(83*10^1-11)/9 = 7 * 13 (83*10^2-11)/9 = 3 * 307 (83*10^3-11)/9 = 9221 (83*10^4-11)/9 = 92221 (83*10^5-11)/9 = 3^2 * 43 * 2383 (83*10^6-11)/9 = 31 * 521 * 571 (83*10^7-11)/9 = 7 * 13 * 1013431 (83*10^8-11)/9 = 3 * 79 * 1171 * 3323 (83*10^9-11)/9 = 127 * 6067 * 11969 (83*10^10-11)/9 = 20771 * 4439951 (83*10^11-11)/9 = 3 * 17 * 18082788671<11> (83*10^12-11)/9 = 19 * 485380116959<12> (83*10^13-11)/9 = 7 * 13 * 61 * 16613623171<11> (83*10^14-11)/9 = 3^3 * 140627 * 242886349 (83*10^15-11)/9 = 29 * 347 * 12451 * 73604417 (83*10^16-11)/9 = 977 * 1901 * 49654533073<11> (83*10^17-11)/9 = 3 * 307407407407407407<18> (83*10^18-11)/9 = 23 * 400966183574879227<18> (83*10^19-11)/9 = 7 * 13 * 152821 * 1489021 * 4453591 (83*10^20-11)/9 = 3 * 9467 * 145518713 * 223142917 (83*10^21-11)/9 = 31 * 79 * 3765709359829408829<19> (83*10^22-11)/9 = 212477910923<12> * 434032045127<12> (83*10^23-11)/9 = 3^2 * 47 * 27337 * 79752510472105171<17> (83*10^24-11)/9 = 9222222222222222222222221<25> (83*10^25-11)/9 = 7^2 * 13 * 739 * 3797 * 51595415603577551<17> (83*10^26-11)/9 = 3 * 43 * 1493 * 997609 * 9789587 * 490299371 (83*10^27-11)/9 = 17 * 12304163 * 44089440308188289951<20> (83*10^28-11)/9 = 569 * 99377 * 1630937935291562784517<22> (83*10^29-11)/9 = 3 * 307407407407407407407407407407<30> (83*10^30-11)/9 = 19 * 29609791 * 16392554643802258769249<23> (83*10^31-11)/9 = 7 * 13 * 673 * 16699327 * 90173755526681885161<20> (83*10^32-11)/9 = 3^2 * 102469135802469135802469135802469<33> (83*10^33-11)/9 = 811 * 154937 * 73393835833709669069201503<26> (83*10^34-11)/9 = 79 * 1167369901547116736990154711673699<34> (83*10^35-11)/9 = 3 * 1433 * 1288967 * 19800239 * 2490308731<10> * 3375224893<10> (83*10^36-11)/9 = 31 * 827 * 61357 * 5862788975995389117359197069<28> (83*10^37-11)/9 = 7 * 13^2 * 2441 * 5009 * 40241 * 47540063 * 3332755929414181<16> (83*10^38-11)/9 = 3 * 9547 * 32199372306212151189631026228910381<35> (83*10^39-11)/9 = 9222222222222222222222222222222222222221<40> (83*10^40-11)/9 = 23 * 4009661835748792270531400966183574879227<40> (83*10^41-11)/9 = 3^3 * 941 * 36297958130523958838990129579337278003<38> (83*10^42-11)/9 = 107 * 86188992731048805815160955347871235721703<41> (83*10^43-11)/9 = 7 * 13 * 17 * 29 * 2389 * 60467367625966123<17> * 14230169038844148661<20> (83*10^44-11)/9 = 3 * 2131 * 6857821 * 16355627 * 2074110357833<13> * 620077075206227<15> (83*10^45-11)/9 = 28352999 * 3664772941<10> * 11946402241181<14> * 7429376618396099<16> (83*10^46-11)/9 = 229 * 2056376938152453498353<22> * 195838185177167691927833<24> (83*10^47-11)/9 = 3 * 43 * 79 * 1291 * 551557 * 25716337 * 4941889495333285668159801349<28> (83*10^48-11)/9 = 19 * 671941 * 46654425731<11> * 433128925331<12> * 35747099132667745259<20> (83*10^49-11)/9 = 7 * 13 * 98940797 * 23512272428102004629<20> * 435636420675403146487<21> (83*10^50-11)/9 = 3^2 * 333483107 * 307269344838115400557513504881880376034967<42> (83*10^51-11)/9 = 31 * 127 * 45863 * 1509727 * 16454791 * 34438309 * 59700105372476625115207<23> (83*10^52-11)/9 = 3217 * 4774156071539866006194989<25> * 6004652922817621040577617<25> (83*10^53-11)/9 = 3 * 2089 * 2098788173<10> * 70114409377399014824226819048576116169331<41> (83*10^54-11)/9 = 59 * 12148090183<11> * 2372988854777<13> * 5422254096333047741107534497209<31> (83*10^55-11)/9 = 7 * 13 * 179 * 2305840799<10> * 2455341138821447721740969789014159326756211<43> (83*10^56-11)/9 = 3 * 499 * 839 * 6367 * 27529 * 4189156026573557623240582606038597494489909<43> (83*10^57-11)/9 = 2297 * 167470530125945003<18> * 23973762172178364684148115586756649631<38> (83*10^58-11)/9 = 521 * 617 * 1237 * 87013 * 43777229 * 385068879889<12> * 158114669179691748489247673<27> (83*10^59-11)/9 = 3^2 * 17 * 2153 * 194867 * 2845863427609<13> * 5048330376211258979144601812555256023<37> (83*10^60-11)/9 = 79 * 683545871 * 9363066497<10> * 18239911197679330348509866500045552951277<41> (83*10^61-11)/9 = 7 * 13 * 109 * 243813192875406299<18> * 38133835678298530573349051739776724895241<41> (83*10^62-11)/9 = 3 * 23 * 12893 * 5165299 * 4382711265147427<16> * 45792481977284411178766563263887781<35> (83*10^63-11)/9 = 9222222222222222222222222222222222222222222222222222222222222221<64> (83*10^64-11)/9 = 95651 * 252449 * 33503549591<11> * 36720286661<11> * 35907120002353<14> * 86455963647897286693<20> (83*10^65-11)/9 = 3 * 24767 * 1361782876339<13> * 9114504321836105572231266176434225161791599367339<49> (83*10^66-11)/9 = 19 * 31^2 * 191 * 457 * 3087511357620956771<19> * 1874133238610279399924234404179380168147<40> (83*10^67-11)/9 = 7^3 * 13 * 30939001 * 77655967 * 8608292036426576207271487070195996794148691464257<49> (83*10^68-11)/9 = 3^4 * 43 * 330247373 * 1013744279861533343<19> * 790886787218096181296158637119107219533<39> (83*10^69-11)/9 = 47 * 199 * 2675303 * 79492279207502186816246537<26> * 4636462192803667201231623896308987<34> (83*10^70-11)/9 = 991 * 890467 * 3956429 * 404397422199661249159<21> * 65317919608263014066223119423956163<35> (83*10^71-11)/9 = 3 * 29 * 283 * 1730693 * 3170646643<10> * 1298770859066489<16> * 5255686814910106278354733276870832791<37> (83*10^72-11)/9 = 205339 * 11112338550379493140607<23> * 4041649761684107593998303240852565908628979977<46> (83*10^73-11)/9 = 7 * 13 * 61 * 79 * 181 * 15073 * 77083067737385404044109836873507490957854676257967489776344473<62> (83*10^74-11)/9 = 3 * 41887 * 1465861 * 71386614410117<14> * 70133497210144556144622533663950124973402182489753<50> (83*10^75-11)/9 = 17 * 3181 * 755425637 * 225751826616342329947198078946139387638759531637229803545527229<63> (83*10^76-11)/9 = 92222222222222222222222222222222222222222222222222222222222222222222222222221<77> (83*10^77-11)/9 = 3^2 * 1801 * 82084801 * 104771248888183452850380739717339<33> * 6615679999584885024119843802624071<34> (Makoto Kamada / msieve 0.81 / 51 seconds) (83*10^78-11)/9 = 21277 * 757237324637<12> * 10540177340639<14> * 54305680340091283683292002267844742309762374945211<50> (83*10^79-11)/9 = 7 * 13 * 5978937348811140257<19> * 169500189466364852058679764990969252644852536621959232935383<60> (83*10^80-11)/9 = 3 * 10139 * 11377763 * 109080896272855009<18> * 24429446336538664480979027436240339512266695435171839<53> (83*10^81-11)/9 = 31 * 6917 * 133271 * 481384083542857014767333147<27> * 670391856739311307246755244220896767074043379<45> (83*10^82-11)/9 = 842558929 * 109454922436911498474217964429431881579670758224463872748563824456511364349<75> (83*10^83-11)/9 = 3 * 84967 * 1053288079745286350449506773989183453<37> * 3434921959582671251153584436084736255572557<43> (Makoto Kamada / GGNFS-0.70.1 / 0.13 hours) (83*10^84-11)/9 = 19 * 23 * 43696254109<11> * 150869425106344384349140411253<30> * 3201169734074104820586705941360204272979129<43> (Makoto Kamada / msieve 0.83 / 4.8 minutes) (83*10^85-11)/9 = 7 * 13 * 554478719779<12> * 1678340855535114380244420726957983<34> * 1089003162231665347795308084994968730883<40> (Makoto Kamada / msieve 0.83 / 4.7 minutes) (83*10^86-11)/9 = 3^2 * 79^2 * 881 * 1021 * 2338727387089652953358647<25> * 7804725606770681538254557703665696042279028383039247<52> (83*10^87-11)/9 = 97 * 577 * 17757680855255105057<20> * 9279013124960965669112222733901049132736837082051867480891084237<64> (83*10^88-11)/9 = 2463767 * 162510199 * 8406660372631<13> * 27398817810883021839980720838845975057393004126790504063163627<62> (83*10^89-11)/9 = 3 * 43 * 23833 * 98573 * 17790492419567783137<20> * 171049266608248804623996844298478147531172188503618043252553<60> (83*10^90-11)/9 = 3340943 * 98135011975319818721024981414144795729069<41> * 28128238574377447526281781448255954879746063<44> (Makoto Kamada / GGNFS-0.70.3 / 0.27 hours) (83*10^91-11)/9 = 7 * 13 * 17 * 5881 * 428552243113<12> * 86979450302117<14> * 271940354003280065824180255976161655784477481901878269486043<60> (83*10^92-11)/9 = 3 * 7777917509<10> * 7907771419<10> * 195832714920801748079<21> * 25521820124241489646216378626436254076601129717684023<53> (83*10^93-11)/9 = 127 * 21313 * 33986178757546388093712467070398225231<38> * 100250128897676298006953926977890144673387275928541<51> (Makoto Kamada / GGNFS-0.71.4 / 0.29 hours) (83*10^94-11)/9 = 863 * 2687 * 1125169 * 12988691 * 327818695014845779519678031<27> * 8301188205686590665219161736904423541204789522209<49> (83*10^95-11)/9 = 3^3 * 107 * 131 * 193 * 63799 * 34990271711<11> * 5655854779777445044713988488368656140047554875753486548367140908281575647<73> (83*10^96-11)/9 = 31 * 8723694194935723<16> * 34101497918074974368438362212761815368446235924473354161750355954160570406487417<80> (83*10^97-11)/9 = 7 * 13 * 2743720407366451<16> * 7590610171541767<16> * 17710212000769781<17> * 2747602412835167427055352585292180648640665364703<49> (83*10^98-11)/9 = 3 * 254623 * 49438573867920371<17> * 24420286966778357407799518563146273775612763533243971500177974853627556154379<77> (83*10^99-11)/9 = 29 * 79 * 140083681 * 478317938632207<15> * 41314485764834514901<20> * 6847102083423552215766329<25> * 212371935637254775720788399317<30> (83*10^100-11)/9 = 752201 * 67144828600960459<17> * 1119751098463043324459<22> * 1630675738672225808590582015534270681374211478311608604141<58> (83*10^101-11)/9 = 3 * 421 * 10681870423130414777876826141539044783<38> * 68357304166006055253316970327770652012559473791352737524402349<62> (Erik Branger / GGNFS, Msieve snfs / May 20, 2010) (83*10^102-11)/9 = 19 * 929 * 17401 * 747113 * 62739372999617925837512361617579058757<38> * 640568522248032584831799213989847295257231881302931<51> (Erik Branger / GGNFS, Msieve snfs / May 20, 2010) (83*10^103-11)/9 = 7 * 13 * 30382537 * 2729332516604797<16> * 58176977379553111295093<23> * 210069282639700486362715668824944090832489695406810409503<57> (83*10^104-11)/9 = 3^2 * 30790763 * 5499583372546825513333<22> * 605121846404724047481872083546496244671822497680193339578827674004481043411<75> (83*10^105-11)/9 = 368653 * 81186117561427<14> * 163758238993529669<18> * 76928944650384824033<20> * 24459248150433249929832612205493692502565593193983<50> (83*10^106-11)/9 = 23 * 245711 * 2777981 * 5874269624581264415341353447697170166854480055569049015409990189080403789562860668868557144697<94> (83*10^107-11)/9 = 3 * 17 * 4932682755713573889156518493894421730960875081<46> * 3665913574125256092049643359161426520811143215775498510872391<61> (Dmitry Domanov / Msieve 1.40 snfs / May 20, 2010) (83*10^108-11)/9 = 9222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222221<109> (83*10^109-11)/9 = 7^2 * 13 * 11677 * 142612597 * 67668312005341<14> * 1284758911503723761487970173759639723779681092471286220231776494796638878949623877<82> (83*10^110-11)/9 = 3 * 43 * 113 * 521 * 319411 * 380171746012041675578242053862126876515377861310453994814769377972986780063374934255316976226350583<99> (83*10^111-11)/9 = 31 * 30707 * 555097 * 755789 * 23092292673257210835558041214685352467314378677465299192267383657310116095948663330870302274861<95> (83*10^112-11)/9 = 59 * 79 * 2966681 * 98731643 * 113607701 * 3101950343341<13> * 95181249374728906357721525781327373<35> * 2013887710898858899662910254538557560719<40> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=1329102838 for P40 / May 17, 2010) (83*10^113-11)/9 = 3^2 * 167 * 176809 * 7478683 * 464031122258023396448115222355407129260006366457701009208677936531197913952055706286418628810850881<99> (83*10^114-11)/9 = 10301 * 69481 * 1207897045214550793<19> * 47005450455943756240479145770404848736057<41> * 226940494892379107574645976350284040914548440041<48> (Erik Branger / GGNFS, Msieve snfs / May 20, 2010) (83*10^115-11)/9 = 7 * 13^2 * 47 * 123373 * 655477531 * 20510443241884138252844908264471401601174933751535158377259355850588723492303216299619752285392867<98> (83*10^116-11)/9 = 3 * 1597 * 27073 * 15004273 * 2566942106641970484923<22> * 286443699416334655471275012511<30> * 644470026121315871218292386252029137667049740194863<51> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=2567312157 for P30 / May 17, 2010) (83*10^117-11)/9 = 11779 * 43313 * 23384491897102248990998949229057800863<38> * 773002605594782328186917069125931682131401476401190944555221740784275521<72> (Dmitry Domanov / Msieve 1.40 snfs / May 20, 2010) (83*10^118-11)/9 = 4663 * 41987578649124941032811295746008100537<38> * 471030833847474511810077581998564253659355090206827267591148928620024127853491<78> (Dmitry Domanov / Msieve 1.40 snfs / May 20, 2010) (83*10^119-11)/9 = 3 * 3083 * 16963 * 5878115852795245537408275109374154788465827647497378046948175626285960451088961789848260638925995203416388128783<112> (83*10^120-11)/9 = 19^2 * 45562547381740483<17> * 25919300106282748540475909<26> * 10826676915904325942901359704175159<35> * 1998029686166008834377902916814443214306157<43> (Makoto Kamada / Msieve 1.45 for P35 x P43 / May 20, 2010) (83*10^121-11)/9 = 7 * 13 * 401 * 75421334439743187209<20> * 1380735493511010397695952496281937<34> * 24268621969862918689305627505158430638363466685488795113445317407<65> (Dmitry Domanov / Msieve 1.40 snfs / May 20, 2010) (83*10^122-11)/9 = 3^3 * 4751 * 13581103 * 92460526727<11> * 27672079789247617<17> * 1213165993819556593051<22> * 170542785794914894580425356111202963189697140654911041515722499<63> (83*10^123-11)/9 = 17 * 542483660130718954248366013071895424836601307189542483660130718954248366013071895424836601307189542483660130718954248366013<123> (83*10^124-11)/9 = 269281 * 21680993 * 268610701 * 355794847 * 165282829188775247317311567906045645350450674034699907130273486696719775557917912363486363559071<96> (83*10^125-11)/9 = 3 * 79 * 3891233005157055789967182372245663384903891233005157055789967182372245663384903891233005157055789967182372245663384903891233<124> (83*10^126-11)/9 = 31 * 877 * 15497 * 222338884604029<15> * 98448984344760761611844900622029062965328234235787596364942340759942751839589964438781873107867589438291<104> (83*10^127-11)/9 = 7 * 13 * 29 * 127312657170808772910482933411709287<36> * 274488788400492175570086046511471101347891458939859671958743314262679604386972528811781797<90> (Dmitry Domanov / Msieve 1.40 snfs / May 20, 2010) (83*10^128-11)/9 = 3 * 23 * 123626313911224003211236213<27> * 53411038761459248618094666347<29> * 2024158643976199669353717620873270857306439510880438705420078393414971119<73> (Dmitry Domanov / Msieve 1.40 snfs / May 21, 2010) (83*10^129-11)/9 = 4452893 * 214832161431978915792967151<27> * 718898085190443605295066447442680124547<39> * 13409935801145517595972039889076528814137715974092652458101<59> (Markus Tervooren / Msieve 1.43 for P39 x P59 / May 21, 2010) (83*10^130-11)/9 = 443 * 470201 * 227758021 * 8975702211684070309<19> * 216573937396899822722469028207920332066673455733510024668190415792666663368868969001037783546823<96> (83*10^131-11)/9 = 3^2 * 43 * 257 * 16819502839104101<17> * 10032866375493522269790692844668065329563714107539901<53> * 54948179970618654281428819006984882236683427199067546771519<59> (Markus Tervooren / Msieve 1.39 snfs / May 20, 2010) (83*10^132-11)/9 = 4591 * 12058586809775981501752021<26> * 166583459100855412672365210111723408405110322485260857297487578782504531943872413305572773788648839702711<105> (83*10^133-11)/9 = 7 * 13 * 61 * 829 * 833871827 * 46185396268696837<17> * 976198338095974315473677<24> * 533049801268043129587624818397760988282722985461035024240881024566296790626213<78> (83*10^134-11)/9 = 3 * 677 * 10234811 * 193373165892701<15> * 12117890934867506983496849539<29> * 18933137346406100071193840729966930898652015896002623214726951789443446238404470479<83> (83*10^135-11)/9 = 127 * 389 * 2411 * 1884494137<10> * 7274333964821081<16> * 12261358782229619<17> * 1356140257878777958635693260375983913621<40> * 339667359353866521840198690673534458934884914779<48> (Markus Tervooren / Msieve 1.43 for P40 x P48 / May 21, 2010) (83*10^136-11)/9 = 2897 * 1668197 * 10407437119<11> * 504481268953<12> * 138511452478999<15> * 1612588350563845418277148663403057<34> * 16272028975368762907635702674204518786036785139380365226569<59> (Erik Branger / GGNFS, Msieve gnfs for P34 x P59 / May 20, 2010) (83*10^137-11)/9 = 3 * 6317 * 1577591537<10> * 66783711259689520645881035774647<32> * 134871654059222582751477608663525767807<39> * 3424661489090666622761976418088424840704485703998433827<55> (JMB / May 20, 2010) (83*10^138-11)/9 = 19 * 79 * 149 * 1523 * 965392313 * 20590042799441296427<20> * 12421951957157599776053<23> * 109652310687891885890560986984749979228991673463194868935381259835548685834764241<81> (83*10^139-11)/9 = 7 * 13 * 17 * 260270489 * 470379036522568150379<21> * 486936559636347328117640471664722403718133284105733085500096904500193612177414228655366733605388126893362653<108> (83*10^140-11)/9 = 3^2 * 3912512652939174848118809<25> * 1949871239183678700160847431820540366336191<43> * 13431712427857216974662825001159679657120273969918540213344935242831340051<74> (Dmitry Domanov / Msieve 1.40 snfs / May 21, 2010) (83*10^141-11)/9 = 31 * 299242533549944886179853098351567357<36> * 994146907852157799393549442678859982049875520527750086530562852085863998330317597454390409417697401122063<105> (Dmitry Domanov / Msieve 1.40 snfs / May 21, 2010) (83*10^142-11)/9 = 601 * 37616441 * 36625027489598381<17> * 227790629935025275486757199802225415915269867243342301<54> * 488955789411613079715175773955463082249735714105585141290623301<63> (Dmitry Domanov / Msieve 1.40 snfs / May 21, 2010) (83*10^143-11)/9 = 3 * 8234209 * 1774972984213526699050445740497243921526015815487351017621286321<64> * 21032974479657833353566342381526766342922980267996226877801875089019171263<74> (Dmitry Domanov / Msieve 1.40 snfs / May 21, 2010) (83*10^144-11)/9 = 1655827 * 6795857 * 880546556543<12> * 15789942840733401740291<23> * 58944530152557672974430372072992171420566302684912512511159273057367787412348019301594345811986203<98> (83*10^145-11)/9 = 7 * 13 * 132019 * 222367 * 120911207759741949595489489200200706659<39> * 285509692045144414658322710682161724928440013246135934412192901753143175625353358926996777734833<96> (Sinkiti Sibata / Msieve 1.42 snfs / May 21, 2010) (83*10^146-11)/9 = 3 * 617 * 887 * 183274388076503849<18> * 3064811483361775185903744833506144188523624134136227513156964051948617205980391165788800079901958432494990731633308328018617<124> (83*10^147-11)/9 = 1123 * 28317719 * 319140535316753179<18> * 12692149429094765221<20> * 71594624073817071419295456578487469182284478884973974260038495040891386468406160612292773028516422287<101> (83*10^148-11)/9 = 107 * 8033198843597855838010803378326411<34> * 107290998777825660273684888828920752986541479278495133763365732874520696909622822965961103272446104319406179546773<114> (Sinkiti Sibata / Msieve 1.42 snfs / May 21, 2010) (83*10^149-11)/9 = 3^4 * 275803402585406470034599888026190963935678863165917<51> * 41281069873973042441498527751929104786858041508297511301800399292832833979495831041838183129015073<98> (Sinkiti Sibata / Msieve 1.42 snfs / May 21, 2010) (83*10^150-11)/9 = 23 * 1288062007<10> * 148635392458568202128119<24> * 18502257732617135082468430748023316954713<41> * 113194158723894542918179062955600523343802688477825589763214278870577241559363<78> (Sinkiti Sibata / Msieve 1.40 snfs / May 22, 2010) (83*10^151-11)/9 = 7^2 * 13 * 79 * 462405176021<12> * 439242013298443627<18> * 7836745149126559366003000994788324872651967<43> * 1151348435781149061902944939530595037363337693820247383099557127248860723543<76> (Sinkiti Sibata / Msieve 1.42 snfs / May 21, 2010) (83*10^152-11)/9 = 3 * 43 * 4243683341119058480510238773883052394307773873<46> * 1684623686532105271743714621413433179791851851446827496089745447137730401792375495318792090151229571651613<106> (Sinkiti Sibata / Msieve 1.42 snfs / May 22, 2010) (83*10^153-11)/9 = 1103 * 3142273 * 957666979263098072427117922652786099<36> * 2778443972989503162227704273476376245415469553707919406980318212509902959519782270014586491033192986952916241<109> (Sinkiti Sibata / Msieve 1.40 snfs / May 22, 2010) (83*10^154-11)/9 = 461 * 23046193 * 1538227584293<13> * 4181200053698339391229<22> * 1349627505452212930409991721217269681900882260152152895281205399047356681401534577141751871933313883423449008641<112> (83*10^155-11)/9 = 3 * 17 * 29 * 307 * 5101 * 42237713742155839<17> * 9426995665930381653227222804017015740539794776196519289151400086698263542738382987733351767187844851353240243882294365680179602163<130> (83*10^156-11)/9 = 19 * 31 * 983 * 1384387 * 11758610993941422220343<23> * 939329850481905728529895584754198783438925316607<48> * 1041681883418416028638273186277897544380847559166518964050647420831520900709<76> (Sinkiti Sibata / Msieve 1.40 snfs / May 21, 2010) (83*10^157-11)/9 = 7 * 13 * 379 * 761 * 5233 * 14401 * 894917 * 120092057 * 68040725520643961<17> * 6376185760459104241932180442298013584803959575228021093681180352907306349189906244003180111970051311244225068217<112> (83*10^158-11)/9 = 3^2 * 3907 * 31643 * 118057 * 30241778729<11> * 232152271083195400123178425611204473660499719629681033129249828916160338176265986723258160187598770249237798933526557914994431347455173<135> (83*10^159-11)/9 = 249832753 * 269093280601846735189979957658467114993416117<45> * 137177649143883094981099842439549833840551785796898257537368476626923047884701947066865292239344939982930121<108> (Dmitry Domanov / Msieve 1.40 snfs / May 22, 2010) (83*10^160-11)/9 = 12527 * 73112227 * 16261805383<11> * 240494485322074341433<21> * 25746880146652191018635587357579907738533486599016855948584641368318744048039150705209452065790306210211001276095507791<119> (83*10^161-11)/9 = 3 * 47 * 191 * 3914634906821991435917<22> * 8747658870163797949806002627422191490082605865026720059104822903109198755239623537815470277349290646780002602016945605903948226479926523<136> (83*10^162-11)/9 = 439 * 521 * 541 * 16087 * 72857884438063<14> * 63589360278502789732976166157476239408951587110943597356343310350613898477738065343020636661072982320329502710389013737938961399748041879<137> (83*10^163-11)/9 = 7 * 13 * 4621 * 23777790646396485021890878109<29> * 38054702316457941330045812070347209195247083163862066691<56> * 242369738417860062797699812026161783008719053125639499024228564393145322469<75> (Dmitry Domanov / Msieve 1.40 snfs / May 22, 2010) (83*10^164-11)/9 = 3 * 79 * 3559 * 14251 * 43456099 * 1479638363267<13> * 76813589610776093<17> * 939033496648021343<18> * 2939998851422276452963775861015567339<37> * 5626538336120045299233832222109914657829674089664399952264030749<64> (Dmitry Domanov / Msieve 1.40 gnfs for P37 x P64 / May 23, 2010) (83*10^165-11)/9 = 4051 * 13009613 * 1667186252356501<16> * 104960246414634233580604052041558800924413589117630602567810431962430233586172488090006837121248362984706992056345265843784892646093877190767<141> (83*10^166-11)/9 = 92222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222221<167> (83*10^167-11)/9 = 3^2 * 1996321 * 6344963 * 980428269007054863016276043586213669622584541<45> * 8251212640821936660752747607587051302804242089816773170327323247505314454334952883486311682567922826749722883<109> (Sinkiti Sibata / Msieve 1.40 snfs / May 23, 2010) (83*10^168-11)/9 = 199 * 16195284717891361212371136325028293527707971687<47> * 120515013424696991875482475590345970531498315902855961<54> * 23743938876756372889300921504672054983986978155296643052928592214597<68> (Dmitry Domanov / Msieve 1.40 snfs / May 23, 2010) (83*10^169-11)/9 = 7 * 13 * 109 * 9533423 * 13436269697503<14> * 603634193164983337120622227<27> * 1754620243251305581589401930135035280786215463<46> * 68530381380900262030969239033209356295972696830777520370160801679437518311<74> (Sinkiti Sibata / Msieve 1.40 snfs / May 24, 2010) (83*10^170-11)/9 = 3 * 59 * 383 * 21341 * 2128553067154855238760220976689<31> * 180647355367793930696474732502061<33> * 270194209182705265590946316234119605793815941543<48> * 6135594504199211489774644405508560273769660543382653<52> (Sinkiti Sibata / Msieve 1.40 snfs / May 24, 2010) (83*10^171-11)/9 = 17 * 31 * 11491 * 2245811581327<13> * 32264939964497248366854518828635010796569<41> * 1921776779655273902683325736864136800280658210597210471<55> * 10936038312036140403431029989264865287729644829392843432161<59> (JMB / GMP-ECM 6.2.3 B1=3000000, sigma=1165691650 for P41, Msieve 1.45 for P55 x P59 / May 27, 2010) (83*10^172-11)/9 = 23 * 89897111964522584205461<23> * 265319637187868464017908009<27> * 168109637766246622119939478275561398365091995916557837198208400978741605079930781552224001313097139226979975626608504855223<123> (83*10^173-11)/9 = 3 * 43 * 10243 * 697940981606059742234418530652600885476882470859072009261929093737089668514192125325309871080209984373690046764568445852771620340623789377220534970921508295869459136943<168> (83*10^174-11)/9 = 19 * 1973 * 40961 * 19130261 * 392451115431541<15> * 27590669915397907<17> * 44654882581987395247416532571266074301941374249<47> * 649301917913703648018564240357893511618811805001137643116507043846458130949375121<81> (ruffenach timothee / Msieve 1.44 snfs / Jul 25, 2010) (83*10^175-11)/9 = 7 * 13 * 2568454838595976526563775644397085974987839609838831319647737<61> * 394568360012511129199465130984570642209047514144295684507864584261620178324277873988435785739446724789262901638063<114> (Sinkiti Sibata / Msieve 1.42 snfs / May 24, 2010) (83*10^176-11)/9 = 3^3 * 478927 * 55601362466267<14> * 4296630500327777<16> * 45572692958102747309<20> * 816255282427837913241950900580008250039467911909183259687<57> * 8025246098938835216680958051713999452711124875779028340843386017<64> (Justin Card / CADO-NFS / Jun 2, 2010) (83*10^177-11)/9 = 79 * 127 * 123743588513<12> * 30050170266617<14> * 82581572518279<14> * 472630864898360529514555169<27> * 868268211166086279650546364901798887516564805252123<51> * 7294171972154829677952047324485154841035200826689709421289<58> (Dmitry Domanov / Msieve 1.40 gnfs for P51 x P58 / May 24, 2010) (83*10^178-11)/9 = 5813807 * 113741982830742846121078887948761<33> * 139461450399087760429746681587800477197064052088860859827471775274050417653512198104466938412512924998983778302756566918527179074874033508923<141> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=799662603 for P33 / May 20, 2010) (83*10^179-11)/9 = 3 * 95087 * 464816213758895999881997089<27> * 6955236690749668701086379596364089093014298587684567416739327205566992407446128160458042944132149709752673197583096761657160898801972313279612854049<148> (83*10^180-11)/9 = 603267381950258709041340704167<30> * 15287122258140957169113128501535738992138947978447817613318788482924514616173686978891959723164502372330143145754005494791623740911740956294482299829163<152> (Serge Batalov / GMP-ECM 6.2.3 B1=1000000, sigma=1703715866 for P30 / May 21, 2010) (83*10^181-11)/9 = 7 * 13 * 3989863 * 1160803400958395002349027<25> * 21304054718321599357473100141037<32> * 10271060002108553677099357608468152114324935103022614034749628014084297094424956607606137596355292050187182448731183463<119> (Serge Batalov / GMP-ECM 6.2.3 B1=1800000, sigma=1087619979 for P32 / May 21, 2010) (83*10^182-11)/9 = 3 * 3927723753673<13> * 105952731365069<15> * 702833360725773735456158711813<30> * 1051014889301704252338663615586869481061677668489792444384278404910680884193562888523746289080486316132967012925529006059016247<127> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3052064960 for P30 / May 20, 2010) (83*10^183-11)/9 = 29 * 97 * 752490188852439781<18> * 251024835058566650424322286487330883481777741<45> * 17355947130564768411084921780364136129666123583699351486619318568352701316237248965022960624945190410601240524448219377<119> (Dmitry Domanov / Msieve 1.40 snfs / Jun 17, 2012) (83*10^184-11)/9 = 4690133923<10> * 401954726683<12> * 13495048735981062990170100487<29> * 3948071941904208018865907780204638687019<40> * 918150096094768900182408398873226399747163427235486412475848690023425856410362737712130566052273<96> (Robert Backstrom / Msieve 1.44 gnfs for P40 x P96 / May 25, 2012) (83*10^185-11)/9 = 3^2 * 3533 * 2159018261065045254130808998573732326307850041182854445291442747791271661540790298957<85> * 13433621895733274778827100032877744759682640109893791705312577449131400289623750842893741432083549<98> (Wataru Sakai / May 30, 2010) (83*10^186-11)/9 = 31 * 269431 * 13304295469<11> * 876494091607009753417<21> * 100759558736962471335350657797691<33> * 30302750182857625835086476571426400321942611<44> * 31011098429293772642390266251724102240018365584267571060524652894351611857<74> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=718665100 for P33 / May 20, 2010) (ruffenach timothee / Msieve 1.44 gnfs for P44 x P74 / Jun 15, 2010) (83*10^187-11)/9 = 7 * 13 * 17 * 87059851003659841<17> * 312384014320319101<18> * 2191989896989579227574808917006524244233249863019572616336400366700864615835296754362115576810869159212730024506843726001634547718770578267054274285523<151> (83*10^188-11)/9 = 3 * 347 * 1259061094162474473555441930320235397<37> * 703619795448236759584255795313521994402420633439045482456589407973195892051757680600247308071578323729727540577741373075192724628629679708644455674073<150> (Wataru Sakai / GMP-ECM 6.2.3 B1=3000000, sigma=890106221 for P37 / May 22, 2010) (83*10^189-11)/9 = 223 * 22543 * 120791034556491736763<21> * 122952954636146192669259797766299693194223<42> * 123522291085647010144476880790787574087584897609971486401715775585910658482522123064873723497862750212146467205735996532361<123> (funecm / funecm for P42 x P123 / May 24, 2019) (83*10^190-11)/9 = 79 * 53101 * 21983953250355299090227203097374795492950554036676279481309017809677288544763209117905529973385378621018656403815662062246848487733126249791053119031638113616831507910342869945766646799<185> (83*10^191-11)/9 = 3 * 7109 * 4482035891<10> * 6654806673837446078603310968237074952891902714759<49> * 1449756419854078142051906344993914665825796676665878443332087199878346003207946769399696489236872865550447950239217767583713788967<130> (matsui / Msieve 1.49 snfs / Apr 2, 2011) (83*10^192-11)/9 = 19 * 485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959064327485380116959<192> (83*10^193-11)/9 = 7^2 * 13^2 * 61 * 114547 * 1593819895705771543323312595857376544208450047458275678348646235776453295213450992672751969695524171279259940469033022292841992223260361400723370175753799884807543830834493339183101923<184> (83*10^194-11)/9 = 3^2 * 23 * 43 * 478169 * 510089 * 409857172648277588558772500457011<33> * 56660991184892963126615887296699286356732155039582604189905541831098881<71> * 18291642274470527175885932647980478920003680905732100826378132623718322990291<77> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3671820640 for P33 / May 20, 2010) (Eric Jeancolas / cado-nfs-3.0.0 for P71 x P77 / Feb 13, 2021) (83*10^195-11)/9 = 1913 * 24043 * 200508116072099829290047312692269316094911371921922303873233879520098850211332293063406505194968402952686382494437451905078462558168884125782355189638389917798702273303766503167758876650719<189> (83*10^196-11)/9 = 1051 * 1097 * 2826293 * 5632642789<10> * 1805034379970199432776413<25> * 192033430026697768560915368386305671766026114634740551772948136554943881<72> * 14495544350939338989930514922449057098033527630922704244619358228657073004268603<80> (Eric Jeancolas / cado-nfs-3.0.0 for P72 x P80 / Jul 31, 2021) (83*10^197-11)/9 = 3 * 216995084743<12> * 3154150469311<13> * 8317279692250253<16> * 54000865179111266001982447116599003979545980482197130953810485725030214019620561754935971523393129490483727484270195862380760809896344496759640835698351816003<158> (83*10^198-11)/9 = 3881 * 285119 * 1556945355806680407969229<25> * 24573395670680021832351053<26> * 217834787882574212214387246016249505974725509201135437189029813168591525688182107448967484028692779873343188410967868912797122038783367113347<141> (83*10^199-11)/9 = 7 * 13 * 1213 * 8893 * 23339 * 27457 * 30003791 * 52989319 * 79876830071149769174683494652365779<35> * 1154421691407758468645597535260051149676437175443896582380191349702538416317441405509477989037455547523137082500602431085689861170263<133> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2705369211 for P35 / Jun 15, 2012) (83*10^200-11)/9 = 3 * 3889 * 28073533 * 1324175601421<13> * 16874175618327401179640052404394861619<38> * 148291190057468209484077055454608039827<39> * 849759086391869962392883501775391798603549533741310408749163752308387193059071492658666805144924379007<102> (Ignacio Santos / GMP-ECM 6.3 B1=3000000, sigma=4190306390 for P39 / Nov 7, 2010) (Ignacio Santos / GMP-ECM 6.3 B1=43000000, sigma=1860985252 for P38 / Nov 19, 2010) (83*10^201-11)/9 = 31 * 107 * 946697 * 665823721 * 202952538504906889<18> * 2646199390622195591<19> * 12655011931494183287<20> * 15015372460755792563393<23> * 207161284863308353704389377<27> * 208639017905223281127480911064000733478516445228225319874333375671719515351851393<81> (83*10^202-11)/9 = 63464399 * 1453133153001609961235467182510027743620832558773970619689035772988604559577129568692870190454686606615816565476689099698591996785823532689913635237012521338494393088355287540377121072590984785379<196> (83*10^203-11)/9 = 3^3 * 17 * 79 * 130022783717<12> * 27193622967916175011<20> * 63898770748854659701<20> * 10509895645329067769396916915456576731519607543085269660908664149723<68> * 10710712624205524901518352419681605235693631883498394522007468967118544034548413361<83> (ebina / Msieve 1.53 for P68 x P83 / Apr 7, 2023) (83*10^204-11)/9 = 30629952526271009365025396406151916595983427344154699239801<59> * 301085096828420247265261532114866230266228458541618253779671518652871911085251711020575001218498190782254131436594239953854752259778508867095466421<147> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs / Jul 23, 2012) (83*10^205-11)/9 = 7 * 13 * 31063 * 859278163 * 4025273352019<13> * 760784312222887884599340661331444222754954239<45> * 12398241513219376118645210369264203366557369326620325398519946993054405446296661313666045348300511825055624686131263400792742633039239<134> (Bob Backstrom / GMP-ECM 7.0.4 B1=38670000, sigma=1:4153361611 for P45 x P134 / Jul 6, 2021) (83*10^206-11)/9 = 3 * 2003 * 22471159 * 9695769931<10> * 704410148996775810572565950912518785662003476801452246722509281244702458987101324521365005594819510323696087536608291886986255071549050759044106178423605957332404913790758116200433794361<186> (83*10^207-11)/9 = 47 * 55385543 * 101660094708848707<18> * [34849038252481208101292953110320795941309975210948910157633502936794623388349990108482028404878937967142100416461771777508674678663633303571327044373986610624734080391688880540181943<182>] (83*10^208-11)/9 = 235889 * 206408516342338129<18> * 7064524001125246727048884351<28> * 268112694038801218052610392896546925199359627752646631001452108296053692526335155187581674679610631161881853678067996481472069711647641634378553358030996653491<159> (83*10^209-11)/9 = 3 * 207187 * 2669753 * 793287878099<12> * 10777337835103365612726464496748873<35> * 65003752507773248564707470883498159472909071124804003808886485001256279487282000115770187222851874111989635845980761911212211708372652556052129578612631<152> (Serge Batalov / GMP-ECM B1=2000000, sigma=2986922167 for P35 / Jun 14, 2012) (83*10^210-11)/9 = 19 * 39240796058837<14> * 11292795959786776489<20> * 1095324221496388787327762276219863048435310579116122186087127122911803348264163111443826480685007663447783489344302560328058207851798034071653830112074505734625375702836298811563<178> (83*10^211-11)/9 = 7 * 13 * 29 * 790688911429879878677872409<27> * [44196771334084422748229908474427047099543965645266021763557339165703895104076061272451792130431706530160339703962445698811610240848576574344072906963834168218483979357128523102865371<182>] (83*10^212-11)/9 = 3^2 * 283 * 2333 * 1267663 * 434982002121398281558271865060150977<36> * 281460073519021525569115815996918295223972041654425660653032659755779729988118116013793685552272347787725223797154860962732717589982124383957815570226555213152162821<165> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=789096099 for P36 / Jun 15, 2012) (83*10^213-11)/9 = 953 * 6283573 * 57906286411<11> * 382873524883<12> * 1535511637027<13> * 2603920604357<13> * 17372971871245828071480233035949785613649557349534499137531128865316770201185620658365496645535930912383712399440811759543700280812587510382751130058080581087<158> (83*10^214-11)/9 = 233 * 521 * 3923 * 490033 * 6344701404757<13> * [62285522922734625452504985160612238766940360019529440997753676322312434903781702064544455337581884988128229222584078467039794369805069936590130458889794946669866472427646938046949511254019<188>] (83*10^215-11)/9 = 3 * 43 * 10627 * 845717 * 49139276330113<14> * 798608213737227403<18> * 83479057154686389829<20> * 32918772878912308358484391829780561486797<41> * 7376093778460540079450427378549599328617679976760228902562235066123570399874861887701733926772275820971698450873<112> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=878810205 for P41 / Jun 22, 2012) (83*10^216-11)/9 = 23 * 31 * 79 * 19840039931<11> * 134128933676250403770723173762628365973031<42> * 61525329454173778728392436896727350989161783281120055811208344575297304267382168554762424084146423651717217495716272906424672537093408868524600152193988316159143<161> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1266995732 for P42 / Jun 15, 2012) (83*10^217-11)/9 = 7 * 13 * 918353 * 5515789 * 13939411 * 16263281 * 147282191557<12> * 5992031256127587274510996346666802007113887229571482913739408759656722595831384744093783941871692197489653113210399365805640689887881607723530523110545374861643575902550076470989<178> (83*10^218-11)/9 = 3 * 457 * 1619 * 75767 * 1151222327<10> * 2157975391244407422539<22> * 560513425147407340397091360929<30> * 3938034141626044509920162382305684688489840886731003163339947758678957610801112338258736516111683508130661835116194659563818759943217916174688829751<148> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3059709574 for P30 / Jun 15, 2012) (83*10^219-11)/9 = 17 * 127 * 647 * 3617798303293660747<19> * 6324778562362229445379746732598518920153531673272556809039884910434421<70> * 288528676896654131614727856166360597598193759238617279384988084351109149920925016226962145705629469395322912760561022805843571<126> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P70 x P126 / Jul 25, 2020) (83*10^220-11)/9 = 17747 * 70393 * 791388907 * 1230012247<10> * 6495588248557160470212366789028734550742594568311<49> * 11675171743718512161779790918959639700771472578299555150113114712967445476842474691462678088430915703307906502282064029111079410769046786278481429<146> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P49 x P146 / Jan 29, 2019) (83*10^221-11)/9 = 3^2 * 144813653 * 5414538347<10> * 8332682713<10> * 82138556602653082379<20> * 39190216497804210389093819061740093688994762061995485248158909607<65> * 4872059190083138951903965187540714725855143905387771933707587667330306766110383228848892566320370117703139831<109> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P65 x P109 / Aug 1, 2020) (83*10^222-11)/9 = 113 * 21147353 * 154712606228578879415375455107200750987508734961257<51> * 48493402999376744061931856556827883102472528321696954996705579<62> * 514390288852328223009141377215076362476038426539509971461111745680983666772934732925969912122909123863<102> (Bob Backstrom / Msieve 1.53 snfs for P51 x P62 x P102 / May 26, 2018) (83*10^223-11)/9 = 7 * 13 * 1669 * 19133113 * 31798325172435705577191983045713531<35> * 4303488047164297647468735204428976595974647<43> * 231914215569040908497714033727398799930695952527512913793315233148600573909534685305315876786682345829602035600131739861231233902140239<135> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1005354088 for P35, B1=11000000, sigma=273100570 for P43 / Jun 17, 2012) (83*10^224-11)/9 = 3 * 263 * 12953 * 28087 * 42683 * 414760517807<12> * 4944374729719189<16> * 147138126024953919769<21> * [249455978551840166462439142616473470640181300419219251140398581940655238068513503819530754418167380917562699941216308577416039286797687668936231899606515396783319<162>] (83*10^225-11)/9 = 131 * 2920289 * 129323283572419<15> * 102084947446600406884259<24> * 1086274510853316523199440883<28> * 4495564795864312302271905299015647236006891501964175625051647458243<67> * 373917827237477673032871927067530249612912723126084973434186609554316746272281197282831<87> (NFS@Home + Caleb Birtwistle / Msieve 1.53 for P67 x P87 / Nov 21, 2023) (83*10^226-11)/9 = 4469781354115755916092263<25> * 146746691454729170293096946813<30> * 1696485806913304504046881680328723696417<40> * 82876376437584981344606793642000001911233995058492223093812489491332844907562821811988991737842471212111173988146482023009061207138727<134> (Serge Batalov / GMP-ECM B1=3000000, sigma=362468945 for P30 / Jun 15, 2012) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2471136528 for P40 / Jun 18, 2012) (83*10^227-11)/9 = 3 * 406262579803<12> * 151838719710409<15> * 4467876698449514237<19> * 9353565815663777897069867971379<31> * 85591072919645344979184819209704761452478143550799754632448309514121<68> * 1393214920591157001526157049220501314646116808257905499707434642108572978590056150027<85> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1961837189 for P31 / Jun 11, 2012) (NFS@Home and Rich Smith / Msieve v. 1.53 (SVN 988) for P68 x P85 / Jul 3, 2022) (83*10^228-11)/9 = 19 * 59 * 145368589 * 638712749 * 2412708599577973<16> * 139131571217488357<18> * 708757509519818933502289280465599<33> * 372413636616617153524712394166206890446860841600706759199765101830095555279504006849110404969241703253991408948235123210729086140023167457382019<144> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1733387289 for P33 / Jun 11, 2012) (83*10^229-11)/9 = 7 * 13 * 79 * 4817 * 2663118263720560964236449004267621349002428144601302431035207620245316379524603036794825896188948458994156852217570717188368807239736411998153772407930282336065650960419751331685068476968472501171828186120920450549428089417<223> (83*10^230-11)/9 = 3^5 * 4261 * 990497 * 413389237 * 4477988297<10> * 35564851464893804504333916294070087<35> * [13658452354703849454428555352759208607220232683523160198684916508548751643889091910103386717285790748524378411153549733113138729245420897324796594397601476476293399737<167>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=68114172 for P35 / Jun 15, 2012) (83*10^231-11)/9 = 31 * 164555728446881<15> * [1807843714918463915911583176957615777054143185047672596053504257804100203011732221301592227224166899449166359607345388643094674997954078145066594284568403298347742042310151171504164423970017771579194005682650723917811<217>] (83*10^232-11)/9 = 20063 * 20369 * 3782186926633<13> * 838887603221237<15> * 4657059727236210976276755434363<31> * 15272545513537118664252808087261689902052609103963799439494812640791170669755666528671386427258677859299194017949733899356486637490896875715031521646060692932009924141<167> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1311639433 for P31 / Jun 11, 2012) (83*10^233-11)/9 = 3 * 179 * 80577013262519790707<20> * 323612115749468541206177323697<30> * [65860550880257464594641930412438148346653456075557139574133774684466148071109227554376208324842776532115860195191142214526104973748766968018429979982020570683014729976836150940363527<182>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2934534417 for P30 / Jun 15, 2012) (83*10^234-11)/9 = 617 * 63611 * 355491544621<12> * [660980915746859634051900742587232165093386351279839355590286661736887356050353958805950828729242619089147246577220099694727686071761491678683905031861377919541002317997679709591327327106521816590054497812631339653723<216>] (83*10^235-11)/9 = 7^2 * 13 * 17 * 2378479183<10> * 219997752421582657317843731968966701167598347<45> * [16275323533352642361447713178824618501286051568795985234489780198886197094675476693265021024540509121710991331020007805829233955218681611218149899193935364162152448597543232075949<179>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=578848312 for P45 / Jun 18, 2012) (83*10^236-11)/9 = 3 * 43 * 24523171 * [291520597992440290030483782438844914058614489496871126122716336608712204249233100389307280427746920246965906203951951844642754688984123406833069822297818233807971650147003787131549621781771498841217336488414965060962527015403919<228>] (83*10^237-11)/9 = 1179063628337327539915078591222953890301260027519284628960080842009873310091438297668594171890357435736483<106> * 7821649316099304269560579640018398710349328715787996309040848207725532575674945993974591479951354962570980590119047288584704872585487<133> (NFS@Home + Tom Womack / ggnfs-lasieve4I14e on the NFS@Home grid + msieve for P106 x P133 / Jan 4, 2014) (83*10^238-11)/9 = 23 * 7451 * 1197199 * 43121719 * 10423912877632819097569357731695962614431363202339027121101922045554602817594580989998829392886270977466679644137503455106085009488862039073278023767770231272725275870100723266483904795089883258109540239661734854822418217<221> (83*10^239-11)/9 = 3^2 * 29 * 583377139 * 286835761368260771<18> * 354124179272479650863<21> * 13311471894483883790431<23> * 4559475489842582565730949257203803368501<40> * 982462148298228449332359598426490174279238677828855433468711226387169211614793907161715939585603135161414847849716632439202382173<129> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=689699694 for P40 / Jun 20, 2012) (83*10^240-11)/9 = 144870900863839<15> * 20694927206857291<17> * 330293079421325032979<21> * 3954818703949660779765187066864937927078677<43> * 20684542789731244638583362706078715506027012535977219<53> * 113846200175323046934626866128714178066462650924103215297665191244949148162937593701450569661277<96> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3931028894 for P43 / Jun 18, 2012) (ebina / Msieve 1.53 gnfs for P53 x P96 / Aug 8, 2022) (83*10^241-11)/9 = 7 * 13 * 421 * 551849 * 36151395029756564573<20> * 1551139927994791943521750637952888357807301<43> * 77788571626269689889403452329173392705298382987040493653445443954039725871079568238192944007481276945226812127673807175884010942923618760177257608779921886676130212711043<170> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2204897881 for P43 / Jun 17, 2012) (83*10^242-11)/9 = 3 * 79 * 337 * 63799 * 2199959 * 1699655476919<13> * [48402520700908177296291244208028024721826977953688025488870659617257621939021979678333655312321089245361007081225834979656897687975821482798442307938736518689405376061705015352050114964731666111661695485030234690471<215>] (83*10^243-11)/9 = 6485447 * 136313698142165914830797431<27> * 10431725923392777254298194956804088888706940446182355903009650073552012570473328494641314319323675425687643614836559050282787668453736319188341796981609052746587950279759589535546849463410402834679676336344714253<212> (83*10^244-11)/9 = 3809718615374558075459843390788832293753<40> * [24207095466328885061733456883197511017607353917281694917971769210518751423816099717555742514038278637962615088044019950341480229815246045129608037403079515846354099622801273887338141571791177137273481951157<206>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1690068205 for P40 / Jun 15, 2012) (83*10^245-11)/9 = 3 * 34431992542684391107<20> * 74585163868556676761401<23> * [119701536307353705212280401753768147524190695825794810487168393612511428742622347340902757581682001090450543739849173938345260649710642357064087588247653200804459100369760360489565123285725213346001799501<204>] (83*10^246-11)/9 = 19 * 31 * 6047 * [2589287767109600214904645422465228438977366099740550246111802263767500426686547405319963124798647780339300892926805171100915556556330875662495012111471521250549872692831513142023650679249731720150901195368094864765399453635324149347997062687<241>] (83*10^247-11)/9 = 7 * 13 * 1981876229<10> * 5738388122669<13> * 3031902252557733805718101<25> * 185150265471221929614807583<27> * [158740669716852120049341579660827065613306054222436888692394648927273465345436369603752335642809851383393479200514015275926700703503501960836091704451712336439091639166288357<174>] (83*10^248-11)/9 = 3^2 * 28789 * 189723026611904657967805620363814689179069240019181<51> * 18760588151165204402482637895410705678233676284225076444917168694732227961123966508150179174840409672739945316579936654756776843893658989873710181901166691315332349649444742737357708257691318741<194> (axels / GMP-ECM B1=110000000, sigma=1579273215 for P51 / Mar 31, 2013) (83*10^249-11)/9 = 1597 * 4079 * 329209693283<12> * 521033339696208659<18> * 81783408240541403987792811893<29> * 456044503322327244285304313803<30> * 221292350993919732358544741070818795913297475507836724570676622204736281741263868135390246682902374108632214585044592309590224741260103755775036209795378609<156> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=3378469723 for P30 / Jun 13, 2012) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2951692731 for P29 / Jun 15, 2012) (83*10^250-11)/9 = 5269541929<10> * 95918699637948670033259<23> * 1234753890041553487341445477<28> * 218188824438431508152528677007117429333<39> * 34145228422983915228555502728931857657282071<44> * 463594707000853987827262023411430576605438610069<48> * 42783670348708567588829617796669262735875264279721322639567229<62> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=2523775286 for P44, B1=43000000, sigma=717151756 for P39, Msieve 1.48 gnfs for P48 x P62 / Jun 16, 2012) (83*10^251-11)/9 = 3 * 17^2 * 709 * 15256192333<11> * 18036379647511853338671617180681<32> * 5452237015806463889257682511146832325318788460585615243732330428674545409648583685789358210663745107484359475686874507949366031668896565063480969437265114152187222584142456225768559972207514837328343193559<205> (Jason Parker-Burlingham / GMP-ECM for P32 x P205 / Jan 2, 2021) (83*10^252-11)/9 = 7759 * 782389 * 87351596406781304298095474480375087<35> * [17391468272506386272669445586941834856073572821392883226271639166126018509180987383274846771571970172920041723510372110928174002599937759539519314291978911805470428742332003543536388093347655697744814242963833<209>] (Jason Parker-Burlingham / GMP-ECM for P35 / Jan 2, 2021) (83*10^253-11)/9 = 7 * 13 * 47 * 61 * 181 * 228956179 * 17832450554323351<17> * 30525273001181273340327037<26> * [15669854682082501749260453412128675495915934252000771417242847111411226304752051511314832050529606515947369926398982447470634562518982033240230529004768276947620565775570817556073200177562093546361<197>] (83*10^254-11)/9 = 3 * 107 * 182013685377511459799052787<27> * [15784342910312063585390820377373470886139669251851291439537906399870192580599339018286637001593390189046369258587744220246517299656765025905416761341466314438832804560026971422735842417457539459606076286548795142158401019135423<227>] (83*10^255-11)/9 = 79 * 673 * 36809 * 1267151 * [3718870348539879210059425200647179561740294521636032512579261941007536402177759598513903590825644981990528127980833177553156135368518127088742508728221025390745924964635445749041159714756532798527303174171352905035041992803491475328752721957<241>] (83*10^256-11)/9 = 191 * 5917363309222737088233510414441353029<37> * [81596960431627254370373166019153636629514899247390555777989735568582911530496435873310707631352260247647129793645134749589389453011819783900664683063891561062091267346259596293869259572513569244868118652422426912402839<218>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000 for P37 / Dec 7, 2023) (83*10^257-11)/9 = 3^3 * 43 * 750046411 * 154131583167518358097<21> * 73723593321785082892736285573<29> * 595059735779978095388760410177173<33> * 3323031004136959436723322323495720569<37> * 47132679856577143692908597796926064867035470102987061068939041619131765018759337415200557921534278544007984788678644767397648383<128> (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:2682742287 for P37 x P128 / Feb 27, 2021) (83*10^258-11)/9 = 4253 * 5013769 * 121163513879<12> * [3569472328721989986212361530138044921592566522865014973244447041173841936482964893513558643116798722945455573553378899429536412389888042546719216459354447368699522232520884672953976227720333230847995244116119688488373726639564573573627007<238>] (83*10^259-11)/9 = 7 * 13 * 269 * [3767401536918265542800858785988897513061081834316035059529483321304882643172605997884808293730226815728674464733944287847633572540635737661759966592680347327187475886360644724956992614985180040942122726509343609715356927252838033507178488591127996332457299<256>] (83*10^260-11)/9 = 3 * 23 * 2273 * 166567 * 15878028414029<14> * 346737113409744720433<21> * [6412113313302843088828721160437571915490806491793774090885810800677349157784017899025490266472884743613252955920664531501735554827819782848654160011626174666637116732067639870461793306492099555537525794237903911806907<217>] (83*10^261-11)/9 = 31 * 127 * 107271302375827<15> * 21836680244040378141152243590722073066163023953006084584101044877652088173948727177389825841652367901869836422126463987085278429018335990017251910411050428933243130137200093908509669010007134633081696580244306363308354379250605428095641643538879<245> (83*10^262-11)/9 = 45481 * 26295169 * 199617424943310557<18> * 2024759000575723429<19> * [190790973691066917580149892160334296716921109711432481601155567395378751958852601020433343401191945074401810725082071150458146692098849907827454683165882303218423804168399301647022475313605930875399298870966166379413<216>] (83*10^263-11)/9 = 3 * 9973 * 128959 * 652399934899<12> * 61252686640682345821<20> * 5981330512807355002671738997779779014913977419476827325376448729802732665666570327992682611556489992335797492159937474351933161152512212297018252547009884161098705231057175664559310089256556046481221849645642807273127912619<223> (83*10^264-11)/9 = 19 * 1237 * 527207 * 35052551 * 145983880225121<15> * 19644554231946002123770477<26> * 1277725204798298055942309507587543291<37> * 5794646421784826919509331073776553227878985178266228929864447860097727437267574390643950563367028119814402757979387138567047154747657845394145659134134340312442080141125133<172> (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:2479665308 for P37 x P172 / Feb 20, 2022) (83*10^265-11)/9 = 7 * 13 * 12905969 * 1579832011<10> * 42005965171<11> * 537464806292788619634629<24> * 2201565770032647190927702195708372151130162254271238207292479202696940039246943262593989346936657929269994152306640160480530792917032951037559328000214834022253323207611945194334803834738443397393748235248659315051<214> (83*10^266-11)/9 = 3^2 * 521 * [196677803843510817279211393094950356626620222269614464112224828795526172365583753939480107106466671405890855666927323997061681002819838392455155091111585033530011137176844150612544726428283689959953555602947797445558162128859505698917087272813440439800004739224189<264>] (83*10^267-11)/9 = 17 * 29 * 199 * 823 * 561599 * 363611767853<12> * 76740268685183<14> * 295517841304138393<18> * 24664054702092774807526548017278800781378235320749191017532782138096507753074990500383386521095169480978544667396974980853536507463054265421626548541319643665839578530793377324650692293969906954881037443653272077<212> (83*10^268-11)/9 = 79 * 1861 * [627280978800170197200513010034228380156457479796640041234277353418416818385529912611446290766650720126121264749605304227495917005436183229529667745136494073706270769235420062864134718792960244745388162225441760739919481306648951647217177522784281094431483156749959<264>] (83*10^269-11)/9 = 3 * 3677 * 684617 * [122116126264858519332626713547602506044973981034257983089463383901818518075488568822760295832720646750560458063620684843160330447239907709702972200771020261400958026313597688614728498525783587342668591501244185529972902567086589689662133873648369145284413125923<261>] (83*10^270-11)/9 = 2118299 * 7660507 * 6329696394317<13> * 18634569548603<14> * 26825563819217954876711<23> * 111833527313235628445570559091<30> * [1606081876939553069239177941731279123655752195282168077419721077157851911160740630448623710745898915540827324534416697267217311632298054624929118322920174232042949431783186653304047<181>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021) (83*10^271-11)/9 = 7 * 13^2 * 739 * 2381 * 30697 * 27540580302211<14> * 7196810738535719131<19> * [7281785832476978421675349021392879034949354623352062712906169897848651108266804268707723988553809687438850809272712615060298363292676404884842517676825622721110108081354234112569738650142854243407165616417272150194590582483709<226>] (83*10^272-11)/9 = 3 * 619819 * [495963188297563332855894071345678992427478679110203797249531568744113051402760172578458239272122034670456064443664049355388278525516977387604135090094700884302364734555422482059129209345643498194484853493370495914787070753570651121387707391040622193587817423162903053<267>] (83*10^273-11)/9 = 7659213144707<13> * 84170883869327325516164137<26> * 14305055259136709861695164122674881460477495759620909604312841190355355945361496403087811232443602197431831472855998677940235491717381224229120839621202343005035252372019814375815225826634135645502378445031033388332580812173664513828119<236> (83*10^274-11)/9 = 229 * 4133 * 500471 * 8993609 * [21648199203886155646027347463688754971120853910978482338961071435191724826203391277872258035993777060830353075811493159490257509100379349799542638011024225126524160324678989780679503440258621292784030431933249695377073937485018615529757390154516867088109627<257>] (83*10^275-11)/9 = 3^2 * 102469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469<276> (83*10^276-11)/9 = 31 * 313 * 69856513 * 3860748524537<13> * 622160810153202872853312217640999<33> * [5664329158606748958719401624292544351001950183691238530005996952892955268705753589902623780346958959010284221169006272438676516133276047918965481013411016306423192713578924212026358440474212218619816332819804539662640453<220>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021) (83*10^277-11)/9 = 7^2 * 13 * 109 * 49139 * 61879686231141791<17> * 16898850847439619731401<23> * 49374685911089708233259812357379<32> * [523520529447013847948329597437191073985783400667731301303275617596542294402774858599218500522412757148108619215420605038515007134419449339783478102692895198214162557920009454130683561424741726195147<198>] (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021) (83*10^278-11)/9 = 3 * 43 * 6194555621<10> * [1154079471068949812519109998233494087459047314446492495360538422575092005068763582211307261982948117908215509912760954587599417270453059120392058177493117948160057362039973360903427889317471211872338209628925972501007828886014927866792498282192899521905374301501423369<268>] (83*10^279-11)/9 = 97 * 167 * 90989 * 204070297 * 1076551349<10> * 34057201332824179619114963<26> * 599667111701269136343414620278607<33> * 1394520014694119397521684384152843117441225028608948268668357887939378554222168063869727473128773305121904585528751784084883610604290662746322528864454795405301702087606235966067717143748755901807<196> (Jason Parker-Burlingham / GMP-ECM for P33 x P196 / Jan 2, 2021) (83*10^280-11)/9 = 7193 * 11274785609<11> * [1137148623930838974907757407272479094680508170578950546499455658100884689624831581345225742764027955823385001854873069238716311060550833691558400207545848447469391384348799742767185689942044399319271669560711469635095669059699490375642545180739756802856522060954263533<268>] (83*10^281-11)/9 = 3 * 79 * 2012907599675893016882673031<28> * 6343181628247203227681901412956509<34> * [304758796872670060653052410100345770870967610710295473540173172225862336126516398825730018966534389324139803273428779253442824377194203836118489060718375927330655329661005401130583908087711214723409785440997426658189827<219>] (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021) (83*10^282-11)/9 = 19 * 23 * 73831210069961199405533213<26> * 285834179421534241205488708431735742137291660271162955246167061675428156314627273789316308832695011694697192815064099422584114250322155726862439149108122524402727415304773995631082871809771905826182165795259624865918938208446620091818243129969309542012941<255> (83*10^283-11)/9 = 7 * 13 * 17 * 4139 * 369900253 * 301615361135233332619<21> * [129095694511783415785184755422768219118236181723192837914474561675507177012524954781426227895374137818501196095850903822126129915256774398220425287911084530545767447854674320666461006969161054302978377614742152647977947956076363110410821347327720491<249>] (83*10^284-11)/9 = 3^3 * 7417 * [4605147445169616457798262361353158770503309325534543876790667197090878423552610480538813347825676859577957655946660186170020934001579066220355750414324560804868806007331616667526664081126052872641040963063943304531742504567695944862514155280023480703599949176926990658208730804719<280>] (83*10^285-11)/9 = 679807 * 575876293633<12> * 39786535726911698895134747094694891<35> * 516676179503148911957674629932730632083<39> * [1145951359491190571299652009111449444025285041174657174913300932140943699804048618708551107495976566070718807097502589239474850693744609126396400931779902325351346689948451942245450320469941197347<196>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2526539718 for P39 / Apr 19, 2021) (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1643808874 for P35 / Apr 20, 2021) (83*10^286-11)/9 = 59 * 149 * 9936394000219<13> * [1055768010765384268261728783047525602654860286086891290279106978557967867899804130048498437032929973405928578144219194566990386888825382219520934983468500776466893879880158256329179910719165386626156061427037583931558209650489827927064007673608809770591973558825742934049<271>] (83*10^287-11)/9 = 3 * 193 * 1592784494338898483976204183458069468432162732680867395893302629053924390711955478794857033199002110919209364805219727499520245634235271540971022836307810401074649779312991748224908846670504701592784494338898483976204183458069468432162732680867395893302629053924390711955478794857033199<286> (83*10^288-11)/9 = 1511220365705681<16> * 2041552924958681<16> * 92552099261530287777716033<26> * 96722609108996408059462258237<29> * [333912644631343947135971555698360691313189245644306132435265197564543227011874835568492493482764297258281062004533910466150934842752964705766123916751420084123543242904094511745569535407000150438692331241<204>] (83*10^289-11)/9 = 7 * 13 * 405804498029282371889948540316270594709<39> * [2497338049116166892571734975933152758968541598334919017774700481072111382802316760387636583591821499966274678593425781360827603656979994616201724596535722424705246584740866919378222043713169091550119332733921095058121981311391086472292983576899938459<250>] (Seth Troisi / GMP-ECM 7.0.6, ecm-db 0.1 B1=10000000000 for P39 / Jan 2, 2024) (83*10^290-11)/9 = 3 * 1987969 * 44022347799435742949<20> * 3424300546215743153600834759<28> * [1025792795800529290810958599709865264129051589218134364487095778640287694646663364517548912835815372708997933490136797870438992331077118077925873551826594505134383754156159727348442431064319056589765048282087186791872430269655403656008933<238>] (83*10^291-11)/9 = 31 * 487093603 * 389779867761508513339<21> * [1566902809113526111468454934728250392644992808776290394687246090383320059308360076606401150168068867633795854618550630789735111822131523167902061355344286033088813215791403503346513804357114937230052018015830891853403182857575525795429830521933190482995241658723<262>] (83*10^292-11)/9 = 51944311943<11> * 1775405598276483887667658468924927814058700163813280105809837047286003786468948477957553571328517659218351545356270390250421152300491108696371133338244557411832925897578525987295744787188242575856083126984509111610511687670853902530481001778590104795340406001654721393105396056246347<283> (83*10^293-11)/9 = 3^2 * 15494527563542544749<20> * 6613246862948650810898920380873140570762772688138328271263798791130442043704199301607876584867534054049376912962026022091484826240651653250997081572627653071191739385282153316433742388631468087425227562076535468046984467766095629027779188273075125020948867634291493241272281<274> (83*10^294-11)/9 = 79 * 121988623 * 29353464549281<14> * 165007065387209<15> * [197572845293839216619265129356962472466092824607275663214356862256847584213131848272089721054674289167609746511027351242762824799857971953726318616013177582885716255509456592413849430804036387022794539811788629313566960926921586651157525037443580321764298597<258>] (83*10^295-11)/9 = 7 * 13 * 29 * 1567 * 527941 * 20011759 * 84994611655152559<17> * 6722071571292470736127611751<28> * [3694553972249793355567016605049283087959298580147689303926843843139270747628643580830432689018620069191860114633635748480418658614198588111877388439096051605515449422427634048897284387301941207667664713893164085520656394924647269727<232>] (83*10^296-11)/9 = 3 * 53408190879468499841976416567<29> * 1293682023448228104790835811295685467<37> * [4449169154676352544803620151269639053778998765709619295481761842525691789760147152912623657281902918698003509540510172880601134237192554035001327661335552296593337227511324820313330557904485527618909611225643296316482437775626312363<232>] (Jason Parker-Burlingham / GMP-ECM for P37 / Jan 2, 2021) (83*10^297-11)/9 = 1471 * 115274388755502800011<21> * 4651634006121535987222958574767<31> * 11691885278030024650346836852991341162743315909997897054512076266580347067525487445970975219029782182690817740315264972101303668682349474856289698504733232547814468588820633612022748043859417906481046424567880924661310467758323753480495078945623<245> (Jason Parker-Burlingham / GMP-ECM for P31 x P245 / Jan 2, 2021) (83*10^298-11)/9 = 22188297111280327<17> * 2191530408520040476723<22> * 1896549180921354462400130963601893127054396817490305485023642736550781705763195954562167962431011310313415966518446492611555661508723513669017407109729514970874310192403312583680307587253310656886611811083871210717407862094620940019062402097951505422726505017801<262> (83*10^299-11)/9 = 3 * 17 * 43 * 47 * 19777 * 405991 * 25145157831019078827718973352098952142613<41> * [44316750407449692700899862731757850072192953610133291644541650473984541148529641341362634614027473081355886704323744411660778814901103746836531982133120363186999087417986729657220919119935555660530590711247239260908411652996846314127450736084961<245>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:3053334901 for P41 / Apr 15, 2022) (83*10^300-11)/9 = 19 * 15053 * 5254246289<10> * 211240086077<12> * 9325522481939101<16> * 214231180195435877<18> * 65830461626621579673991<23> * 243637126163397888162933397<27> * [906663089859733110641910885791918007233958993429353313302524562738601800770550684058333857499110334552216292374793420206920865338280321954203654278959891537063062136630433984637811316735440269<192>]