(76*10^1-31)/9 = 3^4 (76*10^2-31)/9 = 29^2 (76*10^3-31)/9 = 23 * 367 (76*10^4-31)/9 = 3 * 7 * 4021 (76*10^5-31)/9 = 13 * 17 * 3821 (76*10^6-31)/9 = 1867 * 4523 (76*10^7-31)/9 = 3 * 853 * 32999 (76*10^8-31)/9 = 47 * 677 * 26539 (76*10^9-31)/9 = 191 * 44211751 (76*10^10-31)/9 = 3^2 * 7^2 * 911 * 210191 (76*10^11-31)/9 = 13^2 * 25423 * 196543 (76*10^12-31)/9 = 1061 * 1171 * 6796711 (76*10^13-31)/9 = 3 * 91129 * 308882443 (76*10^14-31)/9 = 26113907 * 32336963 (76*10^15-31)/9 = 653 * 12931767908797<14> (76*10^16-31)/9 = 3 * 7 * 4021164021164021<16> (76*10^17-31)/9 = 13 * 61 * 8142833 * 130774289 (76*10^18-31)/9 = 89 * 94881398252184769<17> (76*10^19-31)/9 = 3^2 * 97 * 2017 * 523867 * 91544003 (76*10^20-31)/9 = 3989 * 4259 * 4634111 * 10725881 (76*10^21-31)/9 = 17 * 8946727 * 55521089013199<14> (76*10^22-31)/9 = 3 * 7 * 10151 * 12253 * 32329614554207<14> (76*10^23-31)/9 = 13 * 859 * 14532797 * 5203377797459<13> (76*10^24-31)/9 = 10627 * 794621665987056031283<21> (76*10^25-31)/9 = 3 * 23 * 659 * 1857105505584756096071<22> (76*10^26-31)/9 = 844444444444444444444444441<27> (76*10^27-31)/9 = 103 * 311 * 136883 * 1925856635394893219<19> (76*10^28-31)/9 = 3^3 * 7 * 11789 * 37899397943129858945921<23> (76*10^29-31)/9 = 13 * 467 * 6604099 * 21061886833575323429<20> (76*10^30-31)/9 = 29 * 17683 * 1711049 * 9623979543991324487<19> (76*10^31-31)/9 = 3 * 53782128842441<14> * 523373632728640667<18> (76*10^32-31)/9 = 241823 * 12544917779<11> * 278359250834363773<18> (76*10^33-31)/9 = 3167 * 5067760106887<13> * 526146845592227329<18> (76*10^34-31)/9 = 3 * 7 * 14827 * 164522132742629<15> * 1648443892500787<16> (76*10^35-31)/9 = 13 * 257 * 463 * 545900655993015919396906194227<30> (76*10^36-31)/9 = 8444444444444444444444444444444444441<37> (76*10^37-31)/9 = 3^2 * 17 * 551924473493100944081336238198983297<36> (76*10^38-31)/9 = 844444444444444444444444444444444444441<39> (76*10^39-31)/9 = 1297 * 31223 * 208524206720483307309375147638911<33> (76*10^40-31)/9 = 3 * 7 * 4021164021164021164021164021164021164021<40> (76*10^41-31)/9 = 13 * 151237 * 41806570972367<14> * 10273658581523321151383<23> (76*10^42-31)/9 = 4549 * 315067 * 454723 * 12957025301224274481945004949<29> (76*10^43-31)/9 = 3 * 28148148148148148148148148148148148148148147<44> (76*10^44-31)/9 = 45979 * 135019 * 1276901255006603<16> * 106526917514531590547<21> (76*10^45-31)/9 = 86489477911<11> * 548126297437<12> * 178125939759807974635163<24> (76*10^46-31)/9 = 3^2 * 7 * 1340388007054673721340388007054673721340388007<46> (76*10^47-31)/9 = 13 * 23 * 163 * 26845547 * 645416453512157689410262238818522219<36> (76*10^48-31)/9 = 296827 * 462013 * 2160287867<10> * 5584870289<10> * 5103742643479714757<19> (76*10^49-31)/9 = 3 * 859 * 259434389 * 2191789353462141809<19> * 57627570185925702133<20> (76*10^50-31)/9 = 7464551 * 113127292511558222918490937290728463700555391<45> (76*10^51-31)/9 = 59 * 534585274668409322225827<24> * 267733107899876052401513737<27> (76*10^52-31)/9 = 3 * 7^2 * 43961 * 6600247 * 504805252579<12> * 3921950712972330318681203071<28> (76*10^53-31)/9 = 13 * 17 * 541217 * 1647101 * 4286345246644839902562821048727870621713<40> (76*10^54-31)/9 = 47 * 149 * 1205832421025909530835990924524410173417741602805147<52> (76*10^55-31)/9 = 3^3 * 6469 * 1226857 * 8241520921993<13> * 47815517109503113317306023686607<32> (76*10^56-31)/9 = 337 * 2505769864820309924167490933069568084404879657105176393<55> (76*10^57-31)/9 = 113 * 3769 * 4993 * 3971046164204875352975902196619972170951326750321<49> (76*10^58-31)/9 = 3 * 7 * 29 * 157 * 401 * 1480230716203903<16> * 1487922644133523492823265801050473219<37> (76*10^59-31)/9 = 13 * 55949 * 1161008506984306373035394108156802753667755723199073393<55> (76*10^60-31)/9 = 8444444444444444444444444444444444444444444444444444444444441<61> (76*10^61-31)/9 = 3 * 103 * 14951 * 354738689406691<15> * 51526875067497657087160363492748599164289<41> (76*10^62-31)/9 = 89 * 487 * 7040711 * 2767168446009271476443363661843478837843233447591217<52> (76*10^63-31)/9 = 36187 * 766594313220384773893<21> * 304405790315214646687631030305261457951<39> (76*10^64-31)/9 = 3^2 * 7 * 151 * 5953 * 22879151 * 65174513635422694876679782345465668805868045049119<50> (76*10^65-31)/9 = 13 * 919 * 46609839161<11> * 1516472764386980462571633913900211062123495921097123<52> (76*10^66-31)/9 = 223 * 167407 * 638999 * 435624491 * 17140654723<11> * 47408119937940961262792943529497983<35> (76*10^67-31)/9 = 3 * 163409 * 26761973475845818511113<23> * 6436588128533367142268516048676640733291<40> (76*10^68-31)/9 = 25121 * 12885791 * 318861736235605117975019<24> * 8181268947699773390954636236322549<34> (76*10^69-31)/9 = 17 * 23 * 21597044614947428246660983233873259448707019039499857914180164819551<68> (76*10^70-31)/9 = 3 * 7 * 16012232279<11> * 74406733436803<14> * 82736135484627017<17> * 40793637860916667638544823849<29> (76*10^71-31)/9 = 13 * 601 * 459593 * 3289676990520331<16> * 71486921643928733379626471152072180812404909879<47> (76*10^72-31)/9 = 331 * 8871761057389<13> * 102700086204481312457971<24> * 28000284525573752118773317547541869<35> (76*10^73-31)/9 = 3^2 * 409 * 457 * 77003 * 884573 * 68518727 * 10755694422020369466664663257281748584029261579321<50> (76*10^74-31)/9 = 1481 * 12824808277<11> * 44459558217988586356985416293501288451679963672069278712913293<62> (76*10^75-31)/9 = 859 * 7888189 * 213507787399<12> * 5836962341599295313046070244785955964692617828208413009<55> (76*10^76-31)/9 = 3 * 7 * 1901 * 35573 * 7646455241<10> * 20549267153<11> * 378436214782203833108868012702596770328039471149<48> (76*10^77-31)/9 = 13 * 61 * 5303 * 12736862097292324039<20> * 15765720453666341235107863492565742368335684175373761<53> (76*10^78-31)/9 = 23581 * 75767 * 389850772757<12> * 126085692449111173<18> * 96153382293630187549846967753267562766403<41> (76*10^79-31)/9 = 3 * 491 * 57328203967715169344497246737572603153051218224334313947348570566493173417817<77> (76*10^80-31)/9 = 844444444444444444444444444444444444444444444444444444444444444444444444444444441<81> (76*10^81-31)/9 = 10079 * 1503825056202246183799968865514402281<37> * 557129713044046323243266646178088504837359<42> (Makoto Kamada / GGNFS-0.70.1 / 0.11 hours) (76*10^82-31)/9 = 3^4 * 7 * 179 * 829 * 2848377353909<13> * 133337505120758225423<21> * 2642595027156645072047894729865557833147579<43> (76*10^83-31)/9 = 13 * 9871 * 337367 * 563875728450502727426322758171965447<36> * 34592390766740634051909396281139926483<38> (Makoto Kamada / msieve 0.83) (76*10^84-31)/9 = 14083 * 3174597355854156171457463259257833<34> * 188880556382783423123982021427992819138042524219<48> (Makoto Kamada / GGNFS-0.70.1 / 0.13 hours) (76*10^85-31)/9 = 3 * 17 * 10942198027<11> * 163869371756482013<18> * 923418450635089849372617159495061463095691288865625452541<57> (76*10^86-31)/9 = 29 * 691 * 1033 * 1951 * 7591 * 25804441073<11> * 397818910773527249<18> * 268323416226642276220569555856632046589464799<45> (76*10^87-31)/9 = 740293786349217374874217<24> * 11406882781076002148340571422220032338082424717428723464348909873<65> (76*10^88-31)/9 = 3 * 7 * 1279 * 23942388731<11> * 55674630727<11> * 2358611548688034783080841208443521209229252891018786315088822727<64> (76*10^89-31)/9 = 13^2 * 1753 * 3044552076719<13> * 936222458857776711274548909215727750529325009943979168899102200568955127<72> (76*10^90-31)/9 = 10011535771890503253409<23> * 13778961250963523916139<23> * 61214442777998828589013387034014525996629970091<47> (76*10^91-31)/9 = 3^2 * 23 * 92809 * 16161907 * 271968146025704638583310115698305073840608604006015587173784791096592470574501<78> (76*10^92-31)/9 = 844444444444444444444444444444444444444444444444444444444444444444444444444444444444444444441<93> (76*10^93-31)/9 = 229 * 10068761 * 2566822944331<13> * 1883398731388090853<19> * 757567582079529023626315357149547712735339326057920923<54> (76*10^94-31)/9 = 3 * 7^3 * 37537 * 114505751121841<15> * 19092765907209980588796755487178662512926595938348030945828078116893278837<74> (76*10^95-31)/9 = 13 * 103 * 193 * 2477 * 8426517595861361<16> * 2981159408730556154413399570337623<34> * 52513849957763341501897264106402412193<38> (Makoto Kamada / msieve 0.83) (76*10^96-31)/9 = 167 * 2843 * 17785978049762826322966682416618281785590502662163069803645142590888103029490321736641618861<92> (76*10^97-31)/9 = 3 * 2063 * 5323 * 18430916426017<14> * 477148651136585265266591074818331<33> * 291469760219813026916361626390460500868902389<45> (Makoto Kamada / GGNFS-0.71.4 / 0.32 hours) (76*10^98-31)/9 = 182156099423<12> * 443357841669861777819352800221479<33> * 10456178067275891922505268429968120173598376185397114273<56> (Makoto Kamada / GGNFS-0.71.4 / 0.45 hours) (76*10^99-31)/9 = 591599 * 2309537 * 3696754856944765111<19> * 1659645030765438885543581<25> * 1007355739673452170773384649665231788828209877<46> (76*10^100-31)/9 = 3^2 * 7 * 47 * 131849 * 2485457559747264640744532982067<31> * 87026092383388083799190073612381941996236051209047619613568507<62> (Makoto Kamada / GGNFS-0.71.4 / 0.44 hours) (76*10^101-31)/9 = 13 * 17^2 * 109 * 859 * 3181 * 10399 * 30048600141444577793<20> * 2415075621989135254323969890965205341257437926775780293480071845969<67> (76*10^102-31)/9 = 309019 * 6531849244321<13> * 4183596080264827041035639959838092072325007012292915349579061818691088600453040030459<85> (76*10^103-31)/9 = 3 * 139250088334434707515129177<27> * 18069956887710666016814330671<29> * 11186577413185771378056929456301020495865990619141<50> (76*10^104-31)/9 = 191 * 34629650125721177666774498280815957006484758009<47> * 127670221493792846751421756697560481419687506531417316639<57> (Dmitry Domanov / GGNFS/msieve snfs / 0.37 hours / Jan 16, 2010) (76*10^105-31)/9 = 5212393 * 1620070559615217894054505184939900818001337282980090803675863359582526575498901261751453592322076337<100> (76*10^106-31)/9 = 3 * 7 * 89 * 526937 * 989619828201138241410431<24> * 86643242864179619174955948167916529559545197470214725047448596144164508987<74> (76*10^107-31)/9 = 13 * 11821 * 136142557 * 137578070281733537<18> * 6754699055729352101063<22> * 132033336833510036964112831<27> * 328958257651279454756062819021<30> (76*10^108-31)/9 = 213023669 * 763914471086885710481988605484977375731<39> * 51891770095257467002158906462583346406555154932827173244871319<62> (Serge Batalov / Msieve 1.44 snfs / 0.55 hours / Jan 15, 2010) (76*10^109-31)/9 = 3^3 * 59 * 6696314033119<13> * 16049528994279377<17> * 493238766556291753492240591651590861614334802459313495673200537672804523990799<78> (76*10^110-31)/9 = 3917 * 189593 * 11822930179<11> * 96176747895499010260364816938224915152877235177067874541309154014466801627118339940194268759<92> (76*10^111-31)/9 = 3045927534379<13> * 2772372076857727182985360492195147810730051145129362444129774256841942320844901724061904977357541579<100> (76*10^112-31)/9 = 3 * 7 * 130657 * 1578607 * 8192230733<10> * 98665736999911<14> * 102391989898998128444484191542973111<36> * 235564888613085383176411733912308455429703<42> (Makoto Kamada / Msieve 1.44 for P36 x P42 / Jan 7, 2010) (76*10^113-31)/9 = 13 * 23 * 1601 * 396181 * 2920543 * 970518868775191<15> * 1570895626301610008040198029704558073207926308966781101379869293236858603804972903<82> (76*10^114-31)/9 = 29 * 11871245527<11> * 37414059629327<14> * 655604556816135386073677500140369083972243635424873848545440117188975272791483066337598901<90> (76*10^115-31)/9 = 3 * 97 * 468493 * 822749063 * 2129750329753<13> * 189034173090957100009<21> * 1869986947698720480039910208556953934380847456408995436169767665257<67> (76*10^116-31)/9 = 131 * 701 * 6361 * 971913740710467828318011587<27> * 8036058725616827040145249489039622274601<40> * 185091105646423144205418701322640686169573<42> (Makoto Kamada / Msieve 1.44 for P40 x P42 / Jan 13, 2010) (76*10^117-31)/9 = 17 * 14897 * 55021 * 510266010927739019621338362327017203<36> * 1187676664692093008616370860864028675230324876917477153106550469959898543<73> (Sinkiti Sibata / Msieve 1.40 snfs / 1.64 hours / Jan 16, 2010) (76*10^118-31)/9 = 3^2 * 7 * 1340388007054673721340388007054673721340388007054673721340388007054673721340388007054673721340388007054673721340388007<118> (76*10^119-31)/9 = 13 * 22887185828046641<17> * 726829997887495832606375353<27> * 3904833238423920987589967971727217158391869571508746951572265226912222275509<76> (76*10^120-31)/9 = 361979 * 520409 * 131832984603991613<18> * 395849234075179483<18> * 10355482290871900149055445013129868349<38> * 82950438211105517534627296066273264961<38> (Makoto Kamada / Msieve 1.44 for P38 x P38 / Jan 13, 2010) (76*10^121-31)/9 = 3 * 21661 * 19259549 * 67472253088377795725545200881800430034418784052627718877099885007746516929282424085943284571562359559560119323<110> (76*10^122-31)/9 = 1151 * 4817 * 943009 * 161511434810449258147226923895161025617729817686994282640303441445145488550099023334868205472000832307480783447<111> (76*10^123-31)/9 = 421 * 19489 * 9315956207<10> * 13118670247704829<17> * 8421358917930833090227543323452670932714285922510964668361799794050514952603443005288385063<91> (76*10^124-31)/9 = 3 * 7 * 30301286766956203<17> * 925710491338680990109259<24> * 143355886539989840782695649235860027111399203137042870297779124933837327072292467773<84> (76*10^125-31)/9 = 13 * 283 * 432961 * 399619582357208707296238307<27> * 3655588619534374319429874913618823<34> * 362901228845214578766815964534139524251911679856155871499<57> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1466013361 for P34 / Jan 7, 2010) (76*10^126-31)/9 = 151969 * 2250223 * 11441481124507238873<20> * 2158282400341118131651229138690725536722867517417082091990111157210616827633148657151088963354991<97> (76*10^127-31)/9 = 3^2 * 859 * 10922835913134710185544488998117248020235990744333778870061369091248796332226677589502579801376852211155664783914686902657411<125> (76*10^128-31)/9 = 163 * 2087 * 8242148599117141721<19> * 2218879881825275712378743777<28> * 135733421476298564461003476049550446202143083577280838993775144466270840387933<78> (76*10^129-31)/9 = 103 * 1997 * 2083 * 5650081 * 142772101 * 6725469736102306975253327713084578089<37> * 3632836698291982590634885840759260535734772573336463718305105442829133<70> (Dmitry Domanov / GGNFS/msieve snfs / 2.26 hours / Jan 16, 2010) (76*10^130-31)/9 = 3 * 7 * 402570786181<12> * 271917881092757816922415801859441<33> * 36734299707648826801559433541800196987685477989093397784999015755855946754144210715201<86> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1618167529 for P33 / Jan 8, 2010) (76*10^131-31)/9 = 13 * 21405784913<11> * 3034565899885110055761180438301499122652483365035713944761398759798187703342792387575970467052093421979015718280438322989<121> (76*10^132-31)/9 = 7205050563505389109667293<25> * 1172017374481278796688543464748436539210553623220617601354760519751579327174528067976627132617386056087472237<109> (76*10^133-31)/9 = 3 * 17 * 36691 * 9283274867<10> * 161298421491703409138276983<27> * 4065886375833711356092030945373537<34> * 7412330811623064170587141126155528486018365155148582930893<58> (Sinkiti Sibata / Msieve 1.40 gnfs for P34 x P58 / 3.63 hours / Jan 16, 2010) (76*10^134-31)/9 = 6827 * 236651681097409679483063260218971840423701090579063789141390925773<66> * 522674829313045340892022504599065876970248243894621151375088849271<66> (Sinkiti Sibata / Msieve 1.40 snfs / 3.80 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 14, 2010) (76*10^135-31)/9 = 23 * 6245831 * 28988574781<11> * 921030496889<12> * 22129578261476815981<20> * 227424746306670162398743930051<30> * 437462959936009432584060410195112145006886289103343318083<57> (Sinkiti Sibata / Msieve 1.42 for P30 x P57 / Jan 14, 2010) (76*10^136-31)/9 = 3^3 * 7^2 * 157 * 130462337 * 5800335781040037161071267949460132289<37> * 537246131277257970488431539307038167717246900124888605745265920290222607075537945389767<87> (Sinkiti Sibata / Msieve 1.40 snfs / 4.25 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 16, 2010) (76*10^137-31)/9 = 13 * 61 * 206047 * 142774510261557243013415909668599557<36> * 11205486380025059605367161066958973395160112987<47> * 3230354679295790823447692648057178418053707656169<49> (Sinkiti Sibata / Msieve 1.40 snfs / 4.32 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 15, 2010) (76*10^138-31)/9 = 18701 * 1734756337<10> * 513458161813<12> * 7452453177926621<16> * 68024201442490105876645523436067802914433680312792937742037067632531366825207839132876586483426541<98> (76*10^139-31)/9 = 3 * 151 * 787 * 8209 * 16433 * 4398346932879890781489292170793077535967310581<46> * 399210131715948651155899830849008202983027850797990822239701047018042570926249483<81> (Sinkiti Sibata / Msieve 1.40 snfs / 5.79 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 15, 2010) (76*10^140-31)/9 = 876455323 * 294855076739<12> * 3267628611500586189348507205710428977095551318531009273561189632526827893859603171069814435584058502087274798621570228553<121> (76*10^141-31)/9 = 2511755129266955589128353559<28> * 1423240631186024646461504584207177947527<40> * 2362193398015372588306742517880822649608072335099527828916914876172325100537<76> (Dmitry Domanov / GGNFS/msieve snfs / 5.89 hours / Jan 16, 2010) (76*10^142-31)/9 = 3 * 7 * 29 * 3823 * 30795251 * 191753281 * 620686775939<12> * 637407514691<12> * 10574752505563<14> * 3396919239868593951581<22> * 432193105668843955394054441817374694695231111311634338064195659<63> (76*10^143-31)/9 = 13 * 7853 * 334636997561<12> * 8179746569563<13> * 539651300493504070131710851<27> * 5599704399421434424707921260925233633979149951798830355602229492060196288931561534066633<88> (76*10^144-31)/9 = 1223 * 6904697010993004451712546561279185972562914508948850731352775506495866266921050240755882620150813118924320886708458253838466430453347869537567<142> (76*10^145-31)/9 = 3^2 * 3217 * 17191 * 24623 * 2200558961<10> * 146457851608617584993<21> * 4209981873343669208203244824256572361<37> * 5078196626070544874355316665557667809281618648300200891938472244993<67> (Max Dettweiler / GGNFS + msieve v1.43 w/factmsieve.py gnfs for P37 x P67 / 6.21 hours on Core 2 Duo 2.2Ghz, Windows XP 32-bit, Cygwin / Jan 17, 2010) (76*10^146-31)/9 = 47 * 479 * 369082873997456363<18> * 447432744491012780911<21> * 227136042101252806276216313770538640297707999383840115704790457886891551258751133267465386531711577426549<105> (76*10^147-31)/9 = 5413 * 12619 * 8477077638490893814343707<25> * 441295656651821605005134125141<30> * 19593116855792228548482693713489<32> * 1686664766973712265092146514929382762272725765096632921<55> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1116962416 for P30 / Jan 10, 2010) (Sinkiti Sibata / Msieve 1.42 for P32 x P55 / Jan 14, 2010) (76*10^148-31)/9 = 3 * 7 * 566759 * 21376903370172546997<20> * 16082289199900813559337788029699995670844157430124317042273289<62> * 20637671775858842482431033276691114564634404377618158110038943<62> (Sinkiti Sibata / Msieve 1.42 snfs / 0.57 hours, 12 hours / Jan 16, 2010) (76*10^149-31)/9 = 13 * 17 * 45439 * 5467663 * 28451279 * 24740229962520186497<20> * 1157002182720761170687843<25> * 18884635220437092932525215575248614691260613675655042616824559231629072225527788044017<86> (76*10^150-31)/9 = 89 * 419 * 154198036637197699<18> * 57803560804245553700210953<26> * 2281471000468785266644900773208337712290233609<46> * 11135729267203331147182757591400982545482525010783859752137<59> (Sinkiti Sibata / Msieve 1.40 gnfs for P46 x P59 / 6.38 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 17, 2010) (76*10^151-31)/9 = 3 * 379 * 74269520179810417277435747092739177171894849995113847356591419915958174533372422554480601974005667937066353952897488517541287989836802501710153425193<149> (76*10^152-31)/9 = 2319059 * 364132367673459124776232275437772150016211077184515117745794498736101343020787502363865880274906522190442090711984664661159739551449292339886326499<147> (76*10^153-31)/9 = 461 * 859 * 13313 * 5222887 * 10322858391294045461446591<26> * 2834062414660073080302384062324175146399483<43> * 10482890554907747217895802455047038819279122285409568390247463901631213<71> (Sinkiti Sibata / Msieve 1.40 snfs / May 9, 2010) (76*10^154-31)/9 = 3^2 * 7 * 50239842442722414672271475847586668713<38> * 60321742124003949161856830728525000497149079679746731<53> * 442291292052867237856107190858860679026450451141932175024937069<63> (Dmitry Domanov / Msieve 1.40 snfs / May 8, 2010) (76*10^155-31)/9 = 13 * 1559 * 48787 * 10559655541<11> * 2504943345250891<16> * 432050436487126358077417849291<30> * 63366910853333265078273030897011837<35> * 1179323244538998044295577392810600677821634532946811149777<58> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1886307341 for P30 / Mar 30, 2010) (Dmitry Domanov / msieve v. 1.42 for P35 x P58 / May 7, 2010) (76*10^156-31)/9 = 15678017 * 5236764601<10> * 25319176609525667524194829863477024264725507<44> * 4062256304973759802464882334990272334472524230123430899989483829698259701009286503665963103075339<97> (Dmitry Domanov / Msieve 1.40 snfs / May 8, 2010) (76*10^157-31)/9 = 3 * 23 * 1223832528180354267310789049919484702093397745571658615136876006441223832528180354267310789049919484702093397745571658615136876006441223832528180354267310789<157> (76*10^158-31)/9 = 205948019 * 9312790182929<13> * 440284752392852835326128947762826591812044598702251649304568785601798555997295178513459103837000219723596206650657478982894262109011958291<138> (76*10^159-31)/9 = 2351 * 593027671 * 169609759382992879<18> * 69117210866689689256643<23> * 516661919338780401567534349054775490147887280018042104423536675380916836987732295288979559529257665696654693<108> (76*10^160-31)/9 = 3 * 7 * 1373 * 140269 * 1023413 * 72732776405299519480711238162586877<35> * 1428081157953175033974049357879936027<37> * 196419936129269114668144388639715197887687540612931085819394748558178655079<75> (Sinkiti Sibata / Msieve 1.40 snfs / May 10, 2010) (76*10^161-31)/9 = 13 * 4463 * 2166709 * 22358713216582396921440992671<29> * 300437023649451595937823668570244247641493180810660164177840187936527842622666936503649637697424593562411157858812018321401<123> (76*10^162-31)/9 = 805687 * 46506283 * 225368438985388287383967625626145075886861668152889310171039168648168270200336158847192376696906814335903774491982167017638437676806489290548022692621<150> (76*10^163-31)/9 = 3^10 * 103 * 619 * 3163 * 53113 * 93117327299<11> * 186304655848111147<18> * 197684158851597803233438631<27> * 38931806660371697877664806302350925648141882573996000187985398620625569250081713586375360961<92> (76*10^164-31)/9 = 1549 * 45942222488271623429<20> * 109750525306163816537225745882055822458251<42> * 1479537518504095596933284882927370401472769<43> * 73076051670545381396333682228679875615600353612970988703659<59> (Dmitry Domanov / Msieve 1.40 snfs / May 9, 2010) (76*10^165-31)/9 = 17 * 359 * 821 * 655583 * 11378685976639511<17> * 180267449077733207<18> * 466046283067604296279<21> * 2689170872042987804487976876579132985798020284789972363026138593090374333311713190844113794207160363<100> (76*10^166-31)/9 = 3 * 7 * 181 * 233 * 181304065030184424170279<24> * 525907967794237059013516142663275354983329979206419745865972110783498051825234487021116027335475431040101133287052223988468261137922297663<138> (76*10^167-31)/9 = 13^2 * 59 * 21673 * 1276888630844836573<19> * 3060274020667010837776270765528263250778393104876801367231383500743824974162538383945364557137070415777567601365478829095597716725937279825799<142> (76*10^168-31)/9 = 5619637 * 753836522107<12> * 148104422727468195202063<24> * 98182225575164097697002699679<29> * 137083361361730216877695370792569795408090274277247579968069547491241612335173374148876048199511487<99> (Serge Batalov / GMP-ECM B1=2000000, sigma=2854621136 for P29 / May 8, 2010) (76*10^169-31)/9 = 3 * 113 * 59801317 * 496637380573<12> * 14760567574882629893794319240181591722683418909564911579757199269<65> * 568222169724348235378146462740208909298286889131775183106553801319862063809652130711<84> (Dmitry Domanov / Msieve 1.42 for P65 x P84 / May 10, 2010) (76*10^170-31)/9 = 29 * 161836361538754974803<21> * 3616611233258881315069<22> * 1493058418481249969663898693841459749656309<43> * 33321024933447019014223465626235343186361053773086103981605739070510996271180315386783<86> (Dmitry Domanov / Msieve 1.40 snfs / May 10, 2010) (76*10^171-31)/9 = 150946350233005467715156937277866388450021909242016841536371<60> * 55943349616664053827476391627500797288329464097049980127079714395269860883365705702144350593125120278613980975171<113> (Dmitry Domanov / Msieve 1.40 snfs / May 8, 2010) (76*10^172-31)/9 = 3^2 * 7 * 12624455071966009583<20> * 256293506285378112323<21> * 87591791086562764347724919<26> * 4729518000848062551223485294187142166064409348357389238508674016558127574346827037868651546036042524610517<106> (76*10^173-31)/9 = 13 * 1607 * 284036713 * 5170514696063<13> * 27523496136524508254129046194399549916438783680792815734373139698683326128683956908372393007456205343308048369984260548730572204378685420428390529629<149> (76*10^174-31)/9 = 8444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444441<175> (76*10^175-31)/9 = 3 * 83220526159<11> * 16957404826693231<17> * 69802501170484921<17> * 31488827229863445315817229711<29> * 9074704916415483875886764781822091014955887034154872011545193380171696686495063331494766828939477485253<103> (76*10^176-31)/9 = 19733895970299859276333433005360194863225111039<47> * 42791572719110315367478981962951852173242864930221384603880961199748054823469784019374562333925911070273335021268621424483823257319<131> (Sinkiti Sibata / Msieve 1.40 snfs / May 13, 2010) (76*10^177-31)/9 = 3547 * 571321 * 260052140488892228119<21> * 16023938663162247412967301019698601308924266395031114019645597196400652491198866085097020191502388388965088950655371104835982090317446170728255028997<149> (76*10^178-31)/9 = 3 * 7^2 * 338409499 * 66856755841<11> * 235899301748569<15> * 1489776728243191304632322684110772194199025060916873<52> * 72246707998876619540997123174922710522183154228941849457904379677591733275081858396167794041<92> (Sinkiti Sibata / Msieve 1.40 snfs / May 17, 2010) (76*10^179-31)/9 = 13 * 23 * 313 * 647 * 859 * 200903 * 226217 * 656478379 * 1552081136834617<16> * 1953973489861380236637600237337675521202674187<46> * 179429123922753347934347860400502272522245560319059761338443503331008071180375591280463601<90> (Dmitry Domanov / Msieve 1.40 snfs / Mar 21, 2012) (76*10^180-31)/9 = 1439 * 95130989608069<14> * 607099250687083954995815842051<30> * 998289472328767159277267686228457<33> * 74613907887096296093390775451459896397111<41> * 1364119130829184749014611168424311953079608604333565611735463<61> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1027090697 for P30 / Mar 30, 2010) (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1206208440 for P33 / Mar 30, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P41 x P61 / May 7, 2010) (76*10^181-31)/9 = 3^2 * 17 * 233859266566689983236637<24> * 16663011197090153035924251846790077602802574163166121<53> * 141635324716719930127448089990215444965580810096329219253906410217898100663461908512925070715782880546861<105> (Dmitry Domanov / Msieve 1.40 snfs / Mar 22, 2012) (76*10^182-31)/9 = 311 * 331 * 31793 * 258018704299177319478036226324263402770145240762584293039938556319317706696606217382262281604660733521604631975300020717880065355595959702586751415672251860638968531972180157<174> (76*10^183-31)/9 = 4957 * 8111 * 83047 * 181903 * 303013 * 1820681981<10> * 153719508583<12> * 79118947751349821101857724673<29> * 182344411026622231522251851026616850719<39> * 11363618639711620799512253525652946978051451122509402160319709689863356851<74> (Dmitry Domanov / Msieve 1.40 gnfs for P39 x P74 / May 10, 2010) (76*10^184-31)/9 = 3 * 7 * 19403 * 94219 * 29460257503252184970709166351635031930764364878114240357159<59> * 74663419348000381298846732070866283068117367730428952360716033656340344447268473304568155003281325712591590998685467<116> (Robert Backstrom / Msieve 1.44 snfs / Feb 3, 2012) (76*10^185-31)/9 = 13 * 105877531 * 200426375394674018434802894690608843<36> * 295542359675769651712503156639151218755159<42> * 10357365831994813871245047039471143103972130857959268689855956416909788282958171774894573190701099731<101> (Serge Batalov / GMP-ECM B1=1500000, sigma=2370155769 for P36 / May 8, 2010) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=187904074 for P42 / Mar 19, 2012) (76*10^186-31)/9 = 1877 * 3137 * 14009 * 549912142248176426540374928191713556628153736428687<51> * 139947160526923518637115866924995979080921958077022614090765997<63> * 1330233117551404608027769538269470145154474038858930771641831359<64> (Robert Backstrom / Msieve 1.44 snfs / Feb 4, 2012) (76*10^187-31)/9 = 3 * 726516738821<12> * 282563257251720521293615840364149<33> * 3160139243264889344073980679099070045417512419813<49> * 43389265256369119983707276417031876708631861832614179277286740706651994345386134692723839891711<95> (Serge Batalov / GMP-ECM B1=1500000, sigma=1181326835 for P33 / May 8, 2010) (Dmitry Domanov / Msieve 1.40 snfs / Jun 3, 2012) (76*10^188-31)/9 = 953 * 5548513045349136601003<22> * 159698769826159911950714950390451295664063264612885633651617235013550340038101817559760277371630265243773989320764439949477865138133189964921247437829870240509361699<165> (76*10^189-31)/9 = 443 * 463 * 1187 * 12893 * 1506133953671428966142974996833128515783771<43> * 1786150562912126283195468450525025807982487941460314590879745151884814496548001627211274606197826934021759592091567839586616610026050409<136> (Robert Backstrom / Msieve 1.44 snfs / Feb 24, 2012) (76*10^190-31)/9 = 3^3 * 7 * 53359 * 106121 * 214117354285929396660242089399<30> * 123506319646161426560818985542327<33> * 3425501042586673250076972384063212431157441<43> * 871034005032694798143485247621996677760149721272020886766195504229728149947<75> (Serge Batalov / GMP-ECM 6.2.3 B1=2000000, sigma=3649812283 for P30 / May 8, 2010) (Ignacio Santos / GMP-ECM 6.3 B1=1000000, sigma=1672085103 for P33 / Mar 26, 2011) (Dmitry Domanov / Msieve 1.48 for P43 x P75 / Mar 30, 2011) (76*10^191-31)/9 = 13 * 25997 * 518507827 * 3068755695637<13> * 25877283530470694827<20> * 654997910613672934681240333<27> * 92646339613889995469882147251700442909915599413669224438427493968026866678224611088764925960029864084669812687756285009<119> (76*10^192-31)/9 = 47 * 4691 * 99151246003<11> * 2384390888189<13> * 2480071454029789687086689<25> * 267167999618998306069382714470775551943<39> * 244502627118910469391942335651477697200745088048543266957512766099753560202389379160816717718995740637<102> (Serge Batalov / GMP-ECM B1=1500000, sigma=3135319902 for P39 / May 8, 2010) (76*10^193-31)/9 = 3 * 2973133373313097937<19> * 9467502669340859265190970617923072681693926438869085377794950641551216913154482845596840100751809757067324259655369908069038212958720378971914399661270617567283557914277163331<175> (76*10^194-31)/9 = 89^2 * 22871 * 20354250628423613120494890149301531761799331<44> * 229008075881005253581327309962013815441011010290571346846790577867412882750265948465887032842048241300409874750465703444732807450471640482840821<144> (Ignacio Santos / GGNFS, Msieve snfs / Aug 18, 2010) (76*10^195-31)/9 = 121633 * 869144524725121<15> * 488583199392121424953337623<27> * 25187932182705063274295889327528875559187<41> * 251167058226601738423145263911404482568841833873783<51> * 25842465334291118519777189889985606831481847418110963311539<59> (Serge Batalov / GMP-ECM B1=1500000, sigma=2981484183 for P41 / May 8, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P51 x P59 / May 10, 2010) (76*10^196-31)/9 = 3 * 7 * 150011 * 1270051 * 521476797599241853<18> * 40473664870971601767490580164505791034120598940333837589277755781279086871201021250589838866944239944806648136559338747610670486314556229557251431625362304934975856137<167> (76*10^197-31)/9 = 13 * 17 * 61 * 103 * 74357923229<11> * 74423012850673467755717697318343500980315247621925984983617831<62> * 109894827147904447541068367620334981381558438420044898972336392317107150170559301100573071471925879326178951412201703413<120> (Dmitry Domanov / Msieve 1.40 snfs / Jun 28, 2012) (76*10^198-31)/9 = 29 * 102741673 * 3269828740780134788057779789928640849586374516962459265514362822249383641<73> * 866765156942492105571237453686421046791709659682143868291987505143772835744115351955532519244931521449904709405622253<117> (matsui / Msieve 1.48 snfs / Dec 14, 2010) (76*10^199-31)/9 = 3^2 * 191 * 15017 * 26693 * 6539199867604329911835709<25> * 649200685686715828310691842434004243318503<42> * 18178510223538227096218335794294750897503157363171981663363<59> * 1588008302595077994709937862365301544760377738693831168103129419<64> (Ignacio Santos / GMP-ECM 6.3 B1=3000000, sigma=3402047881 for P42 / Mar 26, 2011) (Dmitry Domanov / Msieve 1.40 gnfs for P59 x P64 / Mar 29, 2011) (76*10^200-31)/9 = 2452721 * 365854519991<12> * 3501658790373559<16> * 268745179636581554653183650482906836955263321878788071829507266988622929402439358581650484408856949875475718114078846981911844837379655822873831206164941904221412408409<168> (76*10^201-31)/9 = 23 * 28099679 * 4463925517<10> * 1077936210064461875294157583<28> * [2715387957101423396068426468008189787628997882576298959295171184504410465005772459866195606374982179523430637292615204113705817318048598324901150419350271643<157>] (76*10^202-31)/9 = 3 * 7 * 149 * 822862788315334030519575135147301625555843803031<48> * [32797300324689489888357465309937743749489830609085371638524624941523281281590881756586414148331843124464330351171059209993908215504137793598565842911559<152>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3069835256 for P48 / Jun 25, 2012) (76*10^203-31)/9 = 13 * 130080341289490767518972113181<30> * 2902860401701899537937656299759371471649<40> * 172024344516696492059305187923825126582474880758985046366818952949933659277305363146894337704133617523975679887048450015968804535437953<135> (RobertS / GMP-ECM B1=1000000, sigma=3871 for P30 / Mar 7, 2012) (RobertS / yafu 1.30, GMP-ECM B1=1000000, sigma=1148959872 for P40 / Mar 8, 2012) (76*10^204-31)/9 = 577 * 333023 * 539641 * 118590919003689421812397892603659<33> * 163444248475695933776778406488637847073078858467905360750712514084065287<72> * 4201409618413439239262708781110166859458852438505782639892707537719063232321777790840507<88> (Serge Batalov / GMP-ECM B1=2000000, sigma=1353343169 for P33 / Mar 7, 2012) (Bob Backstrom / Msieve 1.44 snfs for P72 x P88 / Mar 11, 2024) (76*10^205-31)/9 = 3 * 859 * 60622836904623341<17> * 5408327296506312096907<22> * [99944164679477407517665568468865614825746447725347308348269548921284126991201890575284793967819260407638428181277713778174858914357001518859665807346792490487589959<164>] (76*10^206-31)/9 = 805573 * 30830279 * 34000767945240127068297423533780622137028392203985575407051647949542832554201733044984440934214764221051397558673287793765177656020401068191901336135229543658982567728273237589327357208552037523<194> (76*10^207-31)/9 = 263 * 69149 * 6160403 * 40245769 * 58221503037219549300842882899099847317<38> * [32167452155604133549090072239956118940262836903839798339565816972989386559440424156848493234446562708068027642110622029322444747538806467623788987197<149>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=535747000 for P38 / Mar 19, 2012) (76*10^208-31)/9 = 3^2 * 7 * 318949 * 1446311396162011344522733817<28> * 186618520992598234927388754647<30> * 414555592984024439571205124908851485301820381<45> * 37558648670297959735419386007893038566347573603281631315529494528363015860736941565275230277268967497<101> (Serge Batalov / GMP-ECM 6.5-dev [configured with GMP 5.0.2, --enable-asm-redc] [ECM] Using B1=2000000, sigma=2003559776 for P28, B1=2000000, sigma=2952512525 for P30 / Mar 7, 2012) (Wataru Sakai / GMP-ECM 6.3 B1=11000000, sigma=3392463155 for P45 / Apr 4, 2012) (76*10^209-31)/9 = 13 * 109 * 163 * 31033085455165090411815381020699<32> * 117811767286396282717134124980646907292540276392672965335464980126857119637976565898788042478137728572154151530041455180011474984745126250515850205984223737394508559311029729<174> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1200693612 for P32 / Mar 4, 2012) (76*10^210-31)/9 = 42774497935258680395699750825480304951375416523503369885284269087254048352112949<80> * 197417733744660873410231121592178270890294733346005109198263562929260102215225911203959820021295726299430192067679080778787056017109<132> (Dmitry Domanov / Msieve 1.48 for P80 x P132 / Jul 4, 2012) (76*10^211-31)/9 = 3 * 97 * 27241 * 1569685909599988726414972577<28> * 6786444282422363401553646278120618621219519061014924617095954928920525858154603594339200228027882476870388974969603890650296082221476592184490284724307636446374528539383642387643<178> (76*10^212-31)/9 = 523 * 2957 * 413069 * 988321 * 333112074330045019<18> * 4015198938761535652432299070286423458106591830553852846039671466886731217280334958593515137459792939709397768892581261813663915362191982785704028762507849114000660960679296661801<178> (76*10^213-31)/9 = 17 * 3457 * 2431342897<10> * 223135708130818121<18> * [264854583985458836777731215221790061274421695465978078744292949821831870564422712815389308635259735722815343239641975076401698848517415386852321560623684230877221347644145942398526097<183>] (76*10^214-31)/9 = 3 * 7 * 151 * 157 * 669470821415273<15> * [253363199765180685761747479861289451932300301539892971969441128538818173974385225955732756849950554872893501095405034781924200172747485435372683728732076499567777946090859138942909339605733837911<195>] (76*10^215-31)/9 = 13 * 372087241278843982949243226054815806439646297915304674491<57> * 175257149351276364256589825979713740684008170509351667938036279<63> * 996109790421796587284358854497986945564853822323275700845474824519913830848988760379005921272913<96> (Youcef Lemsafer / GGNFS (SVN 440), msieve 1.53 (SVN 965) for P57 x P63 x P96 / Nov 20, 2014) (76*10^216-31)/9 = 5299933 * 56603467 * 28148656450233080867450012098413595403535001988651530818646391920488895525529469476210863204903523101077565897842921180589353777169037154601443691767606241537403209839514400961056170888901811980207451431<203> (76*10^217-31)/9 = 3^3 * 13292748424139<14> * 14566422151534576081407965543578168978788009982617498456659<59> * 16152495959415936303021113226025762549089499576337954671940584068051788359662958581956430569856223358298734423522789165370484767758954185008955883<146> (Bob Backstrom / Msieve 1.54 snfs for P59 x P146 / Oct 8, 2019) (76*10^218-31)/9 = 383 * 445506197 * 458121034337<12> * 536969044151011643087036350822549<33> * [20118197956165743386797943180058958480113403515798542443966720737508953773624810942664323488737484030602213912875179098989645320733111576128121938230122605087655807<164>] (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=2657242166 for P33 / Mar 7, 2012) (76*10^219-31)/9 = 13081193 * 125742707173297<15> * 2878498101169327871032202936082014612045540749102537897<55> * 1783507647964798160261831895190303205088460357947253528187621118908921162551007589296874747269601645774613844165442270974953951572683386336627993<145> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P55 x P145 / Oct 31, 2020) (76*10^220-31)/9 = 3 * 7^2 * 853 * 14533 * 6031631188698889<16> * 17000426641847751451<20> * 126382994489871238997737<24> * 514354378043984826238854086656799887<36> * 6951903941799992999085471897130711805759754065189403048067938299331031917818892720267243121214895133195777075595261167<118> (RobertS / yafu 1.30, GMP-ECM B1=250000, sigma=2322522251 for P36 / Mar 7, 2012) (76*10^221-31)/9 = 13 * 2616489827713303<16> * 2798750181594582729550874311517254113427373146829396544910064415835255435417072326959812672774991449<100> * 8870427386971963357088402486862022416020648448824645405395029464999624736703702568330845434504027045262531<106> (Erik Branger / GGNFS, NFS_Factory, Msieve snfs for P100 x P106 / May 3, 2022) (76*10^222-31)/9 = 269 * 16898099 * 48957631 * 889575887 * 852531978621701582367918011069611<33> * 50034190441338038928791148952648540581821208696954421839336557346717443596304405912074347664751724733306959703072518168504972871110609791157409429882576708735788733<164> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4070007948 for P33 / Mar 17, 2012) (76*10^223-31)/9 = 3 * 23 * 3079 * [397477274498328764959658671620488698308995695216517900336757390854570910207268708758464043212055694934099836877418531541129222476921475749440786084529818379035374954433937446490929411697023993506476526090460597711681491<219>] (76*10^224-31)/9 = 1061 * 52321 * 85643 * 91411 * 136207 * 124636871 * 239564479211<12> * 2377688677567160772719<22> * 498796748913174537971489<24> * 85670465531029580494437997451<29> * 21909034712219580488702587448763866493846412581067<50> * 214628785100624097502398823453062028769912899255268368546193<60> (Warut Roonguthai / Msieve 1.48 gnfs for P50 x P60 / Mar 8, 2012) (76*10^225-31)/9 = 59 * 457 * 97961 * 1554387161<10> * 15096046880890103244241259<26> * [136247086791692506842900566736346765469845483471381830988378054169687073838508785825751070440367402022634218495019338198046081724277687717798010483984303126626939555780299958707660713<183>] (76*10^226-31)/9 = 3^2 * 7 * 29 * 849764141481885518387247649768305300557491<42> * [54391888112307287156853614456839368140369255296701929707612616952104064995368567641023008177938461003269459549795001386485806882829772771208014555529700488122164790774176742934910113<182>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1651078474 for P42 / Mar 19, 2012) (76*10^227-31)/9 = 13 * 1879 * 34570125043781243887683483213020200779647293750540158203809081935745054425203440637181988964852189971934516905246016475393803759955968577575815468311476826644469007428028183749312009024622116692366825416319828241062940371083<224> (76*10^228-31)/9 = 2473 * 12041 * 2350291 * 807075637211949023896625919224836191167<39> * [149502527478903814514324395377760719677620657006467049318264339516273331169817974048637191103566330491343773248572785434121582266476801524341016650028015318362197741026558773421<177>] (Dmitry Domanov / GMP-ECM B1=43000000, sigma=532403692 for P39 / May 24, 2012) (76*10^229-31)/9 = 3 * 17 * 572471 * 78979010851810417999745516243<29> * 538592823023675903641462607167<30> * 67994715862448576826801159327305874698013773222205848210070321755411141534263424487651913462369299713402959379057776138269041566552834966213753502005302112851895241<164> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=3524991703 for P30 / Mar 5, 2012) (76*10^230-31)/9 = 14785301 * 2380538171717<13> * 6969018082313153869<19> * 11742428570151391444312996737641<32> * [293181285240937518889766707411358858359606722467677366948604047383453509362555308624626902937661418298021905383927092251991124253241923675488097674563220931174637<162>] (Serge Batalov / GMP-ECM B1=2000000, sigma=2403435604 for P32 / Mar 7, 2012) (76*10^231-31)/9 = 103 * 859 * 56039 * 46684050967<11> * 1641572120651<13> * 26249690075797<14> * [846637761931339676609172736451916718135925413805505241642731606809539622014296612767853990690817509675451842984515717117002866530525805394072410567313988335357980994964918009191386499403<186>] (76*10^232-31)/9 = 3 * 7 * 48539 * 298373048899<12> * [277652361264843543664295975209523947494465674613306985754218834752066360099187601960019095487649782380849486521980248765078175901524720949275723637076650561039469142770964486976131019280131865967364104719688432013861<216>] (76*10^233-31)/9 = 13 * 6401665654057<13> * 471036140299676119801<21> * 21541726752441076506917026921628988047188039332222708029174417909320882048199771084768844686801419186083818457028317529380162672521756007504922120689823379097708802678607694011446917792357613067463901<200> (76*10^234-31)/9 = 62869 * 147139 * 77632213 * 535224031 * 984306926624860142011<21> * 1198219907236198013931796038694076723<37> * 325295628394633732693110948898762251969694639696018808528110427807<66> * 57264287358987676645096023545013795440974628228773316660892024520648147053137413660427<86> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=2446426971 for P37 / Jun 9, 2012) (ebina / Msieve 1.53 gnfs for P66 x P86 / Dec 26, 2022) (76*10^235-31)/9 = 3^2 * 739 * 10365121513<11> * 941180353866643550506221041063<30> * [1301478158170748414657542142400152983840217406242046220024188312461414205162808081924734622219855037327118929630846672414567377284114846794930208418098044154692074339388371260228198674533693189<193>] (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=2820182039 for P30 / Mar 6, 2012) (76*10^236-31)/9 = 6403153 * 5326161821<10> * 23320670999691799<17> * 4336884774772041397<19> * 66441727039281828723957515149357<32> * 453385588343976179547157349626581193384463<42> * 3236456429355891776974360012276701109355038553276263<52> * 2511108812165640630778048143263115486987340577348568759795043<61> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3733348253 for P32 / Mar 18, 2012) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=180101972 for P42, Msieve 1.48 gnfs for P52 x P61 / Apr 20, 2012) (76*10^237-31)/9 = 2591 * 6115423 * 16325663 * 2450996499040933<16> * 8164793958066098910901<22> * [1631242093293233996042994208132959012525575026765032795356477806221134318380590799140127226593924691993157075231891310465793494192968385759748479940810446022317878475414585394215573103<184>] (76*10^238-31)/9 = 3 * 7 * 47 * 89 * 42457 * 4414097621<10> * 7914685057<10> * 58032467699<11> * 257852179227357791<18> * 1624455764984709768628820355011<31> * 87730153254871038798877206481545737540822603<44> * 303906805712636272254949738155460725188661648538773680104733451578399568505472516143184300575226850536108699<108> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3571899947 for P31 / Mar 18, 2012) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1995649030 for P44 / Apr 19, 2012) (76*10^239-31)/9 = 13 * 1747 * 18119 * 12223627016610599802380960893504359413<38> * [167880599301355874196533474563233328791609748870562465891327662165947809454338404364769210243989871411770501663245485189018673235498332623048287970590213795329830839416034203697511090391828457173<195>] (RobertS / GMP-ECM B1=1000000, sigma=4252741053 for P38 / Mar 9, 2012) (76*10^240-31)/9 = 31550437 * 425210263 * 259559612674993432326601<24> * 12931137250625548825588404197827<32> * 187537501999090373627761003410540261874701062341367492469712214464621455124801851258735233651597220101365543744586025518146962686247804223767175408863793791062182322023193<171> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=3293405488 for P32 / Mar 6, 2012) (76*10^241-31)/9 = 3 * 12343 * 15761 * 68879 * 306463 * 3725783 * 318566982686137<15> * [5775134846943219817042064359619645215059935918703366807181338184390943186759702226909762785783691321633370079195450117750321385957388409054922520594133135499250904316950133453829288946047476619059418267<202>] (76*10^242-31)/9 = 428899542784501<15> * 4672523420292577700737<22> * 34035233774766587257864366450432061791<38> * [12380417051128155366039741020147515497746940941188305994576496677646008669259690693274389468839180821972080316008851554784964925250213904070883024079676364511660996842123<170>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=284559148 for P38 / Mar 19, 2012) (76*10^243-31)/9 = 887 * 17791 * 291209 * 1837563307759543331439503035090522806347622401514711429804800858217990673192934122504543745059460123134215676224941704093323178866410488190720956946745948114792852182060367398277379705893713288710350249520353958269122336510590129097<232> (76*10^244-31)/9 = 3^4 * 7 * 68813 * 1327013 * 128322706793<12> * 4341969126965279<16> * 2927198079634973564801839976594705653193552436541926655335520218031241609780661784110496769904836767647763094367830494526940650672572262337970749517635931443272710525412685767317583044598744293866393182761<205> (76*10^245-31)/9 = 13^2 * 17 * 23 * 161114863034591471890860757161978749<36> * [79318047382517718664526768508757060602118416704218078236630058585466304826698083764597835281497086104663505650873209766432125212559489421113728818402928894858807948212726640475196312862282916140753412756371<206>] (Serge Batalov / GMP-ECM B1=2000000, sigma=2338137960 for P36 / Mar 8, 2012) (76*10^246-31)/9 = 131 * 79914797 * 13202587629541781299<20> * [61096105548760016312605321517673216338387748574492976714423413025919506384515366329551503305462253395010404597258564452776545348345576621731331736857586807408327024233038519444458031997662359051429101829382161023721637<218>] (76*10^247-31)/9 = 3 * 85711 * 650112876289<12> * 1337489853071<13> * 91585637851471680049375897339286952218012351<44> * 4123885777948212640320842802931565219304142056105817360396275265489985689897562117786406120359399247094739424485036287740347772527146662475292305304232756815902519295676657133<175> (funecm2017 / ECM B1=43000000 for P44 x P175 / Nov 1, 2017) (76*10^248-31)/9 = 9431 * 40295623 * 41674499 * 420907189187403222323134536818753207<36> * 126677280707019280278762535117136121984891999169256614346538661312609266792088751128062951183782615605277162213573079120368714038277419864888124340839602360038462150398597519550938562857359623749<195> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2943190900 for P36 / Mar 19, 2012) (76*10^249-31)/9 = 2417 * 8685477860120689<16> * 237530795218510913735596368258422179<36> * 3147341413583281905920821201266613843<37> * [538067716728817695134076673182926989104348528290120875358678490291259585460444824420161419952888759553076735014456175096792598790580294190873320053878086390881<159>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=466294207 for P36 / Mar 17, 2012) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2769691439 for P37 / Mar 19, 2012) (76*10^250-31)/9 = 3 * 7 * 3203 * 12457 * 437077 * 15864257 * 115253651 * [126109848176221201458948287279776445411848347712134804276283146964828280127497447571773943384245539248305308791861921370336405015145205071741897243436649112194391882570854405749751234499058053568067866164189645667016483009<222>] (76*10^251-31)/9 = 13 * 7333 * 256776780979860702667<21> * [34497712254135089905930128056998801013555439717564762626179601588132558382653573318412794166321929481329070621518693723194299004771604923387868175933655303704397724305269973981163075629187353573611970372879073324534211991333387<227>] (76*10^252-31)/9 = 1056073 * 9341777 * 1143681551<10> * 2357065424393<13> * [317519860266025666851919316807116892419502959192220556989475423024517815305509717668664106798722236367594687924050989976748545408990747557670914113505052594560747395314210179393391493927263521319981184042191905792270647<219>] (76*10^253-31)/9 = 3^2 * 2551 * 14107 * 260725463655699370451986703109760462641581950076599031404147787471519641112826406783510927289092991368587125868483852340799919520361670184637063072121270197497277954974521724154561036731059238565685044798759989145957780834763255551616920061233557<246> (76*10^254-31)/9 = 29 * 2746591279014836475290302569793<31> * [10601786355633025409969112673646508882659266234377386396182290296345105877314607528178449364564748713145952827393349235401207784494144210506595772344357448588067258639086324042883636209820290192909979621935515924901308175853<224>] (Jason Parker-Burlingham / GMP-ECM for P31 / Jan 2, 2021) (76*10^255-31)/9 = 261013 * 1688471 * 14461874087779<14> * 69282633723499342337<20> * 94337869804999719568997<23> * 202712396729948643752362201579017351415006386626531779752313132175753646556170251975721790487161091595792360584785701674351811145372674597360190882310444324502973859565091341050670158632957<189> (76*10^256-31)/9 = 3 * 7 * 20632373352220355905033<23> * [194895853836964568309724352262418176859851307846232636895669274066818655421543288862133363961935796739601574798410965935756651050549418663220794194929416282525423926163243701656502977379166098426218453064879389345216967584945023626637<234>] (76*10^257-31)/9 = 13 * 61 * 859 * 1741 * 46457 * 2475679 * 126177257 * 49065856510055033582513150051126636885282867546767572337891441410110708557778498790162344007215127631922117468964492673558984238897039981195385309222147354498890143375766824145648742723263763491714027952780639718859864735832162913<230> (76*10^258-31)/9 = 401 * 26723 * 9527753 * [82708664572268562364172060871936771414735389766232504303842442209350132544478264948333810947912265178283538268948888449096523640955939512577389386157798688199056669365239649231552103748679891568983901961754895858242883012968471077495157923011339<245>] (76*10^259-31)/9 = 3 * 25367 * 624980525369<12> * 56703731088648731209651<23> * 1052242179238203749258758279<28> * 29756845603976390717654236251490580878113377596170280521012347512165797358532313938402269594282381744863975609584240675509310629352829497123061242224175828144303280435893101750068117357263083241<194> (76*10^260-31)/9 = 179 * 9609405023773<13> * 27912625861611563<17> * 36664984140549932310281896183<29> * 52038476792296302434564657347<29> * 9218171450131216017039988433603720648778861466657278603061391173335377860299812489466439855506837086793681210333034419516906888736245478463929746270419031531039746100328921<172> (76*10^261-31)/9 = 17 * 569 * 3161476529<10> * 873152654711<12> * 666281734620841<15> * 1230141520246469925057993928619924921<37> * 47496348058810433810658771370610334454963<41> * 8123750017769743241440920573048154503705497546285878550192944410005136716102275882895712603173314436650420933036590457709251711762936525242870301<145> (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:867571141 for P37 x P41 x P145 / Feb 18, 2022) (76*10^262-31)/9 = 3^2 * 7^2 * 167 * 467 * 86378275544951648685902159<26> * 28424616378216189523200808808502707000734497798898434744279143281956007589662249273750780478956237138432621324824879861591418201743379172767502039655785320528553571553901431029490511926866276094650010829524175860881967971196193251<230> (76*10^263-31)/9 = 13 * 421 * 10459 * 23339 * 14605121249<11> * 54815214652369869039833707<26> * [789526918844010801033157829508578548884111948532559758953221479865606748004658849802034473238251527651100581649509240394261102031138870542658768074772864418869698411472740169464387522531506515446025669731001315077619<216>] (76*10^264-31)/9 = 4799 * 7393 * 16119781 * 35994643 * 93912979303795651<17> * [4367943384119651034515155456955982209114140924187730289152010457886374339131907859005955277961000513292026302651856178213719345894497295352728984241818823511671162227088328820163236065077721095113751427855932577270561704312211<226>] (76*10^265-31)/9 = 3 * 103 * 3331649440787814199831<22> * 6945110795947927856169901<25> * 11810658892113835346568885616565155459791590408956511850979245829296267135350989343395051382988419735760178997824631451579199277499194862567835587816943192476042542650522330621630262027847349188107198143251290545026079<218> (76*10^266-31)/9 = 283 * 27817 * 2994154525169<13> * 598855824386773885114718039<27> * [59824333511093720625422992317960976550834809041733481571947865426849822203339596169917144787238761722985727318144318687853060683466161383686084183115588309122326684306162781964244299853568317499081500462461011310334136741<221>] (76*10^267-31)/9 = 23^3 * 991 * 6969431590638085995246820821512721830909<40> * [100488545630035221774487045099708092464974028241014924570876519044964538972896609722191392216786157143303663931002651039015310414292840540179039272808470915646262854455772342196547469790955755616690626010765120527256252117<222>] (Jason Parker-Burlingham / GMP-ECM for P40 / Jan 2, 2021) (76*10^268-31)/9 = 3 * 7 * 10313 * [389912151766122482693800448091149148067600506270146530012718318739844968876288569879183667606047127040048595367125377791527311550583149535927583052570931946477374577830313309805213228077574048678479978780570267043650152347912456513251626215846132456236208781539917<264>] (76*10^269-31)/9 = 13 * 8089 * 217111 * [36987166936496899621447604617227153200522489735280222726007418700920686680791973933140040220054498909219521618142342094707498543491977171190816467409700493755429734447775822748993041032895775191788494186446135358985704675881897475113673383220715867662760878083<260>] (76*10^270-31)/9 = 685427 * 18570368412255122574667901<26> * 8175485787633766652287014175781<31> * 81147620098175861366439079802910215559908831512528703352098417553491761325954287781356590214420418724871099981812976429895322184214534843810394313905990473415631554663623189057516580119473893918479599337773843<209> (Jason Parker-Burlingham / GMP-ECM for P31 x P209 / Jan 2, 2021) (76*10^271-31)/9 = 3^3 * 1859531 * 5834593 * 7831120758323<13> * 276457440957326786749<21> * [133149985848728273641281357561661734496624879679244971527558056564153802399108554243091279180104248774816835659494520687784004578557996127647427457552772044152272499159493372253692743954180399458892040837415243599723798942663<225>] (76*10^272-31)/9 = 4021 * 365516081963<12> * 985673569159<12> * 1339185683267<13> * 66483156839816947<17> * 189080766932263172009663287185084353<36> * [34625625129240209999963992148315425110940119559885945059134540366337476456726729037494429330731175440894949844885479105326005177792293453887699803342396946289035780314546403306146929<182>] (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021) (76*10^273-31)/9 = 4787 * 20663371 * 6328659521497<13> * 623863478521532283679<21> * 13452224115686475860438957263529288592401<41> * [1607352366796178108822191390476975416569133310027679149945332981049465824214674570766921254252971241087608496095513314030959074063071823922828330500787807612340867111911104129723407453180191<190>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:526135301 for P41 / Feb 28, 2022) (76*10^274-31)/9 = 3 * 7 * 4021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021164021<274> (76*10^275-31)/9 = 13 * 13469 * 874882377614479933<18> * 38246865409681136656681<23> * 93986153994919290295861<23> * 1533497184770915536111546473660075819611574826530294849369725631908131994542629258219119174035319342684005210177877269225030698820336036933769022914705718888994381567798899865893659018575932218449577197864601<208> (76*10^276-31)/9 = 602328379 * 14019668902973015064336599096959441860275430330411917125433076173295239081611401949972615260826759823721413007578785266640150196948373313229600367948866716845238408473601813213659727702194892670737741288534645724279321138286337400756015921415591219294756896128987547579<269> (76*10^277-31)/9 = 3 * 17 * 409 * 294091703 * 19335337832900429<17> * [711939455181053789347536767000641932435808996124696266740545308650260053524208799890575161988329470682170072324634122573431237210028844357502358917815543368036803783692697730459489258925185019414909331801675476623749897719371951438322680223768394577<249>] (76*10^278-31)/9 = 5807447243138699<16> * 2938056100792019707<19> * 157611427571471918683403<24> * 2224643956704643808774689248555379<34> * [141148903449535811367944901340169569445952022784700730415823644921316340032477806036037630478613480646637713088015035126851179164201398079865556768609267841024114976333842374473783373455201<189>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1024176161 for P34 / May 3, 2021) (76*10^279-31)/9 = 10601 * 137791 * 5781005683539525098198104121787535770336832225942406632448509132523076689418971496031818166635089558536413538446570197365068284521452539604730714670371917674290271384252673131266079458930156458760304198311179611707919964680300737886371212916147079479145496609591195377551<271> (76*10^280-31)/9 = 3^2 * 7 * 15204557 * 137389517 * [641657338518888201743000231090228845676259768117043859450863788326249311781575887600605422429790170112622747687717899512548253230856995881461408111913170201021065874749908510328181376210996487866355756036055175006798133114164318081916607821648987417351971869741903<264>] (76*10^281-31)/9 = 13 * 113 * 1951 * 827987 * 96253763 * 81451566319608427<17> * 17880306527387223911999257<26> * 2538495410099653254620663222936990335478534139554140717559266008886731213659016105563210027352100557408048881916512360353470095579738311754980161312076209114543540123010709420707118156116984554409303667432995913338375721<220> (76*10^282-31)/9 = 29 * 89 * 64239824930531<14> * [50930592620103028988612703699620662652461506844630492964045883258756800125925555945784442649396420133135309898491948529243691400470660781273516784300858427260265019192341100346729208749987796063998263494238769389495020369499384080176983117924226032190152401082402631<266>] (76*10^283-31)/9 = 3 * 59 * 859 * 13421 * 32233 * 103504497303377<15> * [12403944879656868496046222684184927874787292187026152858791746450675180698325053674509541014803922316185326824359381921896272356842461061278879377315395966772700494007039193411678316051104241293776461194777283630493272033466934193295454569682593122269869967<257>] (76*10^284-31)/9 = 47 * 1619 * 5441 * 177516423013<12> * 11489711185222412115574325162518174018390878628905945437919031790619387504286326711514849752942693454064714565394814566603090149321354927226341720528976434268754656230883054632991357419688862814049307190654584693961099720839760256541134856791595895608463294242127689<266> (76*10^285-31)/9 = 3789684870944662768101343094290254499<37> * 2228270880565190610777648699762804725746026868436665478502468221129824514212669736741130862031258844858923810471907966595057279172177630241170956643804542716885130170904200684891051383990668145529532549487151430208797781582713265312423888101750071059<250> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:3385731398 for P37 x P250 / Feb 21, 2021) (76*10^286-31)/9 = 3 * 7 * 373400638506631423481009<24> * 708810708523567398842134053811<30> * 15193102287187378358404029212059221337365099728690150313913519545997651981472558492616380083430595258246814310912650910032306969419542622927874581717015314031358986480451343160886883484668555860423949878381386205840162759126586664679<233> (Jason Parker-Burlingham / GMP-ECM for P30 x P233 / Jan 2, 2021) (76*10^287-31)/9 = 13 * 193 * 3272069 * 27782383 * 3702358541550237901657768584503561269419947412745318144712070587465848801360453153236408524434230317021752188341404293380920817561764051463956238288899398946728490117110837189498607829659800004208016353265230425023188232237830038156877044353508722033760605560974705623287<271> (76*10^288-31)/9 = 223 * 433 * 162901 * 6614759 * 296004977 * 9078643621601929359157<22> * [30200947304668772603219746352088806181213639907795724309291389256185442154124889070012660658775118438933766083091188801256133179953465736440476405272567319337838620910644588612762442937821921332303224211739291099569107189974161109196985196649<242>] (76*10^289-31)/9 = 3^2 * 23 * 151 * 6473 * 1617139 * 5597645757776741<16> * [46106846669699296451834774476728730981188909331976586816622562899046123390036411413194130490613298691419973141135887851918170295999323660151926546771328907868623710585882274299060983740123410999578833333690890165847590084322466603816878199544861504392539002919<260>] (76*10^290-31)/9 = 163 * 7730559541<10> * 27678689366194215646925071902998567<35> * [24211797184743876612474745724325722498312476965346980830744544549883473361065829470911879620793234176658276539736056046512045045847962699921567714627868759799136990852221390794231259245233501946380613273410271867424521284442830555686589213722881<245>] (Jason Parker-Burlingham / GMP-ECM for P35 / Jan 2, 2021) (76*10^291-31)/9 = 257 * [32857760484219628188499783830523130134025075659316904453091223519239083441418071768266320795503674881106787721573713791612624297449200172935581495892779939472546476437527021184608733246865542585386943363597060095114569822741028966709900562040639861651534803285776048421962818849978383052313<290>] (76*10^292-31)/9 = 3 * 7 * 157 * 331 * 20021021 * 79280569 * 1622654953<10> * 30043116547690309024358121775501799936778764314814908625665432904332430218814778453583850712421395370887644164977036271055526110884691944946501071449434133211701875035814244102796231780178069518901759642540455918339435065358306446542909487965013608503486188487079<263> (76*10^293-31)/9 = 13 * 17 * 827 * 1125913 * 9361509987899<13> * 9185741116416915336501773<25> * [47720870753852783857002311245549499204655815924543756118270917161673165973888771161213735048847533194165670506730225757070058147305590367883045366433811943701922373633223565388242853575643400014972706525832986793018638324503407805283285261957873<245>] (76*10^294-31)/9 = 191 * 62264764361<11> * 1679113847584051<16> * 19531433314273669282489<23> * 21651156953794388708004695986326928351972527771081017889191306877169328399997147700320725866684686392013069477611237802987610241237788162711018812452630008430411514734331951306327666550491890723349678359310071459976947632423008055826191928463869<245> (76*10^295-31)/9 = 3 * 3347 * 43635877 * 644377980003644965333139<24> * 1093319767076292398149261<25> * 273566248983766285013083149336951678870922024330012481815481691439736670107075753771831494009999020944506542110791013474863579540074651895066876453427374127036327982715578938273171764262685428111565378607299781470378085901065595237045147<237> (76*10^296-31)/9 = 2371 * 177002927 * [2012144105520234125575259395108476295284019724820221340416140243778262916868367539200835177419197780472711410729194887666762487374807525329195968295690959064522314744631979217601404365268334285330454852943387900708692181847807599246721097769192663140550102980209118993192194208864616573<286>] (76*10^297-31)/9 = 14879 * [567541128062668488772393604707604304351397570027854321153602019251592475599465316516193591265840744972407046471163683341921126718492132834494552351935240570229480774544286877104942835166640529904190096407315306434870921731597852304889068112403013942095869644764059711300789330226792421832411079<294>] (76*10^298-31)/9 = 3^3 * 7 * 96601132234195156580185487<26> * [4625163204799371151846972424490007939771420693192071327827735354139481479881418672503261534651928253916167304847889567000060297041455232543708852802861573113595268587666197465575714947672092043805081236477990882940461723974806777618574105107245546334683689399651812701987<271>] (76*10^299-31)/9 = 13 * 103 * 1687633011771562845373473431<28> * 2019687512009387788928103647965067913412249<43> * [185024105642298721232643533649267185032294062272573013509297169326664029080322838794678239240022053296843380882748832907947285814180867657156658911794784312335543896518691249445024623889309682907107856029109582419584312606951301<228>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:895216744 for P43 / Apr 15, 2022) (76*10^300-31)/9 = 79062119 * 27505217538875869074105670549<29> * 132088532066972076017703652721087<33> * [29398314723372619891312707594522332004046200081035143238912403558283477393336984478058933472716448673430583854713210760267726949495578335640329520126171801879088843772745280048111887763986550593210747279172032129601703773895881542653<233>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)