(76*10^1+23)/9 = 3 * 29
(76*10^2+23)/9 = 7 * 11^2
(76*10^3+23)/9 = 8447
(76*10^4+23)/9 = 3^2 * 11 * 853
(76*10^5+23)/9 = 844447
(76*10^6+23)/9 = 11 * 767677
(76*10^7+23)/9 = 3 * 103 * 273283
(76*10^8+23)/9 = 7 * 11 * 10966811
(76*10^9+23)/9 = 43 * 1039 * 189011
(76*10^10+23)/9 = 3 * 11 * 31 * 82545889
(76*10^11+23)/9 = 1051 * 803467597
(76*10^12+23)/9 = 11 * 340031 * 2257667
(76*10^13+23)/9 = 3^5 * 61 * 71 * 80237359
(76*10^14+23)/9 = 7^2 * 11 * 19087 * 82081379
(76*10^15+23)/9 = 17 * 496732026143791<15>
(76*10^16+23)/9 = 3 * 11 * 337 * 349 * 25463 * 854461
(76*10^17+23)/9 = 7417 * 113852560933591<15>
(76*10^18+23)/9 = 11 * 22279 * 25343 * 1359642341<10>
(76*10^19+23)/9 = 3 * 47 * 5292647 * 113156378861<12>
(76*10^20+23)/9 = 7 * 11 * 1303 * 44267 * 190132277911<12>
(76*10^21+23)/9 = 139 * 631 * 96277969700309483<17>
(76*10^22+23)/9 = 3^2 * 11 * 941 * 480988147 * 1884568339<10>
(76*10^23+23)/9 = 521 * 1733 * 935265246761736379<18>
(76*10^24+23)/9 = 11^2 * 97 * 241 * 67396853 * 44295266347<11>
(76*10^25+23)/9 = 3 * 31 * 1083317 * 838170894551198687<18>
(76*10^26+23)/9 = 7 * 11 * 10966810966810966810966811<26>
(76*10^27+23)/9 = 89 * 22469 * 2315161 * 1823963461209347<16>
(76*10^28+23)/9 = 3 * 11 * 2558922558922558922558922559<28>
(76*10^29+23)/9 = 29 * 197 * 641 * 135208802893<12> * 1705469125163<13>
(76*10^30+23)/9 = 11 * 43 * 7817 * 2283861850518897920059967<25>
(76*10^31+23)/9 = 3^2 * 17 * 551924473493100944081336238199<30>
(76*10^32+23)/9 = 7 * 11 * 331 * 1319 * 25119302059399038480050599<26>
(76*10^33+23)/9 = 1069 * 1289 * 31438015189909<14> * 194932988435863<15>
(76*10^34+23)/9 = 3 * 11 * 1511 * 12945937 * 130815495146002713506137<24>
(76*10^35+23)/9 = 2953 * 285961545697407532829137976445799<33>
(76*10^36+23)/9 = 11 * 233 * 1109401 * 9276282473<10> * 320154756696747253<18>
(76*10^37+23)/9 = 3 * 83 * 221239 * 1532886674763172387150642798177<31>
(76*10^38+23)/9 = 7 * 11 * 373 * 1277 * 323578349 * 71154303819176740437959<23>
(76*10^39+23)/9 = 363502580537<12> * 23230768903949791891500209431<29>
(76*10^40+23)/9 = 3^3 * 11 * 31 * 1279 * 5359650806171<13> * 1337968533925100245669<22>
(76*10^41+23)/9 = 103 * 283 * 28969928451900389188117755135491593003<38>
(76*10^42+23)/9 = 11 * 59 * 13011470638589282657079267248758774182503<41>
(76*10^43+23)/9 = 3 * 28148148148148148148148148148148148148148149<44>
(76*10^44+23)/9 = 7 * 11 * 19330807 * 460766263 * 1231259799447732667496657771<28>
(76*10^45+23)/9 = 99317 * 85025166330481634004696521687570551309891<41>
(76*10^46+23)/9 = 3 * 11^2 * 4787 * 517436488169<12> * 26372092608941<14> * 3561224786750803<16>
(76*10^47+23)/9 = 17 * 11719 * 639109364087<12> * 6632181859994392166655584297647<31>
(76*10^48+23)/9 = 11 * 71 * 45745061225227641448181<23> * 236361009274483685859727<24>
(76*10^49+23)/9 = 3^2 * 277^2 * 16253 * 20939 * 359318487584860771244316757216433281<36>
(76*10^50+23)/9 = 7 * 11 * 191 * 13414097184223<14> * 4280411694982420370324214774661627<34>
(76*10^51+23)/9 = 43 * 509 * 14044597351<11> * 12417664542823<14> * 2212257258538244472512497<25>
(76*10^52+23)/9 = 3 * 11 * 571 * 3517 * 8037647 * 158533021733207951178493995418173133471<39>
(76*10^53+23)/9 = 21317 * 358976665689461<15> * 32062087851815083<17> * 3441810685085410357<19>
(76*10^54+23)/9 = 11 * 241 * 379777 * 11599615371294323<17> * 723084591015332134347339508607<30>
(76*10^55+23)/9 = 3 * 31 * 151 * 439 * 198817 * 1541223599<10> * 27318374450531621<17> * 1636336608394930577<19>
(76*10^56+23)/9 = 7^2 * 11 * 5869 * 7820937209372403095521<22> * 34131817040646089067704075777<29>
(76*10^57+23)/9 = 29 * 792713045549<12> * 5629381066931241767639<22> * 65252391236256196953313<23>
(76*10^58+23)/9 = 3^2 * 11 * 433 * 12043 * 163363 * 1001289369419524350978150407302681429681370149<46>
(76*10^59+23)/9 = 1225787 * 1137849489925763<16> * 605440198146287319156861272328018244687<39>
(76*10^60+23)/9 = 11 * 230478427 * 3330796628860920144893546881404078988996557008247751<52>
(76*10^61+23)/9 = 3 * 641 * 120239641 * 816290567 * 54310561470881437<17> * 8237872334231629328568151<25>
(76*10^62+23)/9 = 7 * 11 * 459391834889370490908098840111<30> * 23872455132886645238560882559701<32> (Makoto Kamada / msieve 0.81 / 24 seconds)
(76*10^63+23)/9 = 17 * 14917152109<11> * 26836050254055313819<20> * 1240845319208466594717479541447121<34>
(76*10^64+23)/9 = 3 * 11 * 9467683 * 2660599457640547<16> * 101586017856297850891350593158338927649159<42>
(76*10^65+23)/9 = 47 * 491 * 36592470617690533624147178768663363714713543547447434434477811<62>
(76*10^66+23)/9 = 11 * 929 * 81031 * 193745341081546554914557<24> * 52635677478008280954436604529302039<35>
(76*10^67+23)/9 = 3^3 * 139 * 617 * 552581352311155763<18> * 65995014632055085830719771768992189924557269<44>
(76*10^68+23)/9 = 7 * 11^2 * 128393 * 1479287 * 5249209247289160950747705136822329966610140013181806111<55>
(76*10^69+23)/9 = 350429 * 40330397 * 1225549201<10> * 688473194251243630961<21> * 708142662668918777963755879<27>
(76*10^70+23)/9 = 3 * 11 * 31 * 644701 * 1278439 * 9006611 * 11119767038706229986687157931623007702295854985841<50>
(76*10^71+23)/9 = 89 * 145935173 * 65016127573429312369199454727261598980121975768524276544248651<62>
(76*10^72+23)/9 = 11 * 43 * 3049 * 5335800983<10> * 15879993940739<14> * 385194777536056121<18> * 179399889957502002164694443<27>
(76*10^73+23)/9 = 3 * 61 * 131 * 6271 * 561709665123945114145379509294235478877781279815812326184533508109<66>
(76*10^74+23)/9 = 7 * 11 * 113 * 401 * 145207186914355129721<21> * 1666746030960843761449104823445917125264565094707<49>
(76*10^75+23)/9 = 103 * 521 * 13397 * 1537181521<10> * 103161781313<12> * 2619885792239<13> * 28272370936621162277829502211273891<35>
(76*10^76+23)/9 = 3^2 * 11 * 997 * 1877 * 333821 * 10515225393775043569<20> * 37875328088402388833<20> * 3428371007536621258160161<25>
(76*10^77+23)/9 = 19857059 * 107126417 * 4309023143953920859<19> * 92125689309946809782580905892836331276958111<44>
(76*10^78+23)/9 = 11 * 83 * 109 * 167 * 181 * 128983 * 5183221 * 15988001 * 262634874456129821498220543445938478244098599211331<51>
(76*10^79+23)/9 = 3 * 17 * 1060673 * 2804308613576017174486601619523<31> * 556664578125873794983456319897412044071543<42> (Makoto Kamada / msieve 0.83)
(76*10^80+23)/9 = 7 * 11 * 3604241 * 3042751848949880657527288260360771327712772527367333874445912736360017771<73>
(76*10^81+23)/9 = 23003 * 1665536374987<13> * 220410602322409432540122968895825795422191306941844584951839483527<66>
(76*10^82+23)/9 = 3 * 11 * 467 * 152293 * 100939570952934095650143607103<30> * 356450202776162667230545016230798777958694463<45> (Makoto Kamada / msieve 0.83)
(76*10^83+23)/9 = 71 * 19105163882257<14> * 155643828376915124580523913<27> * 3999724351355971623032818831297375956532177<43>
(76*10^84+23)/9 = 11 * 241 * 3185380778741774592396999036003185380778741774592396999036003185380778741774592397<82>
(76*10^85+23)/9 = 3^2 * 29^2 * 31 * 199 * 6615105583<10> * 237632218843<12> * 1150471074266529901701273188506964865224181547862024551883<58>
(76*10^86+23)/9 = 7 * 11 * 1823 * 76698092302721<14> * 78434860244015901355761657043454077171767653934980536997836179194117<68>
(76*10^87+23)/9 = 1032443010529011765897991<25> * 1609794963222931626578131<25> * 5080827263017695533647819671959447106707<40>
(76*10^88+23)/9 = 3 * 11 * 2558922558922558922558922558922558922558922558922558922558922558922558922558922558922559<88>
(76*10^89+23)/9 = 528770298793366697987568301<27> * 1596996742009590736390777646106265660271451923565522329853044347<64>
(76*10^90+23)/9 = 11^2 * 18899 * 280112708191<12> * 1652770140121376339373032101<28> * 7976302516543925835166324895627838845960146423<46>
(76*10^91+23)/9 = 3 * 149 * 26458115791<11> * 2477159286230028335317<22> * 2882376534115653010197400624177588842847183490140452560083<58>
(76*10^92+23)/9 = 7 * 11 * 293 * 122380549 * 1925420374443318313051<22> * 158845449176533071770844160033685148752522682589263040137673<60>
(76*10^93+23)/9 = 43 * 641 * 8803 * 137421799 * 253255138723672695696995156641275823923821113279294673023543325410900145855977<78>
(76*10^94+23)/9 = 3^4 * 11 * 329941 * 231532243 * 1435502753<10> * 428251438249991<15> * 2018100330260946218626378074778672681127935992895849733<55>
(76*10^95+23)/9 = 17 * 170197 * 4147467047981<13> * 70369962014602154543220911876741146538361817673898704639831306798465003048863<77>
(76*10^96+23)/9 = 11 * 10061 * 10639 * 5596130623591<13> * 1281588485020088653882265338769671161954039913806212914150377226951896025193<76>
(76*10^97+23)/9 = 3 * 983 * 2111 * 21227 * 81907271191<11> * 7801839285379267570472066277563664539878634328815361812009843270739125743889<76>
(76*10^98+23)/9 = 7^2 * 11 * 479 * 4638079915707684221<19> * 757273194987726289933366473034379<33> * 931227928289045568185643150789045198170893<42> (Makoto Kamada / msieve 0.83)
(76*10^99+23)/9 = 24799 * 34739 * 40778104729<11> * 140706354653808847601772089<27> * 1708357871016008311700203976152009326079848249251533067<55>
(76*10^100+23)/9 = 3 * 11 * 31 * 59 * 2657 * 15791 * 133711 * 188983 * 7384303142390810939221<22> * 178707531806475395768593877623451386639239931410996770321<57>
(76*10^101+23)/9 = 844444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444447<102>
(76*10^102+23)/9 = 11 * 2029 * 489506854079<12> * 2844660335598597803815246803287005097<37> * 271710959582937831976646734426378079536887182179351<51> (Sinkiti Sibata / Msieve 1.42 for P37 x P51 / 0.64 hours / Jan 14, 2010)
(76*10^103+23)/9 = 3^2 * 1046579 * 1319057 * 3260853907<10> * 2084306832888182312913603891366530619159269671189826079150685122338563776511797823<82>
(76*10^104+23)/9 = 7 * 11 * 1583 * 6007 * 231271 * 26927901304666861780621<23> * 185190253310909562153698619155047458675291435943202054861095238434441<69>
(76*10^105+23)/9 = 8444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444447<106>
(76*10^106+23)/9 = 3 * 11 * 91149823 * 629761624386553<15> * 44578466091940292691913920932227814256531034880592611785846277350248544160428458761<83>
(76*10^107+23)/9 = 9628495873<10> * 106283000503<12> * 126228604770725641<18> * 20993019879539195385566006255902771<35> * 311398222136673450308840446012184683<36> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3246023946 for P36 / Jan 11, 2010)
(76*10^108+23)/9 = 11 * 767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767677<108>
(76*10^109+23)/9 = 3 * 103 * 97127 * 121456297 * 13290251392640371<17> * 108462414876830939<18> * 16070897347688545331619496709114049939976524052605081049981853<62>
(76*10^110+23)/9 = 7 * 11 * 7934812329212957<16> * 5923695406204414818563<22> * 46475760011776998329497910393573<32> * 5020239986343988991947026875218319482777<40> (Makoto Kamada / Msieve 1.44 for P32 x P40 / Jan 13, 2010)
(76*10^111+23)/9 = 17 * 47 * 193 * 823 * 1184507 * 22316451346960279706819225593281908929<38> * 2517122729616534858504981308134947115135771693610871380503909<61> (Serge Batalov / Msieve 1.44 snfs / 0.51 hours / Jan 15, 2010)
(76*10^112+23)/9 = 3^2 * 11^2 * 69767 * 9226957 * 22553148210107646065083<23> * 40212448211667078739832947513674640501<38> * 132821068379985979883895386183109907099<39> (Makoto Kamada / Msieve 1.44 for P38 x P39 / Jan 13, 2010)
(76*10^113+23)/9 = 29 * 139 * 152021671 * 882854619653<12> * 380512874847534589<18> * 4101986558940440391493517366404809306116788652486158462716081519019721191<73>
(76*10^114+23)/9 = 11 * 43^2 * 241 * 1847 * 29060858077805849001902975266592637887<38> * 32095867242221515156580569876052714325453456702320541088111219169677<68> (Max Dettweiler / GGNFS + msieve v1.43 w/factMsieve.pl snfs / 0.86 hours on Core 2 Duo 2.2Ghz, Windows XP 32-bit, Cygwin / Jan 16, 2010)
(76*10^115+23)/9 = 3 * 31 * 89 * 120749 * 84491804382079318218447476152910006631731709124164685102891112691167886706476365522181496272005302760785039<107>
(76*10^116+23)/9 = 7 * 11 * 1330073 * 72620883565828625024765708056974898721804064209<47> * 113538552089248039874489189162235938252893500232180751671610723<63> (Max Dettweiler / GGNFS + msieve v1.43 w/factMsieve.pl snfs / 0.78 hours on Core 2 Duo 2.2Ghz, Windows XP 32-bit, Cygwin / Jan 16, 2010)
(76*10^117+23)/9 = 2063 * 35419 * 4627498957611482129242081250798903<34> * 24974064548508638977637826325423793743556698973336535406314299846721300080117<77> (Sinkiti Sibata / Msieve 1.40 snfs / 0.93 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 16, 2010)
(76*10^118+23)/9 = 3 * 11 * 71 * 277 * 7505007360107<13> * 10900223728226297<17> * 1183605849129377521354737911<28> * 1343771382789021992405781490592488543105890751439325300433<58>
(76*10^119+23)/9 = 83 * 797 * 848761 * 3296406155969<13> * 90286933714969<14> * 50533994971017860846856686459596916327350956252665159346432806556019315331254241657<83>
(76*10^120+23)/9 = 11 * 97 * 263 * 18088501 * 7108769785880954087970885157546859<34> * 234020491246915991979393842170109583958182928620572964130818686970673148173<75> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1573464956 for P34 / Jan 12, 2010)
(76*10^121+23)/9 = 3^3 * 1913 * 33761285081093389090731214102614080233443133<44> * 48425418150190364384901841281753800093994232098613459330816701723669856409<74> (Sinkiti Sibata / Msieve 1.40 snfs / 1.41 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 14, 2010)
(76*10^122+23)/9 = 7 * 11 * 10966810966810966810966810966810966810966810966810966810966810966810966810966810966810966810966810966810966810966810966811<122>
(76*10^123+23)/9 = 385802078537<12> * 372476489841882736225009191178393031<36> * 58763499863918060142313076446861293120353977482610155737326917144762021930401<77> (Sinkiti Sibata / Msieve 1.40 snfs / 1.43 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 14, 2010)
(76*10^124+23)/9 = 3 * 11 * 503947792585666385954109138225811<33> * 3019044313754110196310168774529000059439<40> * 1681907503370087577463229672949384326398986488494571<52> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2856835045 for P33 / Jan 12, 2010) (Sinkiti Sibata / Msieve 1.40 snfs / 2.36 hours / Jan 16, 2010)
(76*10^125+23)/9 = 359 * 641 * 1289 * 408825647 * 1154060879782025184197197741<28> * 9182322325557217955575101157<28> * 657122444945294780039904445540099101795720479672572303<54>
(76*10^126+23)/9 = 11 * 5994407217880419424562967000599119<34> * 20115108656417902893343990292614777<35> * 6366632359532211884184948525243882588810617140882874816779<58> (Dmitry Domanov / GGNFS/msieve snfs / 0.95 hours / Jan 16, 2010)
(76*10^127+23)/9 = 3 * 17 * 197 * 521 * 673 * 701 * 284774929 * 6885510173<10> * 17439177520674655112560904188152102624807549061201019470014006560413676063920626795356524572258241<98>
(76*10^128+23)/9 = 7 * 11 * 13392061 * 1733363479<10> * 472436340555006683463721134997836168686816057826623148429455711191798675117595633649667059004406196346248854369<111>
(76*10^129+23)/9 = 16640535047<11> * 15480434285152637<17> * 764554192844238153445658278390577769037<39> * 42875814393220159145561798565757221209136152807215991226764877329<65> (Dmitry Domanov / GGNFS/msieve snfs / 2.27 hours / Jan 16, 2010)
(76*10^130+23)/9 = 3^2 * 11 * 31 * 151 * 78182819397033661<17> * 2330697548624894793896067514575085118569931017603965236916718344019536585704408152863195864493128286470117233<109>
(76*10^131+23)/9 = 2085054722291<13> * 2636922486416778219479282826737128219920514887391<49> * 153587638045221867759741093584543668200465409799681394923325418158942587<72> (Sinkiti Sibata / Msieve 1.42 snfs / 2 hours / Jan 14, 2010)
(76*10^132+23)/9 = 11 * 349 * 3989 * 7966839526661<13> * 380112178679746309265792899072797960147136364952237853<54> * 182092089946352107376391987457742168819288467508386319514829<60> (Sinkiti Sibata / Msieve 1.42 snfs / 2 hours / Jan 14, 2010)
(76*10^133+23)/9 = 3 * 61 * 47286958180620499573<20> * 6973764893274032804347<22> * 1913405169614932300932770566402500359128411<43> * 731314812654793016520117508492017560941269233149<48> (Sinkiti Sibata / Msieve 1.40 gnfs for P43 x P48 / 2.59 hours / Jan 15, 2010)
(76*10^134+23)/9 = 7 * 11^2 * 2917 * 341783618500045713558974381114188512823474022713590139650537942681178259449833607592201415245015456939289020817365629906534322653<129>
(76*10^135+23)/9 = 43 * 16729 * 77428264666634018889165287259936841<35> * 151611840597771927532710506493773049586203378135721037891185124543029684709228081827490136856061<96> (Sinkiti Sibata / Msieve 1.42 snfs / 2 hours / Jan 15, 2010)
(76*10^136+23)/9 = 3 * 11 * 44269 * 107981171 * 513996736895553570597823<24> * 112875479202824505247873147<27> * 3414239841145169072286958793581<31> * 2702435912183279252131630302003553235222681<43> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=855320601 for P31 / Jan 12, 2010)
(76*10^137+23)/9 = 1753 * 5378561 * 31346027 * 715353258661487<15> * 4629319871647166159<19> * 5267338561538564551<19> * 163799126358956349937194738499361085800137231260341477693879641618099<69>
(76*10^138+23)/9 = 11 * 767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767676767677<138>
(76*10^139+23)/9 = 3^2 * 647 * 5402191520825011436867079302240475557219<40> * 2684443797301130370669741118283892061366498603156149902982600677010000130183487429107663045900331<97> (Sinkiti Sibata / Msieve 1.42 snfs / 5 hours / Jan 15, 2010)
(76*10^140+23)/9 = 7^2 * 11 * 18503 * 1883191 * 1675163510254967<16> * 915644938287553058010722051939779<33> * 29313082859252499015822153301858381518016900261133025181033943686692571155741257<80> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=694066888 for P33 / Jan 12, 2010)
(76*10^141+23)/9 = 29 * 2083 * 139792481739607072763826120225213045581545920910564081057566911855322138898545606377480166941653193246551632169193047899158118172470813721<138>
(76*10^142+23)/9 = 3 * 11 * 331 * 9923 * 201270076501836131<18> * 18750552753403772656635768017188912490973460973010560209717<59> * 206439534546979293878345623555405909311097585697403570872609<60> (Sinkiti Sibata / Msieve 1.42 snfs / 6 hours / Jan 16, 2010)
(76*10^143+23)/9 = 17 * 103 * 307 * 35852821 * 3677789081<10> * 13101798814569673903578427576537<32> * 909296423777940999088478568880454697389008082217298999331600179525524961005941805386338183<90> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3875211855 for P32 / Jan 12, 2010)
(76*10^144+23)/9 = 11 * 241 * 11657 * 17317 * 795146977 * 6653802509<10> * 1519273984279<13> * 1058851541402208982036565849<28> * 106799521790622913855309852541197<33> * 17359775346587887774635857215686082794785543<44> (Makoto Kamada / Msieve 1.44 for P33 x P44 / Jan 13, 2010)
(76*10^145+23)/9 = 3 * 31 * 191 * 193486597 * 37597451323796393207<20> * 653499823913548576967925983438534231272515922776114409041430434110569342312396991720415871621254711077832565070711<114>
(76*10^146+23)/9 = 7 * 11 * 419 * 599 * 2027 * 5333 * 45936613 * 70394988667<11> * 697225119438999264225025703<27> * 42910072123126938375353534217404513413<38> * 41781227599959758466757040898905799816169366993189<50> (Sinkiti Sibata / Msieve 1.42 for P38 x P50 / Jan 14, 2010)
(76*10^147+23)/9 = 36523 * 2646661123<10> * 123751856099461<15> * 120759800762353604989446890431<30> * 4203065797411848076795784411940638986969<40> * 1390804231898300052214656634217940972893373032648117<52> (Serge Batalov / GMP-ECM B1=2000000, sigma=3666526774 for P30 / Jan 14, 2010) (Sinkiti Sibata / Msieve 1.40 gnfs for P40 x P52 / 2.89 hours / Jan 15, 2010)
(76*10^148+23)/9 = 3^3 * 11 * 496631 * 5703983377843<13> * 3785919271991926663535573<25> * 26511311228111188407447316702923681623276117104187364094275127174435718398828820365398208622297745767839<104>
(76*10^149+23)/9 = 4451 * 53864429324144702401516811<26> * 547998887059674829547219063<27> * 6427347027085912507328526643472124918949934709266081463376863422836222759294826392703235056729<94>
(76*10^150+23)/9 = 11 * 3037 * 1083114079371697<16> * 233377726370445610006238995169031214659994146413242234055946114101439926793077737937528198624863643543308060212386162884142895087793<132>
(76*10^151+23)/9 = 3 * 313 * 8117692058647<13> * 21592204583321335546216470576726618930746753633<47> * 513069184950053148429931436613956897698323818699150472549189463823411623210781495692528523<90> (Robert Backstrom / Msieve 1.42 snfs / Jun 3, 2010)
(76*10^152+23)/9 = 7 * 11 * 1834058199556411643<19> * 11790698767062520328477219<26> * 507139806728851091621904835779654109009863945795719717485776884198527640005047588507508070296028796622407083<108>
(76*10^153+23)/9 = 71 * 269 * 70195589 * 65985712327<11> * 158284388675153723<18> * 28818083062270546349079887713<29> * 20926545896293777758018379911947723802406803102390010185075453369194097371051539878749<86> (Ignacio Santos / GMP-ECM 6.2.3 B1=11000000, sigma=4277928062 for P29 / Jun 2, 2010)
(76*10^154+23)/9 = 3 * 11 * 219097 * 2167621 * 6293506324943177<16> * 856139804457094386178992384503342508883213848669881600168394751789584460255574750878312337028865448223772800501902956911791891<126>
(76*10^155+23)/9 = 617 * 24563353 * 429472781302274540305994387329<30> * 129736633552844988764459820167179467817142223575825480992802514730351847980328049661314188044748799730453533155413343<117> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=821426505 for P30 / May 31, 2010)
(76*10^156+23)/9 = 11^3 * 43 * 919 * 1759 * 77569 * 249647 * 301827961 * 136590465933555385998889<24> * 7506224305236556476335147<25> * 749326330469194852448038961537745090533<39> * 20326204414947419495351326003926139868207<41> (Makoto Kamada / Msieve 1.45 for P39 x P41 / Jun 2, 2010)
(76*10^157+23)/9 = 3^2 * 47 * 641 * 1965110033827<13> * 48586821996047159575244386173916398548168681014617227<53> * 3261875039536091049370132637976081968445096641421715331658583245528503579912841830086601<88> (Dmitry Domanov / Msieve 1.40 snfs / Jun 4, 2010)
(76*10^158+23)/9 = 7 * 11 * 59 * 3803 * 75619 * 39977321823602788398836017478782445711345495703843173955617071819468877<71> * 16168040724179639707877744488267444695350057341896588800036639677782326225461<77> (Dmitry Domanov / Msieve 1.40 snfs / Jun 4, 2010)
(76*10^159+23)/9 = 17 * 89 * 139 * 45418487287<11> * 884066001209688398227810096369897761090005427158588234797314559984019705816992869810106171015570890910034114132207593558955198115773465108901683<144>
(76*10^160+23)/9 = 3 * 11 * 31 * 83 * 179 * 677 * 379400124430143307<18> * 388800670022129677121<21> * 1131587388141024607757753<25> * 49165797144935280052407053704332423930888967692061381544947436024748951298964705806672711<89>
(76*10^161+23)/9 = 54962489260746712014062929861<29> * 88471634982342132379049754152271541603233580635822800873065259<62> * 173660335547461828939011384486118570794618053699013521733912959971402553<72> (Dmitry Domanov / Msieve 1.40 snfs / Jun 4, 2010)
(76*10^162+23)/9 = 11 * 61398279329<11> * 12503229342359990629887848329489261032311832193963854995896032754060955042105049211952772911358223572356354181563236356225276535349806588987311989491613<152>
(76*10^163+23)/9 = 3 * 1155177537195013<16> * 5196308698329019447358405672403768780869213<43> * 548469770130452713388019674728373757489904241<45> * 8549750745452687908272099845480408278610613394767287375838581<61> (Dmitry Domanov / Msieve 1.40 snfs / Jun 4, 2010)
(76*10^164+23)/9 = 7 * 11 * 1429 * 15559 * 80849 * 12747668764234285969<20> * 76449712546223380120631776941217<32> * 6260156183205912834857751595547196716119459207966747240283859978449219924366302378513798311642434713<100> (Sinkiti Sibata / Msieve 1.40 snfs / Jun 5, 2010)
(76*10^165+23)/9 = 84223 * 4016983 * 8815530497865104008108394360795427229807584097873237<52> * 2831339383778532092788666706757452373513303756294234198434189592211109902985919818198537280088968414059<103> (Justin Card / cado-nfs / Jun 7, 2010)
(76*10^166+23)/9 = 3^2 * 11 * 449797125209<12> * 2796935988751<13> * 5912239722668401<16> * 327454607771981754897073802475159003461567<42> * 350214033435329741392539009976755353996048058312881405023815104052756440567317122301<84> (Sinkiti Sibata / Msieve 1.40 snfs / Jun 5, 2010)
(76*10^167+23)/9 = 5197 * 20156815459963064996439404923401661359377032316037875324121938435822889645760883<80> * 8061139675610203177444366016974144500588488287226041531458180524915573997175284986297<85> (Sinkiti Sibata / Msieve 1.40 snfs / Jun 5, 2010)
(76*10^168+23)/9 = 11 * 20808299252914495301661864355603711<35> * 9473878061473260700942854888219407934557449844484172397349608279<64> * 3894162067579994693379226797027685335499234170904407375083215909548533<70> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=1449373014 for P35 / May 31, 2010) (Sinkiti Sibata / Msieve 1.40 snfs / Jun 6, 2010)
(76*10^169+23)/9 = 3 * 29 * 14827 * 70625674486716913307479097885609758221134489407215918997137726524440682580617<77> * 926906513961657886783032439490898191458821144454051878746943887632436562564291724247059<87> (Robert Backstrom / Msieve 1.42 snfs / Jun 4, 2010)
(76*10^170+23)/9 = 7 * 11 * 5530776593<10> * 2032647720509813711<19> * 88159386672188665520888490391051848073188240091<47> * 11065309456381680440681578102299011067342334395698993347735988537936952526387600866431381593727<95> (Wataru Sakai / Jun 17, 2010)
(76*10^171+23)/9 = 5120813 * 32846701024873340114405109150213225100707376890231988900901809763639333<71> * 50204241339268689677797964197250077708944242833657358867833361935936009957465081138828465654943<95> (Robert Backstrom / Msieve 1.42 snfs / Jun 5, 2010)
(76*10^172+23)/9 = 3 * 11 * 11280029396740463976228002297680016262444011672310021421<56> * 226854245580423620897116886165777843695888523277901146627503797620565216749314639248219518220774218791915814512724379<117> (Ignacio Santos / GGNFS, Msieve snfs / Jun 4, 2010)
(76*10^173+23)/9 = 37189 * 1426043204567478031940694226709371<34> * 523000997776370476828577870668779934659283387<45> * 30445378771931194582236738257147453509180105136852423191594674768313915381360618439830839499<92> (Wataru Sakai / GMP-ECM 6.2.3 B1=3000000, sigma=682286198 for P34 / Jun 3, 2010) (Warut Roonguthai / Msieve 1.49 snfs / Apr 3, 2012)
(76*10^174+23)/9 = 11 * 223 * 241 * 49139 * 13389488383<11> * 7884823372429113284964463299236248834849<40> * 2753431179231927663889551621499985681499233673061932491698022764771285209146698706512110113742760299725644378183103<115> (Robert Backstrom / Msieve 1.44 snfs / Jan 9, 2012)
(76*10^175+23)/9 = 3^4 * 17 * 31 * 81937 * 2703053446639489<16> * 1444019601635893235056003268346313132069<40> * 4777443433045807409784577746210343993689395663519700239<55> * 1294708844697112254436097584968547945981383083772698308787<58> (Rich Dickerson / GMP-ECM 6.3 [config GMP 5.0.1] [ECM] B1=11000000, sigma=4215201661 for P40 / Jan 16, 2011) (Nicolai Caraibendko / CADO-NFS 1.0 / Jan 18, 2011)
(76*10^176+23)/9 = 7 * 11 * 17807 * 31151 * 8337023 * 949745368910297<15> * 1013531103888619505006197083827796749286121<43> * 2463555444180345055192629068417870012062473942083676973167640897464234836684706707344709382065991387173<103> (Wataru Sakai / GMP-ECM 6.3 B1=11000000, sigma=3188838265 for P43 / Nov 5, 2011)
(76*10^177+23)/9 = 43 * 103 * 20393 * 93494116789821976535921750433563281744522176314273525499886193671244715581811803618220597506064363640603974799285753663081350585453331806968065594655496402935029807702051<170>
(76*10^178+23)/9 = 3 * 11^2 * 953 * 3831689 * 18012017 * 426217114541661746695683731251279079171482019389<48> * 8298279760745127726048274411529874841031430482941179780602399534716656800755123151742274432067759568300000994289<112> (Ben Meekins / MSieve 1.52 SVN 946 snfs / Oct 26, 2013)
(76*10^179+23)/9 = 521 * 121360147081<12> * 246315386309599198977867238338752923845897486993058057178833448149793447876477<78> * 54220775412960737151503731940649458249067823761200726400428624509954717856803545118120411<89> (Robert Backstrom / Msieve 1.44 snfs / Feb 25, 2012)
(76*10^180+23)/9 = 11 * 23992068865963190903<20> * 222872113743980967969011629<27> * 310657427826984183296410297127249<33> * 462139642763159053796186560796401626561849085864383358726904459008902985719430267840496893050777847879<102> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=83452625 for P33 / Jun 1, 2010)
(76*10^181+23)/9 = 3 * 4493 * 1384343 * 153360779922121<15> * 708744859438455163845163<24> * 3983396483569495137370091474657233912787753451544267914772289<61> * 10452301639947591811758958421617197262990077197481494778619061536098846133<74> (Robert Backstrom / Msieve 1.44 gnfs for P61 x P74 / Apr 25, 2012)
(76*10^182+23)/9 = 7^2 * 11 * 283 * 20633912719499762325135527589423393033734146509904821212831<59> * 268296058751708545546171705635488461800947923742922772264174835908659058152762870114024422438272255170813795222271002601<120> (Ignacio Santos / GGNFS, Msieve snfs / Jun 6, 2010)
(76*10^183+23)/9 = 4933 * 5371159 * 62876444267195342501213<23> * 927361794360206856105754502053793<33> * 157361885518576286936297462082470894504365651<45> * 34734034733723817985152633944792114847653712888103949185445934747090812339<74> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3127494913 for P33 / Jun 1, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P45 x P74 / Jun 4, 2010)
(76*10^184+23)/9 = 3^2 * 11 * 199 * 3529 * 71453 * 3582499 * 9599125251790290715824977695275957336602817291346638979007<58> * 494302662220364384434526378426828747541570305152952281683740610304913610486224068215753756895105080507446867<108> (Dmitry Domanov / Msieve 1.40 snfs / Jan 22, 2014)
(76*10^185+23)/9 = 128342393 * 11456567911<11> * 941584817818383684603313041301<30> * 73814851327732552528136857091501477269997380217<47> * 8263104016588495400839537722450537074364882610874272545877771951254031745498398625742654517<91> (Serge Batalov / GMP-ECM B1=3000000, sigma=3879649023 for P30 / Jun 6, 2010) (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=5172854632 for P47 / Sep 29, 2014)
(76*10^186+23)/9 = 11 * 109 * 113 * 611657 * 1665754687<10> * 6710159054309<13> * 920025685591022279357679587<27> * 9908814430250327838889861626031875167315944778411924261660370329713855406336457799756795103940871198643751658248804142938410473<127> (Serge Batalov / GMP-ECM B1=1500000, sigma=2396083362 for P27 / Jun 2, 2010)
(76*10^187+23)/9 = 3 * 277 * 13249 * 17295349 * 959239332210391649<18> * 331675878405933931206278920150788269900277723887304985387457117599471333<72> * 1393852322017345218656861079265483186089484934532521367246451722306028518050701159961<85> (Dylan Delgado / msieve v1.53, GGNFS, factmsieve.py v0.76 snfs for P72 x P85 / Oct 29, 2018)
(76*10^188+23)/9 = 7 * 11 * 71 * 18445963 * 160701515091569<15> * 57134394215934680767965458681121201064369192727909<50> * 1303325717370377387745581356277087997751837119433139<52> * 699761609745300372678119127359410377245406527707370552042555753<63> (Eric Jeancolas / cado-nfs-3.0.0 for P50 x P52 x P63 / Jul 6, 2020)
(76*10^189+23)/9 = 641 * 97120097 * 3961913002768208821914015383803<31> * 34237260790346265738514578496407833668191849007782800906933807656374778166730399061276037830447158577000238848784728523815697627845548969317620498637<149> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=2060752044 for P31 / Jun 1, 2010)
(76*10^190+23)/9 = 3 * 11 * 31 * 661 * 350974110220952307892982374931132410562899020295519054427719<60> * 355810621202794995483560168894840968190121422181086169358651877787586966223391672637528152998867173931419140309986039828904571<126> (Ignacio Santos / GGNFS, Msieve snfs / Jun 11, 2010)
(76*10^191+23)/9 = 17 * 683 * 462912779541099422270432802740081376384377459039<48> * 157109442432747697099328484594929971629995370057566098340143759624545233498237465027174720326740842843409312361848661408175900208596113700243<141> (Ignacio Santos / GGNFS, Msieve snfs / Jun 15, 2010)
(76*10^192+23)/9 = 11 * 2447 * 1734193 * 3360802937973841<16> * 203031039704271279219427<24> * 33705665481611493772907043534461756788025811455399<50> * 7865722243581991716531419654974598329932253135233579253368040904868893694600287966614289005159<94> (Eric Jeancolas / cado-nfs-3.0.0 for P50 x P94 / Apr 28, 2020)
(76*10^193+23)/9 = 3^2 * 61 * 16346287 * 237781145348903711509507503856255687387182794503561359766309848528711882217<75> * 39573294220420900410397678606764099530726995134680895802597498134622860082991979037337999793818180675143840757<110> (matsui / Msieve 1.46 snfs / Jun 30, 2010)
(76*10^194+23)/9 = 7 * 11 * 4191846423169<13> * 2164137787017852380560463933<28> * 1030242743440017222371205477470764914571531796629141318706012515981<67> * 1173411992059669576868556579785290925774876613249012692093651276056016434183204686629203<88> (Edwin Hall / CADO-NFS/Msieve for P67 x P88 / Jan 3, 2021)
(76*10^195+23)/9 = 303878666419<12> * 13759089992135573<17> * 420508354863642752286413817817<30> * 806053272988326258718219412719517715469986534953<48> * 5958580143987424786037512617120086802428814119474393270494523458362090332910570266428985681<91> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3770556379 for P30 / Jun 1, 2010) (Eric Jeancolas / cado-nfs-2.3.0 for P48 x P91 / Apr 18, 2019)
(76*10^196+23)/9 = 3 * 11 * 63095972335989762872112879339333316961<38> * 40556036529497411118103381074843890069959325222507744733062186877823963045128672534855852855132186410322846983414367633402448655875239394425066494914326492319<158> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3948190491 for P38 / Jun 1, 2010)
(76*10^197+23)/9 = 29 * 25044113 * 2726467415059<13> * 3974592585937<13> * 2369324334047913503299487<25> * 45284542620606730199157991430105941552171730452118500738518820752047475191529984513871448529913868150764877911915380754018848184057910057591<140>
(76*10^198+23)/9 = 11 * 43 * 2347 * 159169 * 1050486427<10> * 2716412749<10> * 204049931597<12> * 30101841618810167<17> * 4753695109444889059134090208635701<34> * 14161795099520576699080589690921131<35> * 40501677310719697948919069632876937389046410400182062582187009943257651079<74> (Serge Batalov / GMP-ECM 6.2.3 B1=3000000, sigma=641435155 for P35, Msieve v. 1.45 gnfs for P34 x P74 / Jun 6, 2010)
(76*10^199+23)/9 = 3 * 22073 * 446824055047300416966780662532518808232782273197629<51> * 2853986531396022698068802292812284642862735947925390048401849567682892201620990659513700205898418030662289744222006967701399793372139887462753697<145> (Wataru Sakai / GMP-ECM 6.2.3 B1=3000000, sigma=2727544917 for P51 / Jun 4, 2010)
(76*10^200+23)/9 = 7 * 11^2 * 863 * 1487 * 256899153169<12> * 78983302284693011147<20> * 489881415127413066892071278477840002187309200724019466581335152289<66> * 78158638280204716868716640840349575428123123416804787577633751139815399907472810219810413185523<95> (Eric Jeancolas / cado-nfs-3.0.0 for P66 x P95 / Jan 15, 2021)
(76*10^201+23)/9 = 83 * 432340739 * 544639265256117739<18> * 72667874767930661557026854482320086414343562124770373580164100898838432098883<77> * 5945870178618513278339287620056509073523882080956159876626189469743408613706247926377924882264663<97> (Bob Backstrom / Msieve 1.54 snfs for P77 x P97 / Nov 14, 2021)
(76*10^202+23)/9 = 3^3 * 11 * 713839614634601044673<21> * 18488387426392320245331814036977893<35> * 21543435200003210930301457142841998912380939302071775887708750612573137468174633652615033099800648281108422745990412181335555681697803810392134459<146> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=802221423 for P35 / Dec 29, 2013)
(76*10^203+23)/9 = 47 * 89 * 131 * 7451 * 3018964951<10> * 196244761224068003<18> * 1264312432432931393<19> * 41466804294144169396410397<26> * 5161964057988296619966018615911<31> * 536549705596710077997623714312537<33> * 2404148575123607090188473693148490692844138130427612101172279<61> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=894721382 for P31 / Nov 13, 2013) (Serge Batalov / Yafu / Nov 26, 2013)
(76*10^204+23)/9 = 11 * 241 * 1241683731241677930291448051062710427409<40> * 2436030393629230557213384060528977535133489450268822107<55> * 1053095268704912770088561391281713447928672377449463715595343115928450549700044250455983000335356000046533319<109> (Serge Batalov / GMP-ECM B1=43000000, sigma=3833523918 for P40 / Jan 5, 2014) (Bob Backstrom / Msieve 1.44 snfs for P55 x P109 / Apr 5, 2024)
(76*10^205+23)/9 = 3 * 31 * 139 * 151 * 12553 * 24789018056320387527871621773432307814119122484701899050318248274611199458295852934886527183<92> * 139023921322360046663354763116329048811135340327266933383919004481921904220893939333723595874654545954689<105> (Bob Backstrom / Msieve 1.54 snfs for P92 x P105 / Jun 14, 2021)
(76*10^206+23)/9 = 7 * 11 * 2053 * 31086023 * 101209062825271<15> * 90521619699443216065276402937<29> * 18756617617224955378384569266621417352999666837295260824669436744069630029156357847039805478240254043954262205194671517272014269541972395596072995655447<152> (Serge Batalov / GMP-ECM B1=1000000, sigma=999651804 for P29 / Nov 26, 2013)
(76*10^207+23)/9 = 17^2 * 1063 * 25730923 * 251799337 * 125669096583241408186906869057179<33> * [33759929818438572663222875745342691312768476699814781452713707820041842943536169121678994878095348461172641804229770023380182033254799844751471398417565049<155>] (Serge Batalov / GMP-ECM B1=1000000, sigma=917617588 for P33 / Nov 26, 2013)
(76*10^208+23)/9 = 3 * 11 * 1239449927<10> * 14239598786323004288531<23> * [144987447405302363879869166534287037008395733016689771967060036527301930540306392811050107567344083099868840946929959776393093004924290524158647447271087166249554587780264758707<177>]
(76*10^209+23)/9 = 3671 * 847247 * 745065561013706687<18> * 18265870276773603281254806345335248127767<41> * 5376180547332084837270096151276372620318477546693599807267392592709503<70> * 3710803477579406426233376399417059097114340430407222020084953417157433313<73> (Serge Batalov / GMP-ECM B1=3000000, sigma=4169596167 for P41 / Jan 9, 2014) (Erik Branger / GGNFS, Msieve gnfs for P70 x P73 / Aug 17, 2017)
(76*10^210+23)/9 = 11 * 8033621 * 23343241487<11> * 1098030299815479062224309849131229620705773101<46> * 3728134491596071129747211227116397000149088083809077600550942537693673964032469543082141030766695387071061738236821325520183462972030341808580031651<148> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2284974656 for P46 / Apr 21, 2014)
(76*10^211+23)/9 = 3^2 * 103 * 1171 * 42880030942767687244834376936082701<35> * [1814175775459023623315433965429354372804842833172208177449978613265132387204636400688766195286549320414009287024784506941560796344665490390494755437264425561249183136251591<172>] (Serge Batalov / GMP-ECM B1=1000000, sigma=3402434132 for P35 / Nov 27, 2013)
(76*10^212+23)/9 = 7 * 11 * 1661059633<10> * 2106024138895793220137472767296860352992761<43> * 3134958447532863906888131173153965751666871468483633714547336175095773766093438018570989009523454632322593150074533140979071116198881192578401424039888604570147<160> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2779891764 for P43 / Apr 21, 2014)
(76*10^213+23)/9 = 13931 * 17264285800892225871184195292287<32> * [35110755431977256176991695646766809399371984933313762414338581282710381884133392750879630514787598390376983922430027835573071868738088498348754135466468063576633849909970143985251<179>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=4015432344 for P32 / Nov 13, 2013)
(76*10^214+23)/9 = 3 * 11 * 54779 * 61717 * 149341 * 1830431 * 17341688752532843<17> * [159666730054473892128034317204920684132340991359917932081006180525055724867476085283270897761436983430921924430356049167600781009768746358918939850533377975062138688373177287321<177>]
(76*10^215+23)/9 = 5413 * 3083018011<10> * 2799014496863529628941421<25> * 6555480220946141850384013565290900507<37> * 2757702003785950538779593440985024650575272245351232197067642819039618357928047996408496945411156877689775990531353210460255041737909021260407<142> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=2652553456 for P37 / Dec 29, 2013)
(76*10^216+23)/9 = 11 * 59 * 97 * 74131 * 354195152627<12> * 627640069588978897663<21> * 9655981194081272020200341<25> * 842956389068058354076550620192452218798061144958207750928363644738814739836507279229196177731519847748289335710516212362973634647419914009757858484269<150>
(76*10^217+23)/9 = 3 * 853 * 1289 * 1993 * 3533 * [3635774534582274497508549221177764691641935463642401882137810076252932290569607663106682408250312717149287100511266735083480153919228722861044511885342316934693786014691360592959641331792420206946293339413<205>]
(76*10^218+23)/9 = 7 * 11 * 10663 * 9662111243444467<16> * [106445894315922603469984903462960043968163170460422859128691261146434472171989656814146753882500208222055035485641450291588524206511704405004214227832039812659477488659225622853795880180182014223391<198>]
(76*10^219+23)/9 = 43 * 268475023589<12> * 1545781492569820122326275336065823763<37> * 25501681468358450052632799318598558588753<41> * 12734126384314731051225469693108778775978111323<47> * 1457178188998182009875249278308481012799071357438094861362891080167941809733203483913<85> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=2238001287 for P37, B1=3000000, sigma=2081513736 for P41 / Dec 29, 2013) (Cyp / yafu v1.34.3 / Jan 28, 2014)
(76*10^220+23)/9 = 3^2 * 11 * 31 * 125207280582848175359773431451017195903397877074394949926626882055238036377<75> * 219757958198717427764508407846846923012266132000325045497585925941322124628013001763705763185249734146787706564750579701984867560700535602220419<144> (Bob Backstrom / Msieve 1.53 snfs for P75 x P144 / Oct 17, 2017)
(76*10^221+23)/9 = 383 * 641 * 8822777568401310630403834884143075904944088361<46> * 2575725416821704131622602519623940223817037069309442571926583<61> * 151359395816069390298317553246953980888837041383689161307019570444513150579821369909434607954062421719480947023<111> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=286933221 for P46 / Apr 28, 2014) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P61 x P111 / May 11, 2022)
(76*10^222+23)/9 = 11^2 * 1034531237229470806489<22> * 140356421710035179315159653922616587<36> * 86815669096230803098081085210179014136215574266668794540894746837013872009666079<80> * 5536199089886573462984842269680882244564341333090358052097120964487421885453280402931<85> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=1247318200 for P36 / Dec 29, 2013) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P80 x P85 / Apr 12, 2022)
(76*10^223+23)/9 = 3 * 17 * 71 * 229 * 389 * 30869 * 70662749 * 225785533 * 24147153493453<14> * 79094246170142479334320981<26> * 7618362597993667361444325693681428591994281782126229822801898647<64> * 36532197775856339495257168484304713486295724807027101493297048256015582857416683047671916609<92> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P64 x P92 / Jun 8, 2019)
(76*10^224+23)/9 = 7^3 * 11 * 373 * 2333 * 641131 * 1024591 * [391528512034514207074633901220329215354523701227345880855414603703977459278524302638514099037390183292498918027558787368786868961642394511328611337627539607440848416264622520216014420683602136711003662351<204>]
(76*10^225+23)/9 = 29 * 197 * 33890969375607938419856093881<29> * 5735806801717390131476615954437<31> * 1833720608394634707113259562692997<34> * 4146629062886163511500077631997829670248932687754508501615333012291288248161380029447597180188683219415872847442412758175008942591<130> (Serge Batalov / GMP-ECM B1=1000000, sigma=1158574252 for P31, B1=1000000, sigma=1944244005 for P34 / Nov 26, 2013)
(76*10^226+23)/9 = 3 * 11 * 31181881 * 2597349724091<13> * 249313040184903140647150900145482091107<39> * 126729992368531462714789684483219076614954679896987811007736084037541962607499448927762268365099842638653337713741137888340743557452816871727847682544924554814427299847<168> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=950754329 for P39 / Dec 30, 2013)
(76*10^227+23)/9 = 1009 * 17543212177<11> * 2701771316191816552168103<25> * 48959889622370869971087113719244235814240223<44> * 360646551605617288123724595104871287541317975635066069287374472957171282865009375125685239949819379656972653868222806779001779942046246303101931991<147> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2961505789 for P44 / Apr 28, 2014)
(76*10^228+23)/9 = 11 * 1483 * 4643 * 1657413341<10> * 156031961261555189<18> * 944651443132963846677550458698274907307<39> * [456375763889724636823195782371652931620038341735902083285386188702708893570444885872196062641720901182479165447092135158446251749746717310303784210455975031<156>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1436176755 for P39 / Apr 28, 2014)
(76*10^229+23)/9 = 3^3 * 967 * 1613 * 13362743479<11> * 10866827339497<14> * 1749388695717477165431<22> * 2170581436013647278853073<25> * 3636517474524166681895911466902270414141152181152947652298576090000071143553530761351532863693809795902271593971052371809892232195473724145153700955618239<154>
(76*10^230+23)/9 = 7 * 11 * 71374314293<11> * 153652067630252964607165153796246318369751892599257238106476795021991607086034761617502644677447072574581586123747630450821721226995563800462819403507049911308446158283724344220465335894011161970979370944483068856301327<219>
(76*10^231+23)/9 = 521 * 25334060794674535092702976355563219<35> * 639776893950929526675214878620500117643871094484584734479983636996122543446894269433278783514324724354984445994020448658426549123198430581169714968718818951922331379083683508300146947646359501853<195> (Serge Batalov / GMP-ECM B1=1000000, sigma=348679905 for P35 / Nov 27, 2013)
(76*10^232+23)/9 = 3 * 11 * 23143 * 36793 * 6840013 * 3172258047149044326377745521269<31> * 64265099568122598328521563170273259<35> * 7608062228443340510408272338751582736231<40> * 4032060400869968501778385254056189215968311681821295681<55> * 70253923276963707328260493137287772686455933450511729797<56> (Serge Batalov / GMP-ECM B1=1000000, sigma=999922305 for P31 / Nov 27, 2013) (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=2469333609 for P35 / Dec 30, 2013) (Serge Batalov / GMP-ECM B1=11000000, sigma=1346716552 for P40, Msieve 1.51 gnfs for P55 x P56 / Jan 5, 2014)
(76*10^233+23)/9 = 257 * 709 * 9781 * 15492833 * 14683615867<11> * 582577849294065631709938476292125749<36> * [3575120162843557771802699421469539846696197788540738816797006706704089471963489635610166222223128578521259107994984786786608227789518727301360560741958535524094473462077041<172>] (Serge Batalov / GMP-ECM B1=1000000, sigma=3098853628 for P36 / Nov 27, 2013)
(76*10^234+23)/9 = 11 * 241 * 77345024165609<14> * [41184042711284522492667150126103410550947428197327139787361794500646600307694126084208332219351604160432800162966960018195741966869945546865848628673214450548704591955029689175033307776757399081983299823280987058089733<218>]
(76*10^235+23)/9 = 3 * 31 * 524893 * [1729885479464425907765542639206291577100423364205666257642073542616836140929499926230627043812748081937691887689069910478722339179551872301602000736380382296542290563806346777290840053124692027748337289274142579359992948986785703<229>]
(76*10^236+23)/9 = 7 * 11 * 3192896473801<13> * [3434753070385483056527539043240506607346916372858571790062262680500976707955268746898326554260706027234895969378854112110294115122242919211007638793177322081507957486325643501194713030820527225180585634177972834633230755011<223>]
(76*10^237+23)/9 = 861167 * 46545724517608072784077<23> * 210670588662909908137083461669970669197070121672259644756774521732345592780234070129827727624768426279018681740716230341327796421415285768580900000545938054370408842111780559597114759440963473423980479876358933<210>
(76*10^238+23)/9 = 3^2 * 11 * 293 * 1067293 * 4752431357<10> * 108619396621<12> * 104429040330300471199<21> * 50598784143427504524228284442840102833229366430039620830705913705236782201735263926910778565199629469957233514167466727651127326409894456406420971152773674090017807737635999687624633810099<188>
(76*10^239+23)/9 = 17 * 149 * 122261101 * 67510456693<11> * 2393039623181793827<19> * 128041896882150927526609303<27> * 17480825222510270187829188615473<32> * 23534770379096635700814761254249<32> * 252714152796791360577672541942727118431531759<45> * 1267865239717102485466183391485197695474845491550866199367028313361<67> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2180174878 for P32 / Nov 13, 2013) (Serge Batalov / GMP-ECM B1=1000000, sigma=1775978600 for P32 / Nov 26, 2013) (Serge Batalov / Msieve 1.51 gnfs for P45 x P67 / Nov 28, 2013)
(76*10^240+23)/9 = 11 * 43 * 191 * 15842099685799<14> * 71144028749475347<17> * 82932618570339451778552629466644862456418749808582352955102130741629605760969258814983379453042992722508946183997680107170516779427029784178751275184401486285517158698473202479005052593659640307489608059093<206>
(76*10^241+23)/9 = 3 * 569 * 1181 * 4721 * 666557 * 13627751 * 7169383469<10> * 89748530272697<14> * 171278354784266912789<21> * 22151278821108782870101<23> * 400112149080705735600621470197548587981519551976805850083353306592316816787346392357531158134971650082382087869785879186140895722578003814499277019128239<153>
(76*10^242+23)/9 = 7 * 11 * 83 * 997 * 19678489 * 7420107329352161<16> * [907622328322562061468944357146402135680183737982605098330671389306058287309882084287379075945561565978549233623145029004665503191162151073064003470489473218170316780143202507135128584942069078981248376628710618509<213>]
(76*10^243+23)/9 = 617 * 20286473 * 4075477657<10> * 98370991491703449514562266211<29> * [1682805048529667103165699107004760317730473595258489097973153489774730510570642302846357764754862762108292966059608532299818588259378801266267990808448263519651022658225910246959648250592091479021<196>] (Serge Batalov / GMP-ECM B1=1000000, sigma=1070154572 for P29 / Nov 27, 2013)
(76*10^244+23)/9 = 3 * 11^2 * 167 * 1593767869163015549<19> * 31556186100456956742822107765854351<35> * [27697362239803760250121042298001119801381789284602797825106086420372871983646310152571109807656256260488276184904258936147180822491462777688692553474341610419496304982074199032782229875993<188>] (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=4233666038 for P35 / Dec 30, 2013)
(76*10^245+23)/9 = 103 * 220211970041521546816999<24> * 2682631070015945345684848354081<31> * 11720786047973580493639977159847<32> * 193041779529885257227821812678860193<36> * 6133719831474775637776955524332924757091666040790009002453007024089132405629658075565598912654364698856861067151118756655001<124> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1007735961 for P32 / Nov 13, 2013) (Serge Batalov / GMP-ECM B1=1000000, sigma=750797247 for P31 / Nov 26, 2013) (Serge Batalov / GMP-ECM B1=3000000, sigma=3818401102 for P36 / Nov 27, 2013)
(76*10^246+23)/9 = 11 * 577 * 9880891 * [134650036688153165614437763722972612508994871885532318744147126072703256673583536522421000791863306858676471765660497767883882725878692377834777339127288460464768312827371251449930815907842768936995571764879480959093056228101063088857511<237>]
(76*10^247+23)/9 = 3^2 * 89 * 60937 * 78893 * 1082177 * 3708524693747<13> * 5464111483672983048417680562085077823509657021033570516174213872009622190995414870661852566232477508782636535719474795190819631849567546340993800637293168877866355494906429962886976316669440691490846965561184980638193<217>
(76*10^248+23)/9 = 7 * 11 * 349 * 25133881062324225149569223<26> * [1250245716036145022464333662926702678051978525627120654567967491457897091668971306517883371412739692268433112466660815283839638161817220217464769593048687672345960905472015527793724317613541413942666674125418866762471793<220>]
(76*10^249+23)/9 = 47 * 3276491 * 14181436467811<14> * 1481465827832993<16> * [2610071374110923905121436735800520201119473808017381975725043585172006419713614129414370816077173896743948314022811992351702115236885181809838823527813047823025945645287282247061173019476236425532261187852720943857<214>]
(76*10^250+23)/9 = 3 * 11 * 31^2 * 392389 * 6055267094203938732678445225715186099<37> * [1120685174737091905692387040905899974632076779506768171441941318660110420823384282952517996012575550847005973702050867902843172954777135876751985021177745977701749190745627260751562751177357360571420526529<205>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2992968753 for P37 / Feb 24, 2014)
(76*10^251+23)/9 = 139 * 24562301 * 28854957583249898228661321823<29> * 8571696652552694460361922135670100659653332474272079615316500725275089878009745087263039632636289613671832026712180723622075555268270876997376088638810101316669424591248480564824713227943371590597371369081709232351<214>
(76*10^252+23)/9 = 11 * 331 * 13829 * 182814430244728564253<21> * 262128055303658204284595436231958962349<39> * [3499738929728059350126588979433745205533827358816767615894712567111929421908288617031849481340687249884290299025443084140822069738211463992432098044574959196036811200773618703867229265059<187>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:2523070650 for P39 / Jan 19, 2021)
(76*10^253+23)/9 = 3 * 29 * 61 * 499 * 641 * 1619 * 37168403 * 4484819201833<13> * 3074973182142827996103521518959929<34> * 59945473865089627659761129188151583588284684094177805131945519093487421831416016843932540053744151609078496331689986080638037475922860835918113610678438112590080723395253153151116604065831<188> (Jason Parker-Burlingham / GMP-ECM for P34 x P188 / Jan 2, 2021)
(76*10^254+23)/9 = 7 * 11 * 39119 * 575970203 * 5328709650503<13> * 7628590601767<13> * 11973640957141444918893964800435007196491675372143740583532281169180262896137777895081321973299079488992574618139215317574425381559567277477182798585228643463572494616291282433145426895183401676221433731976638596223<215>
(76*10^255+23)/9 = 17 * 32260829344593948680207807<26> * [15397373106498572978469384684132851253452628119107309044009023464151543563282824487853035882369205471823007424684888574190322166705870402617119046880689916640989566556049820274199311192947456315556123816391364325242364412564288913<230>]
(76*10^256+23)/9 = 3^6 * 11 * 277 * 4673209459<10> * 2140479674959912710642683845133381<34> * 100010963930018430132323597374828619<36> * 38001184320518649905236436112936152995893638429542782743321116643418040289540361143723501209289896200896937559130803700471713546111357051681097454983483328242571379097936269<173> (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:3853957245 for P34 x P173 / Jan 19, 2021)
(76*10^257+23)/9 = 37114361 * 7522444609<10> * 147850819396273660549367<24> * 112378655795892003342086929721496419<36> * 182038198038417598752100899126102646051870364340824981020531962600966237397416969145648471202354614533607999606717136657282193421097308686775859328859296567785654506255695258539167211<183> (Jason Parker-Burlingham / GMP-ECM for P36 x P183 / Jan 2, 2021)
(76*10^258+23)/9 = 11 * 71 * 181 * 1523955331<10> * [39198480894000041299653267743741357087231687605873760270561681561864743901245950002545353045817104482757130917835856695311687115541765113666671066400975752036171425963043696938355333798296686587989775550677822483060898873557762056142273707042117<245>]
(76*10^259+23)/9 = 3 * 741463126117669<15> * 68299587656429053<17> * [555830262489922206091863485655036524763888885533342821396962971835849068777928090826052286513665447035659266094837874689428014853430560056102079966475700620797983969603539277864810472423436001359960752972916607535828707937968357<228>]
(76*10^260+23)/9 = 7 * 11 * 13831 * 59618495459<11> * [13299820035899686489318196765818437877427217954705744676397456433911706995725089711024277795912674303099351685529218477565691469934995534903391752926834808586149794699029538834177438620267826787775310814452016210479136147057130232160664264460559<245>]
(76*10^261+23)/9 = 43 * 2473 * 5683 * 15527 * 327260699 * 12436050629<11> * [221124552355504586095643612820511104817283078873067447591048169237942896405781312794548549645507765330224749451631716421391385253785585894546592941046453488444831649479933570106004747710914170439794977676427227956389949458119008743<231>]
(76*10^262+23)/9 = 3 * 11 * 210299 * [12168020575098117074065604491331670253110678409895239266753158878180870677268662993749656073300027859963950958202000765208388639788693997225659287770852733120742003332980941053257136548069933392735688514555746449383604101410653034769174170692960606369609741<257>]
(76*10^263+23)/9 = 653 * 78539 * 457517 * 716791619628595561<18> * 31864027909218877709<20> * 43083161074488995519<20> * [36573299706317918425566286474668517029135424684571051505438000267498064141473277877943064756053412192327346085334987748569530198632731395635623065483232992472464941393400643427065228876635859583<194>]
(76*10^264+23)/9 = 11 * 241 * 25873 * 20484403 * 135700724296149651493<21> * [44290347684695347249818530229396761535765233097285512386446171055631295739010447730126730501868023362020670979741197233462318001184613984469526980801430481242340022828404215387607908635426321209194621450784059416421590776594209891<230>]
(76*10^265+23)/9 = 3^2 * 31 * 5281 * 60601 * 945859363143192558813903102060077<33> * 999871878734534906789277728107908489595346321309633130024974485922334930600294513190606451831074603992052803016857661912135125744612778921464637021295267912134958226938609694221770019417223067841632233173138342069690352389<222> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1021390368 for P33 x P222 / May 1, 2021)
(76*10^266+23)/9 = 7^2 * 11^2 * 1427 * 576103247 * 144093669857<12> * [1202321003865076968756494414859222121373018440906840439581253917560747519621653532252857809494276290579718384197626204407038127869334404781721273696111030284295033416347475251361100827992404537017929457001862293916774349263106036598395761171<241>]
(76*10^267+23)/9 = 2837 * 66067 * 5820600718369<13> * 7740327774644651411581309922476915383176874659152956760690764376364562750601550055687094052728080353718312650769646776153813860524217545445172007248170884150732453615919739438697359666440158751430460678034352587742586729709524035941107356994786897<247>
(76*10^268+23)/9 = 3 * 11 * 233 * 373417617679<12> * [29410771567632292738125569016106798467964351865589543227189093076379318941067970581307452025856005842881653262057962016936678873942384464953269658283868903802862825905171529993319978151846121006759524076119324355181284063847101723597174348194023751181737<254>]
(76*10^269+23)/9 = 11699 * 660887 * [109218229666787785788874997518542062093503634086567990178515402480942358882534601172222758438461804117305508067544743239614536115258159985173844908858467094603226193431873402742248611633769380488893023126536465806944355174169958261565314281949967747021116232419<261>]
(76*10^270+23)/9 = 11 * 541366250750893<15> * [1418035879798518028927972826863431876083360970413106667826573715211223935794991270430802246612307982463465165942165805177099549188426422755431456810583546310650443997632885005397227565107775519292537879242815803551479392187057581683676326319874778060817489<256>]
(76*10^271+23)/9 = 3 * 17 * 133769437 * 5221080019<10> * [2370738530701633329247771997224622300445048090138752471963186085538716231489891296942883311091887008469615916728969722062639565232210790017343301119911680366719367493980497789251045947401923007628249957555542776333744067767850822352476055125658836401299<253>]
(76*10^272+23)/9 = 7 * 11 * 20963 * 21362652853<11> * 130419705928641931<18> * 109381385236805374657524507817981<33> * [1716663228186657244770515172868590880494237760862852594382977796179415974543029005714009921952424472165308293264353879691718325543593260268412086265345293039638244932035198397051475589247843799860493326774459<208>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)
(76*10^273+23)/9 = 2650433 * 79385057 * 74637245909<11> * 192679911954477176709345587<27> * 2242685427237899558490049841488124491<37> * 127029417504039504199269216413956388497<39> * 9796045171892747142319653358308882266661301781888596861960076350386756144907240850851882413139907672760399002159284278868720179956860997257050615107<148> (ivelive / GMP-ECM B1=3000000, sigma=1254195294 for P37, B1=3000000, sigma=2074086705 for P39 x P148 / Apr 20, 2021)
(76*10^274+23)/9 = 3^2 * 11 * 59 * 401 * 439 * 87943 * 920291 * 103099789418211857510332519<27> * 9842167549191069129162193827323674263045738053537333013125578093327254613956451029910350246020644008602964111762129881098354531014504235314973977495581885527561036353782965143472348788338515359805282862228946972048499262457072899<229>
(76*10^275+23)/9 = 659 * 46233597873957817292373333989867<32> * 16103358387314041121747822706385751171<38> * 18266264100771471252153877405124625385303<41> * [94224054010663638834068483041725333010159118093851563027665624574813156970082757569615630737630409070762843392477223632546997829152934992634383722069877472406952323<164>] (Jason Parker-Burlingham / GMP-ECM for P32 x P38 / Jan 2, 2021) (ivelive / GMP-ECM B1=3000000, sigma=2252368700 for P41 / Apr 20, 2021)
(76*10^276+23)/9 = 11 * 5059 * 28949 * 16632649421<11> * 18448084373<11> * [17083129855018113242995919485741015877984989310882612762689569241334095477215495366909659256324798437140242829371967516880945202112679301464447402226744474652471409791746286482983344336629998708278029829040440308351135410489187339779393733186917459<248>]
(76*10^277+23)/9 = 3 * [28148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148149<278>]
(76*10^278+23)/9 = 7 * 11 * 487 * 58193383 * 1688669565701<13> * 25803363650886236999159751453491<32> * [8880896158714803880139829161002942705274937239596697165992032442672926933492671985775183569681989236668266698035707327470927800548819595967065369217038613112663848259444366895583482810915979566803597793623215765608886405301<223>] (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021)
(76*10^279+23)/9 = 103 * 2543 * 28657 * 267048936140411692363<21> * 689109634457767973100863<24> * 37568225094619875454833675569<29> * [162725990180449169033388855028672615608355052464416056148724099081771631080136938166813564238311622153966002103256686626155745598620867547249382783011919981060895349500499305082166275043980918950059<198>]
(76*10^280+23)/9 = 3 * 11 * 31 * 151 * 18115883 * 80443043 * 288669420968960881401323<24> * [1299480368331605155328048583980517415052934156671066385804039029009967901754749206617167550512922439275582657660343347058768211142661908700315240245805131927315519248104715363062183961012739267354573554226456823341861722438849688488114997<238>]
(76*10^281+23)/9 = 29 * 2749 * 60539 * 80911 * 3601919215866382780253367280633573<34> * [600373570037777950680269064696807999307388667001059692555144011611485381484206766074884185101456654904409758392080629124002200618933093016373835632908578381645210741795637002123412388805710885219151785546650393338780904454818854925871<234>] (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021)
(76*10^282+23)/9 = 11 * 43 * 2621 * 101181307 * 67319771947529688786674203705201540636173964334608523458068815243383726143923753799188733639723070547484954084528582543042571489680270242491178160777111305087514807160968886092991552887702801190896688082787515109009292987345774719121813208913694628340769161502925197337<269>
(76*10^283+23)/9 = 3^3 * 83 * 199 * 521 * 4467878897021<13> * 4030379190274824811<19> * 408833348695343003466040906507983913<36> * [49367917962022193679954943327495592312218019676032583846280688183046954756749830940787364251514711144374180449418858115612736439678455554371842492203194370288661322474343462261955546766637897659858741036409991<209>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:91647546 for P36 / Feb 28, 2022)
(76*10^284+23)/9 = 7 * 11 * 3502273 * 281418161831<12> * [11127003883734363702571151165277067281624547084466808187832565028246743834124509993719579838345275910171957259136871080963829959967238261390193231962093495470726935726406680524416817564074640904446015479612939058178946253073262219018859573198700779043099955203354797<266>]
(76*10^285+23)/9 = 641 * 64429787 * [204468474926742239999309879294807101234136897712098141565433075253180427692155560171351203861592979872186877551576059973870004569962936597593414848175489959319612796268110811608188396487590375134623063207470220676942726350470966768877839817028583132778315739541185023232876941<276>]
(76*10^286+23)/9 = 3 * 11 * 19147187721627103<17> * 14552208363566739683<20> * 37276019020924975873<20> * 246373344250522937231883893784715684851121418090943791023504557806301002147142036347923313227646946494181378112955240420030233289333352928670373145773347162260093623244241662804105768849006310042784450363970744827379948406480490667<231>
(76*10^287+23)/9 = 17 * 2141 * 372223 * 657181027 * 741503382678406326366219107<27> * 127909893037726436920885995001794463930626850942377464680116931811644759949045339856578782432279870152929049088007790997621177841028244610211808413109779681779813150479430551925291904234214009694515720264190460544979185274921026669067684589533<243>
(76*10^288+23)/9 = 11^2 * 109433401854691<15> * [637728480324426193010695441597413706982295488225599947206402714636295057866764691257732419767499746891073037112497150736436867958075310817048590556005608343250616013032631366047237745012928619660382253153635362152369643465690303848073970934582464415241870713814572458804477<273>]
(76*10^289+23)/9 = 3 * 11185381 * 1848542797274737147706093581<28> * [1361349187841900704291447867184369719877206876379427424109566398567497252888240771983563362807364394733187111197529906265875676335001816823905295699282147042600229864563013506197043187308248272339671571125904792520742383503846336992227740090124711155029909<256>]
(76*10^290+23)/9 = 7 * 11 * 11819040849623362501<20> * 8450837288612059796166203<25> * [109798999817669943769023827566985549395394098468520624696785328424957056499972128594012973190366138402386146688456468511247322244805358000171940112704536941657359593979714991092916495838692782822122098563090098474104994965667862669375207223886637<246>]
(76*10^291+23)/9 = 89 * 2485173299831<13> * 2568114220785170474581<22> * 15132368202261498913994239<26> * [982433496292642799054031935041060871046043991439217539370524099284597041865265557608704055178486482484398742539493758985943954803733754017562223610584170292225876662942550690624779916631864053325658306322839743436139574150102939587<231>]
(76*10^292+23)/9 = 3^2 * 11 * 887 * 1283 * 4028357658776253757<19> * [186061959116775005259484026914221107817489812590166744274332798775326402815174396165796018358386421677440275037047673096527205554754943470686244823574235363265643823157453394150552039319831694261200571666680519842557964897768092782362954146923649049183346445192279749<267>]
(76*10^293+23)/9 = 71 * 49884592418792959<17> * [238421988591591366922696651588760335870579938683719956225851164055796625555980542812896907901775126197217879237188736678313991679557667340103405463107348989225650281900624202856922324051286422943274189487787023455590491945899704828873889039157251008277370087224273868198601623<276>]
(76*10^294+23)/9 = 11 * 109 * 241 * 4111 * 15461 * 3713147 * 44773329972961<14> * [2765592963299030519443941409587135362675043046798103605778610137953405676373937691426895675156122425695243417991603737016356279827319259659374138049536027880736013734272422279355137900912531930826991226190582942529094775941910361583494664015271587437986297663769<262>]
(76*10^295+23)/9 = 3 * 31 * 47 * 120120751 * 95057245257827791<17> * [1691948007164680643273087090921875818188396069449291876065912878329288338353958846366950868608235757933044637654445153387373995983366450447349757259294820958789815392387492555002724947543609716831648380541807353480338776954477294197455317051767373356918920748432846277<268>]
(76*10^296+23)/9 = 7 * 11 * 307 * 461 * 76772008837<11> * [1009341551466949577018242226654676592690713383787570162148808839183687135538798693657791046086705043378845536172241917170170032194964442065880475530005793143917163196609191759613688590549485503418066229220488674157683958014979612103618164626236451833523338171535872518372669828089<280>]
(76*10^297+23)/9 = 139 * 2081 * 2089 * 163976551 * 425432319445729<15> * 1844010926651453491<19> * 50919828741687647649617262977<29> * [2133453153282914295937184670025297668697524174997118693720403147726415467107629644348739251220582108619834292630672750576852264805354882479867299593130196905375808155464473961791257602082759361196272414454386113118112049<220>]
(76*10^298+23)/9 = 3 * 11 * 113 * 1033751 * 5072349413035398514520610540247175064698909<43> * [4318705543714628001528061747677275009213543639905891639967824397967792695300408364537855517073921039090885314052068020502426029032158129585876086168343720517988486697415658650846989715050025358103040071308478972664349922757717785554022848993514877<247>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2027264037 for P43 / May 6, 2021)
(76*10^299+23)/9 = 27269801544704187567877367574920117437<38> * [30966284923640600571943361951938702830504451738467036516273396215474211805972868812855026815382301143047102895092578629291767555887456106110366251460296682633505597883757019123044953975921018669995677567150505666463460681271292851300723493812705006791004381054731<263>] (Jason Parker-Burlingham / GMP-ECM for P38 / Jan 2, 2021)
(76*10^300+23)/9 = 11 * 189797 * 207569 * [19486173322082544552992314799574983985728938912421348063771700022165198606472642640042292018700155024920726021458052047551865702735834858755769057946166784846447423404879172248448968354999793449771594597736462558840740554073447649318550313828328901796907493334211660514398744337881839067689<290>]