276516746121142475718029529<42>
(65*10^46+34)/9 = 2 * 7^2 * 11^2 * 32089 * 501553686869046241<18> * 378430203020383235753<21>
(65*10^47+34)/9 = 2 * 3 * 6473 * 190211004902436987347<21> * 97763862108859852148041<23>
(65*10^48+34)/9 = 2 * 11 * 113 * 176964655733<12> * 16416598898695576186144731144676127<35>
(65*10^49+34)/9 = 2 * 1607 * 1443083 * 15571615240796687054857040996629843027373<41>
(65*10^50+34)/9 = 2 * 3 * 11 * 10942760942760942760942760942760942760942760942761<50>
(65*10^51+34)/9 = 2 * 389 * 757 * 1323737 * 102382079 * 90483568172547976150140085511447<32>
(65*10^52+34)/9 = 2 * 7 * 11 * 22013 * 4468435117<10> * 17981660861<11> * 243488351941<12> * 1088948757980389<16>
(65*10^53+34)/9 = 2 * 3^2 * 23 * 556243 * 33195480823<11> * 94477193494162362824212588908385931<35>
(65*10^54+34)/9 = 2 * 11 * 2341 * 14078663743<11> * 4102582027001<13> * 2427884616148434009306660841<28>
(65*10^55+34)/9 = 2 * 19 * 1481 * 1196739199<10> * 1072340418241275653788170809568726061471333<43>
(65*10^56+34)/9 = 2 * 3 * 11 * 631 * 26263 * 18587513887<11> * 35524822180662574377033097491024926951<38>
(65*10^57+34)/9 = 2 * 154454067473826460992455311<27> * 23379838227459074322840968057383<32>
(65*10^58+34)/9 = 2 * 7 * 11 * 719 * 2161859551<10> * 84109021984441462277<20> * 3587163542839984578984313<25>
(65*10^59+34)/9 = 2 * 3 * 97 * 139 * 6497008829<10> * 70989171263<11> * 2233031474083<13> * 8668274480214637173857<22>
(65*10^60+34)/9 = 2 * 11 * 109567 * 851120947693553819<18> * 3520279254775222225430788146646664671<37>
(65*10^61+34)/9 = 2 * 9491 * 171929 * 5322763 * 173469005993<12> * 118060930532989<15> * 203008639083339897517<21>
(65*10^62+34)/9 = 2 * 3^2 * 11 * 661 * 5518285901543591911721009048290944407938860788079144105367<58>
(65*10^63+34)/9 = 2 * 38547253 * 279488901511<12> * 335183668968997095999638552707474870714493011<45>
(65*10^64+34)/9 = 2 * 7 * 11 * 656141 * 70037683 * 7865476244169166093027<22> * 1297466508559001806109932649<28>
(65*10^65+34)/9 = 2 * 3 * 8087 * 10226588340247<14> * 39257805735061726093<20> * 37074504707727713178233752223<29>
(65*10^66+34)/9 = 2 * 11 * 2810105110260514579819<22> * 116822259453631035528494497683848088572929457<45>
(65*10^67+34)/9 = 2 * 36111111111111111111111111111111111111111111111111111111111111111113<68>
(65*10^68+34)/9 = 2 * 3 * 11^2 * 29 * 1747 * 980503654103<12> * 898032499611881<15> * 22299855717420163798917684724205539<35>
(65*10^69+34)/9 = 2 * 59 * 419 * 9883 * 35837 * 2448857 * 29954125255470887<17> * 5622562710261490715459618097936377<34>
(65*10^70+34)/9 = 2 * 7 * 11 * 67 * 269 * 313 * 1171 * 1999 * 37139 * 956266212253481935174190868418202001674803601038501<51>
(65*10^71+34)/9 = 2 * 3^3 * 1087 * 141803 * 105461135863<12> * 136869494280529<15> * 6011225461146603333373311535712567977<37>
(65*10^72+34)/9 = 2 * 11 * 328282828282828282828282828282828282828282828282828282828282828282828283<72>
(65*10^73+34)/9 = 2 * 19 * 83 * 22898611991826956950609455365320932854223913196646234059043190305079969<71>
(65*10^74+34)/9 = 2 * 3 * 11 * 71408621 * 35915125662940196433391366763<29> * 4266766484251984855843485842028952007<37>
(65*10^75+34)/9 = 2 * 23 * 47 * 1091 * 19267 * 2872017505117<13> * 40794198185963<14> * 1356409508489116259096612340073056481879<40>
(65*10^76+34)/9 = 2 * 7 * 11 * 564679321 * 6852070554853<13> * 121206641157002318022394093000588666553896475707023313<54>
(65*10^77+34)/9 = 2 * 3 * 433 * 277991617483534342656744504319562056282610555127876144042425797622102471987<75>
(65*10^78+34)/9 = 2 * 11 * 757 * 911 * 7459 * 42349 * 94845967307491<14> * 15888806386304215016881038566169332892047533993309<50>
(65*10^79+34)/9 = 2 * 359 * 100588053234292788610337356855462705044877746827607551841535128443206437635407<78>
(65*10^80+34)/9 = 2 * 3^2 * 11 * 197 * 538367038712609<15> * 19389275724866219691600127867<29> * 1773778480292625457311087705077957<34>
(65*10^81+34)/9 = 2 * 397 * 19776089 * 459949273134094740710776512716300055085632225824406661580805458988508661<72>
(65*10^82+34)/9 = 2 * 7 * 11 * 439 * 204563 * 287754083 * 354145988219826013<18> * 51245377988900249507345873561418115251553969423<47>
(65*10^83+34)/9 = 2 * 3 * 96989 * 1386823 * 9799695928611887<16> * 157761088160143627<18> * 578846732450835913290313476822518225557<39>
(65*10^84+34)/9 = 2 * 11 * 10729 * 30597709784959295631306070303180937909244368373830579068718690305045044536143427<80>
(65*10^85+34)/9 = 2 * 26820282096486751<17> * 1346410562767398582818900007573038493275843695341816546289311876795863<70>
(65*10^86+34)/9 = 2 * 3 * 11 * 10942760942760942760942760942760942760942760942760942760942760942760942760942760942761<86>
(65*10^87+34)/9 = 2 * 1103 * 29287 * 135043 * 16239199730021<14> * 50974591162843126753018818906859160844426263178465750563480911<62>
(65*10^88+34)/9 = 2 * 7^2 * 11 * 1931 * 51263 * 119851 * 9946576606427<13> * 102724858369463465013642886069<30> * 5526815276316486815711565492203<31> (Eric Jeancolas / ECM for P30 x P31 / Nov 20, 2022)
(65*10^89+34)/9 = 2 * 3^2 * 15359 * 119716323239<12> * 513663072991191829<18> * 42481875897317499507883539134881298671336915057404126533<56>
(65*10^90+34)/9 = 2 * 11^2 * 413984101 * 30964751087147<14> * 2328113909397392212813713339426777585763169001953085788255757319799<67>
(65*10^91+34)/9 = 2 * 19 * 107 * 5223163050453601499<19> * 47441559577520931627960315124182541<35> * 71682135022888478086066010923219079<35> (Eric Jeancolas / ECM for P35(4744...) x P35(7168...) / Nov 20, 2022)
(65*10^92+34)/9 = 2 * 3 * 11 * 61 * 9539 * 696354677 * 27006215635223975604981969455215218020963660114745443867384100426728773086467<77>
(65*10^93+34)/9 = 2 * 19283954061282955508576141<26> * 333459039111174544149041006849<30> * 561567892209634704044125701996632365357<39> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:428896531 for P30 x P39 / Nov 20, 2022)
(65*10^94+34)/9 = 2 * 7 * 11 * 577 * 3851 * 52496197223<11> * 5728702104902896442691721247<28> * 701805408192023341412352377460940252203534278687<48>
(65*10^95+34)/9 = 2 * 3 * 131 * 709 * 468761 * 2764716433100772821686191822288238474414960329024868361049234507922491745602225293909<85>
(65*10^96+34)/9 = 2 * 11 * 29 * 337 * 275882473801365881<18> * 87345400867199185805441<23> * 1393978622594513907998660242226292934590010889212351<52>
(65*10^97+34)/9 = 2 * 23 * 62467 * 249721 * 100648498612231612036505133462013411785849725965939596593219975543810358081307230005533<87>
(65*10^98+34)/9 = 2 * 3^8 * 11 * 117517 * 182125817 * 261709927 * 6248027321<10> * 142969304091684254092851987416098457865129607336748416625660081<63>
(65*10^99+34)/9 = 2 * 347 * 2192851 * 183973679 * 25795655025543390337003114284430735943017046430466497060775209991107807991570806151<83>
(65*10^100+34)/9 = 2 * 7 * 11 * 151 * 10678828373443<14> * 25879596582620873<17> * 28647900636965123<17> * 214972448290004146883<21> * 1824805015304836677031714498169<31>
(65*10^101+34)/9 = 2 * 3 * 11652831754451<14> * 10329709799885579919325588318860964997895916172027082386105662829107102238733916183571921<89>
(65*10^102+34)/9 = 2 * 11 * 1250437621<10> * 79577989122682249<17> * 3299082486058199321853749670511004277318690041077440298883478304566575092727<76>
(65*10^103+34)/9 = 2 * 67 * 307 * 111857 * 5635801 * 40284567597035347<17> * 69130571911491696421062567778938388691067499077427145195749512716631763<71>
(65*10^104+34)/9 = 2 * 3 * 11 * 3571 * 3697 * 4099 * 5801 * 26839 * 1298794667266059811512883243699802065783852636470152909365404061056037994598994392623<85>
(65*10^105+34)/9 = 2 * 139 * 757 * 2089 * 113121236954874073127162141437<30> * 145227073674622195583657901723423020358728681379625819725918392815267<69> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3906707082 for P30 x P69 / Nov 20, 2022)
(65*10^106+34)/9 = 2 * 7 * 11 * 157 * 1549093153379<13> * 2199984554516179209802669<25> * 876502799852314220787863849081489794569184402812266742798653162567<66>
(65*10^107+34)/9 = 2 * 3^2 * 463 * 86659733887955630216249366717329280324240727408473988747566861317761245767005306242167293283204010345839<104>
(65*10^108+34)/9 = 2 * 11 * 199 * 1649662453682554185066747880818232577026546875793106948885843358205167250393381046647378305669762956195117<106>
(65*10^109+34)/9 = 2 * 19 * 900251675968789<15> * 382151070481889483<18> * 5524439623781888905889424862964927034816537858688867651144831484291697500821<76>
(65*10^110+34)/9 = 2 * 3 * 11 * 3487538049727<13> * 686649092655958303<18> * 46810213065435804315053<23> * 19501125768346436596069409<26> * 5005792064493171903824165028653<31>
(65*10^111+34)/9 = 2 * 6043 * 1400387 * 134128513 * 3181405861842477890496659190414044529965895556625034481427917840226645168484251282479659279161<94>
(65*10^112+34)/9 = 2 * 7 * 11^2 * 313374063251149<15> * 136048698800755433484137708953881987744563823897928805462994013521205648189543839546030379827971<96>
(65*10^113+34)/9 = 2 * 3 * 25339 * 140139367360757<15> * 33897679777132332601964669712508533946575444489801029095439823737751266016812438030874175809877<95>
(65*10^114+34)/9 = 2 * 11 * 83 * 179 * 7547 * 639695609836576233708615448619<30> * 4576877859582040438506643758855759056136179208177074950260006245355285024683<76> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1770941059 for P30 x P76 / Nov 20, 2022)
(65*10^115+34)/9 = 2 * 8431 * 22751 * 51769 * 3636566182817905631869372650445191048720152473861954946723932500751234871784173166308498003765956571617<103>
(65*10^116+34)/9 = 2 * 3^2 * 11 * 6851902537<10> * 532346594427385716570589769455781483140437579887355927469110610456471274475687566383186902830224390408651<105>
(65*10^117+34)/9 = 2 * 4153 * 316003 * 79189987369<11> * 29943417127627<14> * 1160422339213868110802899972588341263315076447914147492978161650595732455369372347689<85>
(65*10^118+34)/9 = 2 * 7 * 11 * 487 * 6400838001465907690366482338911<31> * 150447276190954800993510953999450716197878751985189978425985429799034296527308920917<84> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2466865760 for P31 x P84 / Nov 20, 2022)
(65*10^119+34)/9 = 2 * 3 * 23 * 311 * 569 * 1429 * 409493445887<12> * 207729253709153989318351<24> * 5149354234114951657106018338505284933<37> * 47248659527127011260038919792186075267<38> (Eric Jeancolas / ECM for P37 x P38 / Nov 20, 2022)
(65*10^120+34)/9 = 2 * 11 * 499 * 3187 * 10103 * 4391411 * 286568598611<12> * 57180374160802527988778264945309645234880067<44> * 283945850331781249835692251581309462421411384271<48> (Eric Jeancolas / cado-nfs-3.0.0 for P44 x P48 / Nov 20, 2022)
(65*10^121+34)/9 = 2 * 47 * 61987 * 301856714255006849<18> * 41062135805443614655166369894017884786338798734968775360060893792618065444665643697167286043299533<98>
(65*10^122+34)/9 = 2 * 3 * 11 * 14347 * 32640914305016709776869<23> * 508239123394849473961209387623<30> * 45976446819617611119028443965577821373842100992075401514166801449<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3122428160 for P30 x P65 / Nov 20, 2022)
(65*10^123+34)/9 = 2 * 18466991623<11> * 3832090135061<13> * 88620794920580797439<20> * 575802229912192443668463122311340976607749476321394654524833929963130394048947789<81>
(65*10^124+34)/9 = 2 * 7 * 11 * 29 * 421 * 16673 * 483179 * 47428261 * 47150274064403<14> * 9947785776831538174099051764312683675633687<43> * 214338597656170802010147829988584956381012863<45> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P45 / Nov 20, 2022)
(65*10^125+34)/9 = 2 * 3^3 * 57216469 * 233752376377993876728764095235839974618283748513756629465800932188035212904192886551151655246460925962438406735209151<117>
(65*10^126+34)/9 = 2 * 11 * 29153 * 187325429 * 402251337031<12> * 13542597938969191<17> * 1025240491985348214875263055606676781242037<43> * 10763238062837554402354852651521173304904067<44> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P44 / Nov 20, 2022)
(65*10^127+34)/9 = 2 * 19^2 * 59 * 2869158977<10> * 10657392805004536412457809741186967230622319<44> * 55446744517190485803791026421293455434760384688791485166864847004435549<71> (Ignacio Santos / GNFS, Msieve for P44 x P71 / Nov 27, 2022)
(65*10^128+34)/9 = 2 * 3 * 11 * 44523217 * 1588230019<10> * 342829846312907<15> * 451386276241959419774312273112828661633513200061281297103443996282724961581621598002036330126201<96>
(65*10^129+34)/9 = 2 * 617 * 4444409 * 1316866255655066320790861305498165804922537369066960772545386333086476380856592760824836459756341921494571082899685962921<121>
(65*10^130+34)/9 = 2 * 7^2 * 11 * 2243 * 3570877 * 149764319 * 5772421219<10> * 28103473843<11> * 32072015024338034730245335523009837588030119<44> * 10734833149028920620371973900984281720643443581<47> (Eric Jeancolas / cado-nfs-3.0.0 for P44 x P47 / Nov 20, 2022)
(65*10^131+34)/9 = 2 * 3 * 49681 * 147176482176796363817<21> * 16462312810507430321530431339004372412289767768548278422008089620655593883061677332398961741339149714204123<107>
(65*10^132+34)/9 = 2 * 11 * 757 * 14518019 * 29870667420284242135170078862752255967091301192419744073462289665715936362874285614375876242006218992155369161155038931301<122>
(65*10^133+34)/9 = 2 * 401 * 281769346303<12> * 94780263697222760022467<23> * 3371978693835295176054550612578172684422394306767069298229675672656401312994402145173843233882413<97>
(65*10^134+34)/9 = 2 * 3^2 * 11^3 * 30145346949754663253285842817523258294608156867110035154112289098514993831798239511738134327666008106779456641715594883638960773947<131>
(65*10^135+34)/9 = 2 * 845605859111202466883823961<27> * 4270442396066968809854469284839675916586393777181780622558045010845990970012594100450511301385388586446376433<109>
(65*10^136+34)/9 = 2 * 7 * 11 * 67 * 115045872334793872103<21> * 15826253031026552939444661925740389770460596844971<50> * 3844378831558971750947744988075557485014825047808868399727454539<64> (Eric Jeancolas / cado-nfs-3.0.0 for P50 x P64 / Nov 29, 2022)
(65*10^137+34)/9 = 2 * 3 * 1472374213<10> * 49678504066271<14> * 7340055878975921<16> * 28676990185216651<17> * 4148444649555463471022509645333027<34> * 1884580315743332828144342285207890310653298308681<49> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:269930663 for P34 x P49 / Nov 20, 2022)
(65*10^138+34)/9 = 2 * 11 * 7335547 * 74280613941416599570359887<26> * 44396842511368977202166831809183<32> * 13570257650078064444514942680251279634678638075329065336642873935268241009<74> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2730936986 for P32 x P74 / Nov 20, 2022)
(65*10^139+34)/9 = 2 * 36111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111113<140>
(65*10^140+34)/9 = 2 * 3 * 11 * 221401 * 98617204657<11> * 2531551508088963773180074494163541631233683<43> * 197973872044175904434670896966938666401495396899957975685516668682293775852932731<81> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P81 / Dec 2, 2022)
(65*10^141+34)/9 = 2 * 23 * 16908630470092102568296958461<29> * 14492759689651155099768100607103823<35> * 640698181784518970232867704394143887832204609542635259802337086374099299780677<78> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:49733972 for P35 x P78 / Nov 20, 2022)
(65*10^142+34)/9 = 2 * 7 * 11 * 17056428061<11> * 27495526454791229542710259549663220396411196107085610946017138012040009592543930290110521837997594622837542742002332593514110179729<131>
(65*10^143+34)/9 = 2 * 3^2 * 185551 * 3043111 * 1018263435801461759987731<25> * 30618904022801396946753717267245041343<38> * 2279121396214299254241278526805223161739140930455652172719153154056189<70> (Eric Jeancolas / cado-nfs-3.0.0 for P38 x P70 / Nov 29, 2022)
(65*10^144+34)/9 = 2 * 11 * 107 * 273739 * 7395708977<10> * 70161628196684577566003770670493023<35> * 21599725910027259305093525111058631312617777902154889858257472936105323152157687924399906301<92> (Bob Backstrom / GMP-ECM 7.0.4 B1=25800000, sigma=1:3845147696 for P35 x P92 / Nov 29, 2022)
(65*10^145+34)/9 = 2 * 19 * 109 * 1979 * 8810792195676796393788841530203083880286980243574214698835872047886465812594558438473872110836187284476162211943687597394835807634217982957<139>
(65*10^146+34)/9 = 2 * 3 * 11 * 12791 * 1944937 * 121776469 * 584387855146112176377443<24> * 8660501640032964680332237577482744970590259<43> * 713689433972529089012374814765978289510678644784188584806211<60> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P60 / Nov 28, 2022)
(65*10^147+34)/9 = 2 * 1619 * 9741937 * 312001649819678351662068645400365926297761651949<48> * 733823804233724350092802688574300260506885563867915572162535870876682588437528971207625679<90> (Bob Backstrom / Msieve 1.54 snfs for P48 x P90 / Nov 26, 2022)
(65*10^148+34)/9 = 2 * 7 * 11 * 50805467 * 126854075277583<15> * 35719790085479161<17> * 6761812106286427013303635393657<31> * 301275113121922541380848859450683014529111818496441600344821503726702866490377<78> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3854275416 for P31 x P78 / Nov 20, 2022)
(65*10^149+34)/9 = 2 * 3 * 283 * 127207 * 3343660315667850977775834956811590956305029504937026082897197341557124522376256833943994247332222293653094750474189418214905622661840713378591<142>
(65*10^150+34)/9 = 2 * 11 * 3761 * 1026229630250621<16> * 69534675719498527539091<23> * 1575480342874054159566047627<28> * 152280429822538186238179940515760869<36> * 5098492286751352027918781862263986423807986571<46> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2547113869 for P36 x P46 / Nov 20, 2022)
(65*10^151+34)/9 = 2 * 139 * 164821 * 176506951 * 337774529 * 5986165964547818546916926005918158713<37> * 4416477712665169853558791540124916436448697210230442459482568075668383675849429773747486401<91> (Bob Backstrom / GMP-ECM 7.0.4 B1=25570000, sigma=1:4215980279 for P37 x P91 / Nov 29, 2022)
(65*10^152+34)/9 = 2 * 3^3 * 11 * 29 * 61 * 9851 * 1154089537176848356519373<25> * 55527300692571667679516816011<29> * 202300035205967450439956197244525058551723<42> * 5381882677961488798543078007010743179997905996639<49> (Eric Jeancolas / cado-nfs-3.0.0 for P42 x P49 / Nov 20, 2022)
(65*10^153+34)/9 = 2 * 3611111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111113<154>
(65*10^154+34)/9 = 2 * 7 * 11 * 424886936215967<15> * 1103765329082963587854146383539014114228273678360238861226248111410560878228486808046028896957421976810944884883554374620316374814003701107<139>
(65*10^155+34)/9 = 2 * 3 * 83 * 97 * 702257 * 8896570443113<13> * 2393046135472065739456731297166433372723678159766617141602347900519286850743231793520659089044864268118292153962787565886578973117081<133>
(65*10^156+34)/9 = 2 * 11^2 * 1621 * 2459 * 62572129 * 119655593613014760292482622366545223839674322924437027025120362907024991069975689706341451794526120262581572767661812507588196854380085163863<141>
(65*10^157+34)/9 = 2 * 5107915437998833<16> * 294437752508234126786604019209227587<36> * 24010635708464717670204512053862486520015727010694838064660108734140711517242598324814914877424423806769203<107> (Bob Backstrom / GMP-ECM 7.0.4 B1=25560000, sigma=1:213038277 for P36 x P107 / Nov 27, 2022)
(65*10^158+34)/9 = 2 * 3 * 11 * 5521 * 465209 * 481890259 * 8841234484819585001210210303306046277334009664409076962767756661466031589891113147140115501423150892790837079875040008923045275107747718011<139>
(65*10^159+34)/9 = 2 * 757 * 2099 * 76522801 * 2508621225185864949358704584017639497678138220920670863583<58> * 11838769982371380425373101669836107655273932940451639315253557251079900478750900057973577<89> (Bob Backstrom / Msieve 1.54 snfs for P58 x P89 / Nov 27, 2022)
(65*10^160+34)/9 = 2 * 7 * 11 * 113 * 8920318436510683<16> * 465255295391322988726886580498789493570589288856078408427591951587874705998887128381658512764504379420336204568815338774810593768708098333511<141>
(65*10^161+34)/9 = 2 * 3^2 * 3240037 * 2161287423780714533<19> * 15771707760903744011<20> * 10305319697497593835905628156612092540279471713<47> * 35252965459017078965383960590998848897904593908777791688235500085215419<71> (Eric Jeancolas / cado-nfs-3.0.0 for P47 x P71 / Dec 1, 2022)
(65*10^162+34)/9 = 2 * 11 * 619 * 1813901107<10> * 884621729659241812393<21> * 330511297006958429865320843773196057459591111430953083887022455998521657676162080038152235428405556055296420426120372603984978707<129>
(65*10^163+34)/9 = 2 * 19 * 23 * 214603 * 20130156936495568110434721802076447<35> * 9757658031481739713123913665061042280235536352571429<52> * 1960337606561894167067225086110923389212096233645049290217834158568541<70> (Bob Backstrom / GMP-ECM 7.0.4 B1=25130000, sigma=1:1122323408, Msieve 1.54 gnfs for P35 x P52 x P70 / Dec 2, 2022)
(65*10^164+34)/9 = 2 * 3 * 11 * 4969658665889<13> * 8373021633521<13> * 24589081343294394514274211823<29> * 12314331524144145540512757839639788577<38> * 868490340393586819974908570770253548736229109467425424481682260693078039<72> (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:1579668390 for P38 x P72 / Nov 25, 2022)
(65*10^165+34)/9 = 2 * 10670258377<11> * 16302619261<11> * 20759100418620885760054654048385934297690178550538980770398468008556938335422017386980338818199909292892200278138800335628279976924472044749263829<146>
(65*10^166+34)/9 = 2 * 7 * 11 * 1620938873<10> * 4965794782838318677<19> * 7373143685206208360665583796618126646451742095545544717406311<61> * 7902090943795454689923629607327084466826942990596672186619410022217432478999<76> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P61 x P76 / Dec 2, 2022)
(65*10^167+34)/9 = 2 * 3 * 47 * 4691 * 44531 * 65874383 * 9355751707<10> * 37241728296446789<17> * 534156826139818097610549185756696470398716609368725426037429559429930426201205769503772629911141138946240074735360197863037<123>
(65*10^168+34)/9 = 2 * 11 * 181350014029<12> * 1810216723944294803494739619824241281025651484830237673806884491017622047654056364731577292577805297539552046572413382511392002073142714081660584376435015527<157>
(65*10^169+34)/9 = 2 * 67 * 62603 * 27132073 * 195982067 * 71635270591643958709<20> * 5220394282150218361450571<25> * 4329536263439292271513893046111786768760770734097926926502525822067122025474189580675082657385055891437<103>
(65*10^170+34)/9 = 2 * 3^2 * 11 * 43676879 * 1296078131415460135074874454871845281515694308119502357893936277076471<70> * 64435154836019523928308827028531678515848979113822200647038502326628990924016423289290782843<92> (Bob Backstrom / Msieve 1.54 snfs for P70 x P92 / Nov 29, 2022)
(65*10^171+34)/9 = 2 * 373 * 6359 * 2050777 * 263840285200199617435663<24> * 30663501165085878025243604329493419633<38> * 91761796542733797187507275648465273402069312829733284035799948156038062269038427066248667968339173<98> (Eric Jeancolas / cado-nfs-3.0.0 for P38 x P98 / Dec 8, 2022)
(65*10^172+34)/9 = 2 * 7^2 * 11 * 146799471043165818127300614223054694866166845938979265318005395390588191760403<78> * 456381042055826470209698800999705968600122155797811093707005618993869323694264237628116396489<93> (Bob Backstrom / Msieve 1.54 snfs for P78 x P93 / Nov 27, 2022)
(65*10^173+34)/9 = 2 * 3 * 829 * 4143025529838136251147689148913418423546369088970731003564684135487871<70> * 35046726288267612407149125445141224718554332453647327780724172693768743687648876545815610411103680769<101> (Bob Backstrom / Msieve 1.54 snfs for P70 x P101 / Nov 27, 2022)
(65*10^174+34)/9 = 2 * 11 * 691 * 1526014963962007279<19> * 31799016238241730831687076712877530192723078551528957<53> * 9790337022966848893965075793884148110188307953072350322268247878056317405659386899022882719612064771<100> (Bob Backstrom / Msieve 1.54 snfs for P53 x P100 / Dec 3, 2022)
(65*10^175+34)/9 = 2 * 151 * 367 * 458947 * 1419826588106929527808399901915039861438080720746329419139742198103281444988368359032792281375378862244901115634264075143033305038230924561065900014522873625557812187<166>
(65*10^176+34)/9 = 2 * 3 * 11 * 2363395747<10> * 701417089761798564584715281264246444281312967747<48> * 21715614841281626915078291015546000452884044330167079<53> * 303977884818509524468997463697371715956787661875215817855467110551<66> (Bob Backstrom / Msieve 1.54 snfs for P48 x P53 x P66 / Dec 2, 2022)
(65*10^177+34)/9 = 2 * 1963742533803771739203623507065951547<37> * 1838892344057132775623433256095148994114580855149324718197044677838259439120479000944740122358830603670643644596714457945406368747639709848779<142> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:270993373 for P37 x P142 / Nov 20, 2022)
(65*10^178+34)/9 = 2 * 7 * 11^2 * 149 * 197 * 7187 * 126493 * 1559247099699431<16> * 1024650754373339748295447536163033344740603352468002451309717499169138800901705763155707571348303118872063309233059698100455440848414558822106977983<148>
(65*10^179+34)/9 = 2 * 3^4 * 223 * 967 * 7506956328821<13> * 2753978884832128680241667562407738851837056287092419452704076784954583462025489104250311341531366137487383460978596948855350036380008733541329936078469002788093<160>
(65*10^180+34)/9 = 2 * 11 * 29 * 397 * 5725799464543<13> * 4979933324733134449235058304922219054738518069166168818635652709155002323007878082189204353777258829226358247349374784486246695039168994238932974908487710881007437<163>
(65*10^181+34)/9 = 2 * 19 * 366087113740226396928191<24> * 14369183077504266173075875490061355513126221871<47> * 55240157059428665304412868969570752184804097515134723<53> * 6540573429394532670407283342471880985762201720076899255809<58> (Bob Backstrom / GMP-ECM 7.0.4 B1=29750000, sigma=1:1479715304, Msieve 1.54 gnfs for P47 x P53 x P58 / Dec 6, 2022)
(65*10^182+34)/9 = 2 * 3 * 11 * 4442854630905285735157715671<28> * 79866151576827434569796406850502378623<38> * 72164430419483090975946884126666170124390667667<47> * 427345231193274041946014214503136662817757108213097470606999790340251<69> (Bob Backstrom / GMP-ECM 7.0.4 B1=28360000, sigma=1:364954670, Msieve 1.54 gnfs for P38 x P47 x P69 / Dec 4, 2022)
(65*10^183+34)/9 = 2 * 4283 * 40543267 * 20606287492558502780027<23> * 584870947061420264388262115458612553888616078371<48> * 1725497094312758322407388148202751873516919778797341793367606282018398727914762084616165473395673497449<103> (Eric Jeancolas / cado-nfs-3.0.0 for P48 x P103 / Dec 21, 2022)
(65*10^184+34)/9 = 2 * 7 * 11 * 157 * 399283995769<12> * 188997144428614239665107<24> * 6237410874787783532584108345322210164243744296111947546895931151<64> * 6346130161368907574934452785957056459752556243312638463652856547371455618491125549<82> (Eric Jeancolas / cado-nfs-3.0.0 for P64 x P82 / Dec 23, 2022)
(65*10^185+34)/9 = 2 * 3 * 23 * 59 * 4813 * 157242223 * 30457617502366907<17> * 317081105424967195274447718599<30> * 12136359165460356484256703597569749746173498988484949352380454840997319231800370942113878997288131701821651544219631907149929<125> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2362919205 for P30 x P125 / Nov 20, 2022)
(65*10^186+34)/9 = 2 * 11 * 757 * 234810723241<12> * 23677178321133625699<20> * 15994232031328861921480987633616437<35> * 238744990898474407996500722287960891533289207768370443<54> * 20427101888864688245403325079247751044787933086505352578199801051<65> (Bob Backstrom / GMP-ECM 7.0.4 B1=26210000, sigma=1:1357900104 for P35 x P54 x P65 / Dec 6, 2022)
(65*10^187+34)/9 = 2 * 42725927422823285055402379435786762867330670977<47> * 155184515618854037267757620589218401286770283809249667<54> * 5446292577262095134217705658333744504812259436242498066042834845260475227292298828381507<88> (Bob Backstrom / Msieve 1.54 snfs for P47 x P54 x P88 / Nov 27, 2022)
(65*10^188+34)/9 = 2 * 3^2 * 11 * 167 * 12373345297213<14> * 31364208716999<14> * 13620497445482026686138677<26> * 4132137348944048812370587066885582012590145151317869357311053339783387803927618867582995596636471113114215396366999103031182965089939<133>
(65*10^189+34)/9 = 2 * 42535261 * 84896883813904682778627151508747321689435762745433985020360192714254442005448399884300959411324903145912543268774373128005752947210341817606599642379321737584050821061403881149597533<182>
(65*10^190+34)/9 = 2 * 7 * 11 * 5908012757231909087<19> * 84443244527540580914599578585457<32> * 16027669070149741353655463600114423<35> * 58650730205536072017739421067537916833268412885810280322788723915762689288596372095650845130428531110517<104> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1430665634 for P32, B1=1000000, sigma=1:319567423 for P35 x P104 / Nov 20, 2022)
(65*10^191+34)/9 = 2 * 3 * 109535166436631629333601255964458920550682562353540709<54> * 819896483504298609306771746336543391311730186244615068516234312633319<69> * 1340315378380690998773210314837223357198620963513923739214645084143201<70> (Bob Backstrom / Msieve 1.54 snfs for P54 x P69 x P70 / Dec 9, 2022)
(65*10^192+34)/9 = 2 * 11 * 9733 * 951557 * 12717799 * 121983527514617<15> * 316568291810186293182406120034621<33> * 1335833342142080187601838023556084380394789030927<49> * 54029854455938273010437451134606960159000780117200089781807484304665684491511663<80> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1670454945 for P33 / Nov 20, 2022) (Ignacio Santos / GNFS, Msieve for P49 x P80 / Nov 29, 2022)
(65*10^193+34)/9 = 2 * 4259 * 1883302052777815501044441954309626775030182343268218202133967463<64> * 4502080245984413047497277895802801392226833598269550723944570784268641106018586028746463117400709500812589566111275512632255589<127> (Bob Backstrom / Msieve 1.54 snfs for P64 x P127 / Dec 14, 2022)
(65*10^194+34)/9 = 2 * 3 * 11 * 743 * 5531 * 27337 * 52177 * 77899169 * 139495864769629<15> * 34411711948132877276007139774284234211701613588036825837159237<62> * 4992338728744848731399034120656491089948378185519349493220110157978665600893776144979043527509<94> (Bob Backstrom / Msieve 1.54 snfs for P62 x P94 / Dec 16, 2022)
(65*10^195+34)/9 = 2 * 22426078877<11> * 329040247597777022507198506304495299<36> * 1130912420640552610256506496080515611676311493229<49> * 432722531395190178973214806465178023835523101003283227516066816755584658702579519329041498832965988539<102> (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:3521071333 for P36 / Dec 16, 2022) (Bob Backstrom / GMP-ECM 7.0.4 B1=77870000, sigma=1:312782189 for P49 x P102 / Feb 10, 2023)
(65*10^196+34)/9 = 2 * 7 * 11 * 83 * 11550823089571098603562644792511802051498664283751141405705228713292615503675368143965511<89> * 489169196975030251826209871726022977687595098492909279217313797169322815580044766561818078821013118000713<105> (Bob Backstrom / Msieve 1.54 snfs for P89 x P105 / Dec 19, 2022)
(65*10^197+34)/9 = 2 * 3^2 * 107 * 139 * 1009 * 298081171033467699486613789611514797680214948919<48> * 8969620201623168235561770569677617825049500839554459645710972128748367438173826704200343324500604102464762828092317519080758008313040776636879<142> (Bob Backstrom / Msieve 1.44 snfs for P48 x P142 / Feb 12, 2023)
(65*10^198+34)/9 = 2 * 11 * 181 * 7772887531<10> * 1550528450792058362111<22> * 37369088294705245668452741840939810825207861665212227172038437<62> * 4027123662093199618226962559859560636119871988840390435966702247533421958972202114863422455160794004279<103> (Bob Backstrom / Msieve 1.44 snfs for P62 x P103 / May 17, 2023)
(65*10^199+34)/9 = 2 * 19 * 253789 * 15544103321208173681100392153<29> * 481780016032013453452249461963119476853357792916130294309308607529432632177757539625696197085783171394411974320106449197399031208798991143352651648491154173491974631<165>
(65*10^200+34)/9 = 2 * 3 * 11^2 * 113507682391<12> * 324296175871<12> * 27025089614281570030436703861449087502180202336623484281062541550683453443576709687701138395259976009190447038744276525349480218504458038027060296261282103174033411786935760291<176>
(65*10^201+34)/9 = 2 * 137339 * 204931933 * 4164247975431301599371891131370217705971485232808159611105834310533243347685422772100847<88> * 30810642220687749772744623996014658452235668937717626062332142584915502167725783313914808245514701417<101> (Bob Backstrom / Msieve 1.44 snfs for P88 x P101 / Jun 29, 2023)
(65*10^202+34)/9 = 2 * 7 * 11 * 67 * 291773007239608071489305477767883993<36> * 23989998017730646126874825379289710826964821648430304595228671343376277711093321072856423124408700912526557757379405758271960208309992935441482539682395449700312999<164> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2933871844 for P36 x P164 / Dec 22, 2022)
(65*10^203+34)/9 = 2 * 3 * 833743271 * 1714869637302449<16> * 9011057733656023746533415599<28> * 9342871416089499397762454512308160090497545578901291045641014679333634288559848436483565305719554763100120214220010837571256107425988527507504649030651<151>
(65*10^204+34)/9 = 2 * 11 * 13300799 * 126082354872311<15> * 147610898404869555835062886675903972088842852231147969681<57> * 11915546139304123645506151954983192461188846378138519576451<59> * 111297074302160653333428696110704525892532397695844235511836636073937<69> (Bob Backstrom / Msieve 1.44 snfs for P57 x P59 x P69 / Oct 20, 2023)
(65*10^205+34)/9 = 2 * 8043103 * 1030900468285081057<19> * 2896623938538343795479016030442402578341745670424132367004591856389009391012236831<82> * 1503517089574668013262723492109317253828795507891622746869213212749370048916104295693657616802916713<100> (Bob Backstrom / Msieve 1.44 snfs for P82 x P100 / Apr 16, 2024)
(65*10^206+34)/9 = 2 * 3^3 * 11 * 1051 * 459313 * 23215346507<11> * 6099542662397<13> * [17786909902693142842846354590485783896841427952769948010281448544074077253421376381749561124498780870198229565823330246052508572115888811839687040641685518114673526149833277<173>]
(65*10^207+34)/9 = 2 * 23 * 199 * 250741 * 3290818668017<13> * [956160136029624844362084138099299151053885587843109929636051100273877641498825291962480852551328580292942526102603048421659350397869910397570688846625219425756799006762484176822532969077<186>]
(65*10^208+34)/9 = 2 * 7 * 11 * 29 * 964908713585389<15> * [16759686867803100047717270427793743160596169875775748308572834327866828027423123375683495147512177440388916313245438849785331922135536473176657768938874561992197461175755485138500742439661749<191>]
(65*10^209+34)/9 = 2 * 3 * 193 * 38197 * 1251222403361267<16> * 46251974193446446807<20> * 483477233495424322793<21> * 14606122603178615406978753053489234989<38> * 39953725035442471454585411245339388954659261219017911728402303507474705611733360096223975892282087578165938927<110> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:511250313 for P38 x P110 / Dec 20, 2022)
(65*10^210+34)/9 = 2 * 11 * 208397983832161<15> * 464282822605841<15> * [3392907637096498000139208043372264978657498960181049691457819919870880344350776818165585453747018743896860364391127200237086752018116226845744881613307218404301860161453997676279083<181>]
(65*10^211+34)/9 = 2 * 212734273945681<15> * 169747499739189302187592652872846227037732741258109240467336950810551509636803792900210599527829966255758613904206443291661130750707580257419150818705696499250449127223835390308487036166432769684473<198>
(65*10^212+34)/9 = 2 * 3 * 11 * 61 * 47212151947<11> * 211551180898673381214479477717387189<36> * 1389406498850075373628040322933881742246073<43> * 12927022377408220447936511103753779976081845083228284791324127135152113735259459505192570878842846287311621515905279665939<122> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3404810421 for P36 / Nov 20, 2022) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2792544750 for P43 x P122 / Dec 20, 2022)
(65*10^213+34)/9 = 2 * 47 * 757 * 9791 * 68777 * 2114864203<10> * 307877875756501<15> * 231481275945233073882375592192545362048204981605893546365292204809443568071470002632556548553854728832384133682173796308390034020635247883398772806257541296337419837644354108107<177>
(65*10^214+34)/9 = 2 * 7^2 * 11 * 1433 * 13649 * 3893350149203<13> * [879795220540685295127476788442469611063858481380819315612527434945639450310262348104519013189790224419442724320337849359578809591954877709892472979477559953899911812957937595862653478559616417<192>]
(65*10^215+34)/9 = 2 * 3^2 * 821 * 11717 * 140227 * 90377204814697<14> * 11319743847880108168721<23> * [29074456659003452343634124094629229026189929056663505834233122847186506884175096753167580937955337897221726119134220499990807893713371707845032823969848610760447830699<167>]
(65*10^216+34)/9 = 2 * 11 * 263 * 1180379947<10> * 1291525054976426302782229950736147974713<40> * 249451616490846400107980470869582975131731<42> * 3282323912987624586472843585835525106176748959354270397472602412652921635204885555407584942801294452068145792595081567275301<124> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3774863346 for P42 / Nov 20, 2022) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3165653111 for P40 x P124 / Dec 20, 2022)
(65*10^217+34)/9 = 2 * 19 * 617 * 8325091927303551973301885254371693227<37> * 370009648291455155461494659423209100869660971470382070409083076275215497019995744562388324983351338974078294763014058578441599476623421705791978979948323300364126152047514520753<177> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:3381059826 for P37 x P177 / Jan 12, 2023)
(65*10^218+34)/9 = 2 * 3 * 11 * [10942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942760942761<218>]
(65*10^219+34)/9 = 2 * 390586579871<12> * 9245353776117350852736029412772089879172783421090402472178570574601274614285712367163172903880006363023614205949311785567677034498577622819062612071234470135405977743983119543136718962990863273738008288516503<208>
(65*10^220+34)/9 = 2 * 7 * 11 * 309713 * 1287323 * [1176259550745892830548138215413212322635047565326852558562170640670659608497190293232237769394799147731611100027612068277781182583619085842532044120022361697127352998401272879098850363914897470546553298681831<208>]
(65*10^221+34)/9 = 2 * 3 * 4597 * 3120468349<10> * [8391223935222227906755916514046980799298518016134355756174030729369251792124363487695533149848439581419813530814224798781895912781757193230910343645938914494155052188897646480342344512242841200814026903454307<208>]
(65*10^222+34)/9 = 2 * 11^2 * 121493 * 236981321301031<15> * 321506266955849<15> * 3224041813769140299166801311151322557268397565695110979981913788819155459428087139643668747212631713048474727029736932685774636022725207246793987018542707175206112829049746617641785623059<187>
(65*10^223+34)/9 = 2 * 1396059563<10> * 84093741911903<14> * 417406242261913<15> * 82813116989612806237621908515520871<35> * 20217620268941837775135693537684876598429<41> * 41280872691430994831598095927861593100086666759021<50> * 10661940386460185198570221711085882160985133473581093748240931<62> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2133329999 for P35 / Nov 20, 2022) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:3519409544 for P41 / Nov 30, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P50 x P62 / Dec 1, 2022)
(65*10^224+34)/9 = 2 * 3^2 * 11 * 229 * 7019 * 45337 * 188351 * [265750581125753548460814647548353983867345178157961943113706246954060425367205678599689905561909178637856378427414024705076867842455296698667001896622059865084249285835409171527572773517566203472816131386051<207>]
(65*10^225+34)/9 = 2 * 131 * 257 * 430033308998023036523319151891572839<36> * [249421758388088313020516886874802674642653396490037305002355573116383080406649681765350337401166469189517309193799067403235600655540779443588779952909751994698024601362822524656144018501<186>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3684194403 for P36 / Nov 20, 2022)
(65*10^226+34)/9 = 2 * 7 * 11 * 28069 * 121063 * 138010380774372055689039590125569897062467592581189626430218588026727428806764944534880117978743677852002376852871958507873440860597645798566053895894334156279793556221608898860953747097147841807293380965006731849327<216>
(65*10^227+34)/9 = 2 * 3 * 95223402502779182557998085159508674019<38> * 1264083903816157487473086002799023347774928350076383064167741966862589983696222444875755763015415941131242514596675097252231656384154207259590627679291683329192520079525831352551461471531809<190> (Dmitry Domanov /  for P38 x P190 / Dec 20, 2022)
(65*10^228+34)/9 = 2 * 11 * 365952986557620898741062984204263<33> * 1692569270699564580960703291859311<34> * 530000670182726910156571590296418580030394539910863922061514576469946371105795846973219844549240843873060322684128893933327338335678978808019017407035928142316931<162> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:50951423 for P33, B1=1000000, sigma=1:945606829 for P34 x P162 / Nov 20, 2022)
(65*10^229+34)/9 = 2 * 23 * 712927 * 215514930390559<15> * 720221034051555066937491412073104655471<39> * 14188117929496573502264788203264281393328028016633732236733049389710307193914329965137632539137225709207785934025909628885279947660870334605712386287972893452764924836177<170> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:4047453902 for P39 x P170 / Jan 12, 2023)
(65*10^230+34)/9 = 2 * 3 * 11 * 14525362823<11> * 3192670183561647109870910769457419154493<40> * [235964063249267743677017736704778614022013018550476964558629048766174123431043696591920589655720740305804742191057484481239238056468280305870482745809301960275587562612072541733499<180>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1675856283 for P40 / Dec 22, 2022)
(65*10^231+34)/9 = 2 * 383 * 853 * 21337091076364433090249175529<29> * [518033488036513348785539945396076049436742600227344344529696819464498411016872169877378908779937132193274782555340602690152231995273925075810128121865015301660678571720765582843382440916089245888803<198>]
(65*10^232+34)/9 = 2 * 7 * 11 * 9697 * 12131827 * 26121172501<11> * 152613817121429709729421924745194383099568013202617243368760339821476609737220177926883509712937250788340151078336712787823774463342050041298974608897311816325269306545579075934248655950155413767161474352832451<210>
(65*10^233+34)/9 = 2 * 3^3 * 2281876846746800283361<22> * 24191055086513961261223900891<29> * [242286979170623675574507286572421441731211385443558240466484958768924023547500126741915417874392784831640771156579388281976645002876512846126427926181799078271383156505792875446021969<183>]
(65*10^234+34)/9 = 2 * 11 * 2269 * 6343 * 4185052576487<13> * 551444928453682890232674883<27> * 487622381143147050832364686733365721<36> * 2165472101446144913865957710207858681916569<43> * 9360082356492965737876985463357808746459765006362414226983409483811141036473397901479820612180271429388753981<109> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3814736759 for P36 / Nov 20, 2022) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:3129913677 for P43 x P109 / Nov 26, 2022)
(65*10^235+34)/9 = 2 * 19 * 67 * 1689829 * 6583771 * 2549734569990303932478543436634260677116014466937461388910988253627215352960888837865656531220547347950857251963506070792012656898441872936133967523785717701420075305553994593223380876826873672709545913607008335135556359<220>
(65*10^236+34)/9 = 2 * 3 * 11 * 29 * 988561947088768007<18> * 381702517828407758344939190421264638549512948910936108361981501261821171234629466462230261694371708252266024811525502443222182258955855183096756269260765794025017237408394851232164695030824541777271110003084159373787<216>
(65*10^237+34)/9 = 2 * 83 * 1201 * 2260771 * 256905731 * 1698888742807<13> * 40488352623246663486847<23> * [906764147552938029097246454703685181725114466357604429460211473603669404170358966059406910458319843215034351822443788637907927363352967983842919134767068105508584544752229812614628659<183>]
(65*10^238+34)/9 = 2 * 7 * 11 * 123168379 * 8232738847<10> * [462494488150227791552116506987824489646781811050591236023691185260498863165310954318164910579538331845480781261758262086266279379051382855681775403950862015608146468531206628009491954048269529431048691159102278564379113<219>]
(65*10^239+34)/9 = 2 * 3 * 66956130597321725761739<23> * [1797749799705200368101314403144546333839745483525767465907094403610714474614467532683951127592782305993705099493268207323449699099501900351285211218257446581871374223799946159694888959250581474878152539767896507920489<217>]
(65*10^240+34)/9 = 2 * 11 * 659 * 757 * 4177 * 4993 * 1729523 * 2019533 * 605778989 * 2308651955596177<16> * 708062948380776155148433018396198356893<39> * 9122607603249495410474412664860393846219608363744579577518293100345694299156970674329762562658855835492568936159303520918131635502772548443186397123371<151> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=960039660 for P39 x P151 / Jan 8, 2023)
(65*10^241+34)/9 = 2 * 540367 * 324747497 * 3022445096592091815409517584310084780671749349<46> * [68084429010306658839471432658235355309244437671199463795117661882855668946110633376162451022000240766588684510798095878398391890376803545409420254222831081162504846881749741501443363<182>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2334724231 for P46 / Dec 20, 2022)
(65*10^242+34)/9 = 2 * 3^2 * 11 * 1120303 * [3255893254700125103340423957554620717473386200804884262246541320446624041574098240315623767541091098497740569870460920769036817403494394748844065978210342130936232115407154064850539226965366441323689794267248164393252225145323113759629<235>]
(65*10^243+34)/9 = 2 * 59 * 139 * 39811492605103<14> * 2900394564047221<16> * 18502419903584488128058183<26> * [206100935912241517095625772092710760246838770239292658658292858974919142072537528371530690402156925911110223415184189183617270967182100132771904075665825969222151927981333094284810260597<186>]
(65*10^244+34)/9 = 2 * 7 * 11^2 * 379 * 884293724070286716771903083537<30> * 127210127660428273878275925614237561201826255313472918610621782085883131666026536499203267693191543430123234709160579599158091834051546741146546488155725110293911153585091890023472191241874218024024615831483573<210> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2964300334 for P30 x P210 / Nov 20, 2022)
(65*10^245+34)/9 = 2 * 3 * 5818592327073587<16> * 9326596205689811<16> * 11012755242758407<17> * 122855972456038339494744186859302773633<39> * [1639404909770526163368766260822201407466389481408100160304050871246813373784427767084455064643634718061762388893956293080941584862686382966909498557625456364413<160>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1550782178 for P39 / Jan 9, 2023)
(65*10^246+34)/9 = 2 * 11 * 1150486707211<13> * 285342565216288936720105765320142865714773255191562266336435984640924921237745052800218122544058915776792066489630203309699179279553641513602003285825714098858386160757013251530382986172057938211343978023237345814356939211466237875153<234>
(65*10^247+34)/9 = 2 * 132480863392772641390008170011<30> * 272576055034082122454972552910726020165632215388658525420592687382333710184281067958546278214121521868743230466736657413081822034072579652272897045415526966526254804106740960489079305150446153563803382648462541430818283<219> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4046524499 for P30 x P219 / Nov 20, 2022)
(65*10^248+34)/9 = 2 * 3 * 11 * 75209 * 3704980503507228417779<22> * 39270928579372633204285892173851444531378002449518447797367229933365819136677923197179783010791418308668122938850513250767984833094098893809433409175525281664671170208936047820143536105147775150895016387307185919265567451<221>
(65*10^249+34)/9 = 2 * 701 * 61345635649<11> * 115434813523693528307<21> * [727448674680897874020498908392520378602194624701518240519660102094621330279340821698058014272959573104356410643216528892020988401168696191117863503750948877836678447009017621576555487493046739193891664010775299957391<216>]
(65*10^250+34)/9 = 2 * 7 * 11 * 107 * 151 * 15727 * 41323651035347<14> * 6438289107313357361761008141583<31> * 36153557826601045276792985364919<32> * [191877173597977007028882507570134859723177911955663319669421790489031089639378451853238900331524644228370675828564183050666018606370842934020721145075159567172940109<165>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:301539696 for P31, B1=1000000, sigma=1:2654808162 for P32 / Nov 20, 2022)
(65*10^251+34)/9 = 2 * 3^2 * 23 * 97 * 4127 * 232328357 * 9332923469257<13> * 8437296418953100877<19> * [238199623222852952090688466019367873742152775729834602997237001672549445567834544425079880803361686818953612520420690499688567174023797842757413737245861354592120618914170539515986996987923772721013763057<204>]
(65*10^252+34)/9 = 2 * 11 * 524123 * 348492041220793<15> * 7391059703794903<16> * 362746811466911067492076297437967<33> * [670365676503065673865842477085129562320707524790675255728791999319782323519209918262987615063035058474186225514678578976998215815886574213648012897540839290974888877385538153409743697<183>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2537135702 for P33 / Nov 20, 2022)
(65*10^253+34)/9 = 2 * 19 * 109 * 89402446225802473802369825105492164106868041<44> * [195034459249639732318196042579053633175419611689487804212023458456349873558035247910453986254564102454295821352684148005826402136944709907403754150645671633603864554758832415954325711587621025103757114444583<207>] (Ignacio Santos / GMP-ECM B1=3000000 for P44 / Mar 24, 2024)
(65*10^254+34)/9 = 2 * 3 * 11 * 647 * 76782323 * 464764918459<12> * [473945107736011546261367718366356033973112590213927252868476478311856652104799909911776892212773793972286912377147789077687446492612266085718776212816511963359879759561008253685455354238535088746584514811574842080671901447210903759<231>]
(65*10^255+34)/9 = 2 * 13434175723<11> * 5794223202027742759389089<25> * [46391093120239905928576965164123237009851547042812615665081185170354098773531905432346899747090816658760590707894889854389054708601802534937021364712036475525725435831758824468944248514866019580450318100741201128873765179<221>]
(65*10^256+34)/9 = 2 * 7^3 * 11 * 307 * 13331 * 19913 * 16756979 * 135582401322252033956970471426011<33> * 638016465969854898777454871520352520381<39> * [81018708259299277601406920079602653058312798282879373534878321478604185668995306242058181228621649825534226177491873850379372646825888898283998232140052851190850449<164>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4133750778 for P33 / Nov 20, 2022) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2680492292 for P39 / Dec 22, 2022)
(65*10^257+34)/9 = 2 * 3 * 8504275093074365462747009<25> * 14154101208273060515429535977910968094356881029441431658370212526500197131747643229533108455268227703667010771426430679728445304245628304623464684732717538966970921032514861407605209617876356312066020280478568656456217753659896730819<233>
(65*10^258+34)/9 = 2 * 11 * 359 * 587 * 1787 * 8392390271<10> * 216208954601<12> * [480431766448240224288207934674508125690471093669411342629963721582069931699675166708302450855617116424176778854417058792887139253802195165743366651970512964367438579460797332821708774830698695526506979410126154283081453484732963<228>]
(65*10^259+34)/9 = 2 * 47 * 1287347 * 396155805961<12> * 1506542345092958034841705980140174431671570884287008291986630783701407471722937119976912870693093739215237909895429447196895297606464591052970173248754450617270338428921286390726386236461620248836022847208577649278131118527808307216820426037<241>
(65*10^260+34)/9 = 2 * 3^4 * 11 * 377838053 * [1072648556985019615047610234842043484242466347206964841465083390258240333590041781125004383718976547552861005961075363129573474122960346988282673831627888505365155492391451436151036688722703733576757096802170285113087163353490120310075940741433920431<250>]
(65*10^261+34)/9 = 2 * 463 * 1010161746363463<16> * 472226337669523109<18> * 443564905403000909677<21> * 18538378616992480645541570399516602917824911<44> * [1988336163047692670789060759091590416457139751942398675226432219921332913620281802247514339873426851892676916982921373915875000581825559563769310244547705191275599<163>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:173712118 for P44 / Jan 13, 2023)
(65*10^262+34)/9 = 2 * 7 * 11 * 157 * 71081 * [42023957146535971787544027234334793209270044121680592390378310576824571399881866984213755193700294458673905034417581465145484914086573071294637262663154359153460205933131545850936494982396863242049549193359381377590083061736151146931008104907048760194857<254>]
(65*10^263+34)/9 = 2 * 3 * 24912707676991<14> * 60830253216785934586472727077532637<35> * [79428990044128617146856847093333476572807710226519472958306246823531660577938845570136818918261017145782563082031112134702296565001829350068484608713571418462546839951611665782754707605042140897821591790740042295713<215>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:870992272 for P35 / Nov 20, 2022)
(65*10^264+34)/9 = 2 * 11 * 29 * 421 * 3301 * 1492313635492987<16> * 6066548062594753381003<22> * [899747810371072697153874490483808921695690770616354385045542218363395066628279590677306496796802668172488653633058993643270316480951384788185670402919361242658701773812303605469282133245368672512476494113888901033836567<219>]
(65*10^265+34)/9 = 2 * 1063293675173599<16> * 23218669775413035912198653<26> * [1462683243370136239373211391265744155390497485957511610470476347547586436123395882145007281204004007391665520721010768182096985245891479741880346080736560794771280481930081830425008473914910815066771529348119814655213851524579<226>]
(65*10^266+34)/9 = 2 * 3 * 11^2 * 6907 * 3704809482076465253<19> * 2246659759989915289050594069459031<34> * [17303803882769142442477473962700255725306239560192337154041079208538709777195886292908618958106957996465233857656436071041600197898361181056794738817476492206469237615339246739267054903669533329055233863734651<209>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3585929871 for P34 / Nov 20, 2022)
(65*10^267+34)/9 = 2 * 757 * 5577576496423<13> * 67221918853031<14> * [12722970828735738031201107303047832077598635188422153349100265970527989281892668667388669815035332180460792295175364621026503973477364832876609197577555022160243177038149513360590556919165048038803321836009346803372401120735010822233415893<239>]
(65*10^268+34)/9 = 2 * 7 * 11 * 67 * 460189 * 2149399062101<13> * [7076557424515131779489041742142982026205217361700510615405151349008006803343843170189851788802172914330393558967702537398540289978419568416924171065053483639021294733245437276114510517608424007459056131704280031316923229676680514242900628787295663<247>]
(65*10^269+34)/9 = 2 * 3^2 * 1069 * 2310659691051335891503<22> * [16243688353391956303280568546785668320814881777313661031883021142358193002473372884175251378316005994250990546659772590372474071350059161866755515988265511511438060304660472957738316539423556369574437196052331930806998871818383337854789054990251<245>]
(65*10^270+34)/9 = 2 * 11 * 10377638772343<14> * [31633672696116651177412442789637678761886770408730229849832005642712488980516660111255515226187734814349335861327377302779082741947418682260172836575544373735392830658414108645604608159450965926297048699211400449047477977565993263691689093741567503187079581<257>]
(65*10^271+34)/9 = 2 * 19 * 1187 * 1601166634643333973799987190666922853328209600102474664617173374323199180202683062613005414406558378535499095956684747532971716007232346522019736226271942141227823842110189824462870177409263118481404297038580725895052148765623691354192839582809875010469166457283337521<268>
(65*10^272+34)/9 = 2 * 3 * 11 * 61 * 113 * 233 * 347 * 52528919 * 1069615021004465256266902034251<31> * [349467892232419493135432881402592559094572387971475160754011721329014270034687315071715769252363999570094557784448865486422708107881954222707790714452142121555014833703198471655125002875251956459172646453338339750348554469483<225>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:455530854 for P31 / Nov 20, 2022)
(65*10^273+34)/9 = 2 * 23 * 2897 * 3037 * 171334282160807<15> * 6350870804792421169201<22> * 394823927672165898399492011<27> * [41537343358199867021752241739469289752973858947956752637361663194827744205629349414740707293554505959577285679540595908683174961165766568901449999207820907022415830315840403266760127031107085832539087127<203>]
(65*10^274+34)/9 = 2 * 7 * 11 * 311 * 106833592431364086133169<24> * 23873429769847465390865205626939<32> * [591244465780976839393877956630376075631136321587254899782636284692339147822763947548118110446306070733347812197973604266776779046265701079734844078051316216229182462666891488234614365414984638651321810623351077476369<216>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:310074678 for P32 / Nov 20, 2022)
(65*10^275+34)/9 = 2 * 3 * 30103 * 100554140969<12> * [39765812279080532982506384674733637690742113032279476502792840728392814886869342392714455215887313080994902908397053899438414008012612327497171486933331472021325528091389525322282156813192177381766793503656159248845919797408958544070025156091296389136975895853<260>]
(65*10^276+34)/9 = 2 * 11 * 197 * 483152235782209313<18> * [3449037740980440203322393462819407938572906642853184239828628947082009374062935017030530512159651801511719337362700660377190916878345231493705681158041199809845684233523859583471207703359804750411194880214738067515826950120589387990278256568962920093166303<256>]
(65*10^277+34)/9 = 2 * 1404919 * 13813593355988190124487462307144662191277<41> * 1860728024146669228864983434151214767839512338574498257709938677586584381300362356134035295509226575961579405209898687986991639766606810690946021104047445738200475221565419807802816045318821189355171051769798737875755761966732557851<232> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:208380782 for P41 x P232 / Dec 20, 2022)
(65*10^278+34)/9 = 2 * 3^2 * 11 * 83 * 12721 * 40927 * 45104655341<11> * 4929255308531792113<19> * [379659017095839459392407885461789268184654792895475415194345039190957364177716213593437634568442961085099941233463960518359225600272970312557729448183313119668206980167941112743040692353956893801676428330368903442188108400743794526245099<237>]
(65*10^279+34)/9 = 2 * 397 * 10613 * 732863 * 49174661 * [23781980015489355643250200128182139924975090969485233645610518418627528990395430074170393798325613259580163412073015348602729018927013119673794528866831063980951032432278715678058073679755046535555649823228883878881244384795739412428899009256742302088390753531<260>]
(65*10^280+34)/9 = 2 * 7 * 11 * 2659 * 1628405267773674106190239<25> * 108310183199327995760783858237674734228023626681224101141038226813046700285585502140160344133206518601459947303548100174981787489568092220478808856731219466852733643785778502523530070573688511195723316594596194309403742251934543899136123081467861185969<252>
(65*10^281+34)/9 = 2 * 3 * 22037 * 28403 * [192310462067656725079873054221361931488651487114669714316714427884135519659046838519386753508518593724927125943031710754289510433710538251251004097523689322991259410740494228906319436974551356019154386404444615445723866007464959467072731591957850728801239195741062778810861<273>]
(65*10^282+34)/9 = 2 * 11 * 661 * 188477609 * 4149653627766769<16> * 635002003520770112004212454652993458691814348457181060475853189301644760544730530638315468960643162487098079509146861852570816779791122027125988587136563466628622003379304006916394221317160903204995979476445708905391605672895895258923257544402268592869543<255>
(65*10^283+34)/9 = 2 * 9871 * 111577 * 281518451 * 952610640598675609<18> * [122259531414724839084029080483748582107260973732996659301235924180527121415068331697234032186234408987404858579302674036452977617126792200373567265642032122073295247491771802625102040020401339626556991682158675837602044866972216252333642180732167821<249>]
(65*10^284+34)/9 = 2 * 3 * 11 * 6353 * 18059 * 21737 * 202631369 * 15290558870196227282702014759<29> * 373005048530877983516208826429267<33> * 617824436650518870025326989741591<33> * 6145325956973754449448102143270722405690748284363972551304513719223683315530524852046570985265484618341749889982726539529858919452249756191076589384457253994406398465497<169> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2464198576 for P33(3730...), B1=1000000, sigma=1:1424094579 for P33(6178...) x P169 / Nov 20, 2022)
(65*10^285+34)/9 = 2 * 1439 * 291416126453<12> * 1472568008213<13> * 1524309160118033<16> * 96140076527657731<17> * 18665023300219964207607657790691<32> * 13591573674436979796867321257532497<35> * 9116830427579006880854658155595119719<37> * 17253270657890722650155293986968557089871898728982654977558313922347253013926439368884615364097175696426500681945702114026097<125> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:467961131 for P32 / Nov 20, 2022) (Dmitry Domanov /  for P35 / Dec 19, 2022) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:2060512975 for P37 x P125 / Dec 30, 2022)
(65*10^286+34)/9 = 2 * 7 * 11 * 94079 * 32391671601011<14> * 120209597116787261<18> * 8813553426925172358827<22> * 12086545676534430826826058313<29> * 12017985961998820289695530191834591431580585066662345255587542156320707955294444013187679239730977720694881506825277377582196501300185579107565219485876614862837757471310078709726826064679663186956391<200>
(65*10^287+34)/9 = 2 * 3^3 * 91583 * 1374937 * [106213427219216230334788894521457110352315682930866393728899735442361717009951425073135418290227782946593104731124595799266558890820069510822863768474434586586792874059382203509707370475062021900532590671931174300388248944786637954306704441731645411527112020443973983594269789<276>]
(65*10^288+34)/9 = 2 * 11^2 * 925117 * 10597690918266513303402160695131707<35> * [3044020482776226928792464846779303747114669957999606896470567819977985889557718584565131301220608658419845548242450535451394989996797040122139470839650346924916946440182317123352788038588849802188962533150106582416357421641706244883474807547625887<247>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:98740345 for P35 / Nov 20, 2022)
(65*10^289+34)/9 = 2 * 19 * 139 * 20578618343<11> * 93370222927823<14> * 92017370961517477704103<23> * [77335343895348419919453664289304311835133973111749023327973928467653496970420726594436338290945232844587814437194740739228179502524070743969953211216587686048036692253922392548407985871143147373618831488363402547534939226275377853667983079<239>]
(65*10^290+34)/9 = 2 * 3 * 11 * 283 * 497590433 * 19241643612481<14> * 4038557660317148388934879237903021652983377896954365763713550186193036769808835931298667649863371370304522596686062482351192110207612692317693921932861366034708534985644519546603333901414301153559362523821855417227708227612052862679495130941733490429183005851500779<265>
(65*10^291+34)/9 = 2 * 21187 * [170439944829900935059758866810360650923260070378586449762170723137353618308921088927696753250158640256341677024171006329877335682782418988583145849394020442304767598579841936617317747255916888238594945537882244353193520135512866904758158829051357488606745226370468264082272672445891872899<288>]
(65*10^292+34)/9 = 2 * 7 * 11 * 29 * 179 * 20101 * 515614750622043459348003293917<30> * [8716780315613001579814414620116487480564047048578649810294082479653448289101897869008251312767313960529483225435795403191211608210105994367583968353358853064529521667669388268200776668453105035672163779109369391461587327109069393810527347763850253168827<253>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2199189399 for P30 / Nov 20, 2022)
(65*10^293+34)/9 = 2 * 3 * 12193211 * [9871917280064321889481808390781589063813491816911096705401913439402497862980503689337482175152252378013500329845056431022998812238250479744045302781225582856752857829686566595982827687503346769802504883280570669233097858338576308600775494688837121769677435285124678837294816793572289561<286>]
(65*10^294+34)/9 = 2 * 11 * 757 * 746349669366143<15> * [581045232482875219392671013172037598434636035247735279132215142501873292581223587566659316627466131131013027598676960338151144044934384270345585378959606370327328809215507266708547628290440638850873016551321398620932412857616064577750352384871110142330029242690402232219710033<276>]
(65*10^295+34)/9 = 2 * 23 * 39451 * 693204743620248187<18> * 490580825735703923117<21> * 117026146224704930454975863216732241464081216346204035983424980997639553575218170719405816802188982968331636367111236013365325078683338544492445919415616786464843973184734108320750652818326826261921370883822392795501085937931176440510283757765551473939<252>
(65*10^296+34)/9 = 2 * 3^2 * 11 * 43126823537655482941<20> * 84578150712525422659769016675354427604166900841718333799507021921195607543047837380347418585673777520713738103742362142913262501609292433705685682208942661849126589318131976970105905592665620859052530650947538182695486442736615859781285206941259822050686936604607170653487007<275>
(65*10^297+34)/9 = 2 * 3187 * 160825057 * 2861472247871056206767620650671<31> * [2462155829095793616049675464550738542731953912131056853490160610677763481407352813078497210486368756328240862614906683940012259042237478814838437418680114784918928534004262688460888655748440352723959137281240509368382135693011048218202752230056320163197117<256>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:553475724 for P31 / Nov 20, 2022)
(65*10^298+34)/9 = 2 * 7^2 * 11 * 169591553 * 211404748519<12> * 197743769718193<15> * 1273368861078199<16> * 3640945035232983263<19> * 254198466999808301776160629<27> * 8018424543237000143526453121966406649491577338160247411382583343098946030290268954785418937808102156243773077090171367646282340667814543932640927741097876959309347081044672616057106741537796461531041329<202>
(65*10^299+34)/9 = 2 * 3 * 106303 * 214362801179<12> * 2055097725057391673<19> * 1819044653853462269833<22> * 5173813042603390824924561251<28> * [273110301845502704525400890628501454760890453409930680498698655598436356691077068175271808395458962630863222845373280730079212107854623522960302122831285968404340791418310116065277152658355230191778340974272481362637<216>]
(65*10^300+34)/9 = 2 * 11 * 971 * 50587 * 76423 * 205759 * 320293 * 43958967624700102273384632365551<32> * [30186458018700050964618785980268138858486523206761204124546347192065294779569047098639369934424427524491424271161569189490645320732654994811677006760111294944462612349838533153788096728740468195468333094654979707046385299677593857397328004966129<245>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1560922130 for P32 / Nov 20, 2022)