(65*10^1-11)/9 = 71 (65*10^2-11)/9 = 7 * 103 (65*10^3-11)/9 = 3 * 29 * 83 (65*10^4-11)/9 = 72221 (65*10^5-11)/9 = 487 * 1483 (65*10^6-11)/9 = 3^2 * 277 * 2897 (65*10^7-11)/9 = 47 * 1536643 (65*10^8-11)/9 = 7^2 * 31 * 149 * 3191 (65*10^9-11)/9 = 3 * 19 * 126705653 (65*10^10-11)/9 = 17 * 443 * 9589991 (65*10^11-11)/9 = 61 * 67247 * 176063 (65*10^12-11)/9 = 3 * 216901 * 11099107 (65*10^13-11)/9 = 73673 * 980307877 (65*10^14-11)/9 = 7 * 103174603174603<15> (65*10^15-11)/9 = 3^2 * 113 * 210499 * 33736487 (65*10^16-11)/9 = 72222222222222221<17> (65*10^17-11)/9 = 263 * 439 * 2801 * 2233250653<10> (65*10^18-11)/9 = 3 * 2407407407407407407<19> (65*10^19-11)/9 = 317 * 1783 * 4493 * 142421 * 199687 (65*10^20-11)/9 = 7 * 23 * 241 * 120907 * 153948862103<12> (65*10^21-11)/9 = 3 * 2999 * 802736714707371593<18> (65*10^22-11)/9 = 5537700659<10> * 13041915168319<14> (65*10^23-11)/9 = 31 * 27361 * 4157717 * 204796373543<12> (65*10^24-11)/9 = 3^3 * 191302777 * 1398253157266799<16> (65*10^25-11)/9 = 72222222222222222222222221<26> (65*10^26-11)/9 = 7 * 17 * 62539247 * 97044569538683797<17> (65*10^27-11)/9 = 3 * 19 * 126705653021442495126705653<27> (65*10^28-11)/9 = 1158541 * 226506425867<12> * 275219316643<12> (65*10^29-11)/9 = 722222222222222222222222222221<30> (65*10^30-11)/9 = 3 * 9497 * 253491355944762283606129031<27> (65*10^31-11)/9 = 29 * 3319 * 393581 * 1906476568955052604691<22> (65*10^32-11)/9 = 7 * 1479375996529<13> * 69741974600559674107<20> (65*10^33-11)/9 = 3^2 * 631 * 1271741895091076284948445540099<31> (65*10^34-11)/9 = 227 * 622477 * 10066407341<11> * 50774678298321239<17> (65*10^35-11)/9 = 320237 * 2255274132040402021697125011233<31> (65*10^36-11)/9 = 3 * 71^2 * 103 * 2131 * 5697179 * 381902372036845973641<21> (65*10^37-11)/9 = 3191 * 229119257 * 98783054443573764275904083<26> (65*10^38-11)/9 = 7 * 31 * 829 * 4014732214273052437961578395058297<34> (65*10^39-11)/9 = 3 * 2407407407407407407407407407407407407407<40> (65*10^40-11)/9 = 8408399 * 48309973 * 177795490076006914159784023<27> (65*10^41-11)/9 = 722222222222222222222222222222222222222221<42> (65*10^42-11)/9 = 3^2 * 17 * 23 * 5995631 * 603795837599<12> * 566926253724673770211<21> (65*10^43-11)/9 = 2225739283<10> * 15031585161284987<17> * 2158697430611409901<19> (65*10^44-11)/9 = 7 * 83 * 1243067508127749091604513291260279212086441<43> (65*10^45-11)/9 = 3 * 19^2 * 99497 * 201434737965431137<18> * 332734655392009052383<21> (65*10^46-11)/9 = 59 * 454176617 * 2695219030603675897337809886361119807<37> (65*10^47-11)/9 = 722222222222222222222222222222222222222222222221<48> (65*10^48-11)/9 = 3 * 77309611 * 31139820473387292136386605378306811133837<41> (65*10^49-11)/9 = 111869 * 645596387043973059759381260422657056219526609<45> (65*10^50-11)/9 = 7^2 * 241 * 27529 * 29917 * 74259025787777112980414710295398724233<38> (65*10^51-11)/9 = 3^3 * 419 * 638400267145957944154708938585894300558845772317<48> (65*10^52-11)/9 = 269 * 997 * 48497 * 50647 * 66089 * 80764129227461<14> * 20540315658923159927<20> (65*10^53-11)/9 = 31 * 47 * 28723 * 47046061 * 143279325471468713<18> * 2560204765231578647827<22> (65*10^54-11)/9 = 3 * 15107 * 103619 * 4211410757<10> * 5848090033777<13> * 62443942382192361494011<23> (65*10^55-11)/9 = 34472671 * 17924329768127<14> * 116883440648229711039022931685655213<36> (65*10^56-11)/9 = 7 * 17130232137839670819624173<26> * 6022954175074870775198687061911<31> (65*10^57-11)/9 = 3 * 336996378787509569<18> * 7143718920865257486475606503874588232303<40> (65*10^58-11)/9 = 17 * 541 * 21786637 * 944191210993187<15> * 381746012891132425264322519557847<33> (65*10^59-11)/9 = 29 * 373 * 66767331258410115764280504966462255914044764927634484813<56> (65*10^60-11)/9 = 3^2 * 367 * 389 * 2776061 * 4296916943629<13> * 304165652999683<15> * 1549232278703336969069<22> (65*10^61-11)/9 = 25471 * 45952268083<11> * 2940958892867<13> * 389567574130127<15> * 53857494316204252133<20> (65*10^62-11)/9 = 7 * 55949 * 72200603 * 43754772233<11> * 583732973921790068111118295883675489453<39> (65*10^63-11)/9 = 3 * 19 * 6139663 * 37718449 * 547138948784355368429280652588918733032996235819<48> (65*10^64-11)/9 = 23 * 1373 * 56530087 * 91947590731<11> * 439999786792882219195629936916479982639667<42> (65*10^65-11)/9 = 2096951629<10> * 344415298967405138090680403683370906321569815391398435649<57> (65*10^66-11)/9 = 3 * 181 * 3191 * 4783 * 262971763 * 3279450847806970253<19> * 1010493649441067384209022380141<31> (65*10^67-11)/9 = 193 * 374208405296488198042602187679907887161773172135866436384571099597<66> (65*10^68-11)/9 = 7 * 31 * 5360841817366811841641<22> * 620837756273723274892727123596066606358231693<45> (65*10^69-11)/9 = 3^2 * 6822864637<10> * 162425316606158888031955653593<30> * 724115528032316556315797973809<30> (65*10^70-11)/9 = 103 * 2399 * 292282877664327054647455137950773268077808400030037686504580072693<66> (65*10^71-11)/9 = 61 * 71 * 33462973 * 2239749769714592718465525191<28> * 2224941721440958177130223465330037<34> (65*10^72-11)/9 = 3 * 25343471 * 367563554957616339638431<24> * 258434835950275911043154903894608862069407<42> (65*10^73-11)/9 = 156445349 * 2213223452753<13> * 3171022230936320599<19> * 65778450732710171210179085024981807<35> (65*10^74-11)/9 = 7 * 17 * 4051 * 15803 * 21545448742591<14> * 4400140647547731167648846648642832536056767985238533<52> (65*10^75-11)/9 = 3 * 277 * 8691001470784864286669340820965369701831795694611579088113384142265008691<73> (65*10^76-11)/9 = 3491 * 20688118654317451223781788090009230083707310862853687259301696425729654031<74> (65*10^77-11)/9 = 859553 * 160328849367497<15> * 5240666350249511157949920187787338109115144869617693602181<58> (65*10^78-11)/9 = 3^4 * 30893 * 134590619 * 72277746700309677686716691<26> * 296692350128696808549364797970239518353<39> (65*10^79-11)/9 = 919 * 78587837020916455084028533430056825051384354975214605247249425704267924072059<77> (65*10^80-11)/9 = 7 * 241 * 9161 * 1451538691<10> * 17742932839<11> * 69035633723274307157<20> * 26283641833224676621969843607551771<35> (65*10^81-11)/9 = 3 * 19 * 90037059198676974557919029083<29> * 1407261122798914531804477799076925150623460426647791<52> (65*10^82-11)/9 = 571 * 3253 * 1955013077<10> * 2305524692960601841<19> * 8626432550229109686922190833455259835062885176031<49> (65*10^83-11)/9 = 31 * 176937353309294599849<21> * 131670846227147082967192184904665026077738594118101125910053659<63> (65*10^84-11)/9 = 3 * 97 * 109 * 81977933 * 60214032212863<14> * 89446016452402271<17> * 10051529474241962039<20> * 51305453615268102644609<23> (65*10^85-11)/9 = 83 * 11071 * 78596988139230816016905365719645510654910008262357230082525628361759445574427297<80> (65*10^86-11)/9 = 7 * 23 * 10039 * 202243 * 10657253591<11> * 10838106398549<14> * 4046911042570673009<19> * 4726706650428439071488891211694003<34> (65*10^87-11)/9 = 3^2 * 29 * 223 * 71052283 * 629937719439514597<18> * 2772361288880238625768262288265512478893877055281446229457<58> (65*10^88-11)/9 = 72222222222222222222222222222222222222222222222222222222222222222222222222222222222222221<89> (65*10^89-11)/9 = 152801611244267<15> * 88690392231153644909539<23> * 5561494596026800051798711<25> * 9582411530356031921352463547<28> (65*10^90-11)/9 = 3 * 17 * 3221 * 5479 * 8024327508267708139245297512084501739767471168323682334522036347156590121039969669<82> (65*10^91-11)/9 = 8647 * 50287 * 7378009143200958178605149301007931<34> * 22511812956715159275034011448551192579590320351519<50> (Makoto Kamada / GGNFS-0.71.1 / 0.24 hours) (65*10^92-11)/9 = 7^2 * 133393030873<12> * 110494745703590342451640861009032451992193176435413318935740721726391791377913573<81> (65*10^93-11)/9 = 3 * 3761789443<10> * 5733189271<10> * 11718722323882657553<20> * 31358263388293457486167747<26> * 303757187071990773317178413009<30> (65*10^94-11)/9 = 461 * 1207811081<10> * 129709239227733751550500368335429504399875657569625628180512742649240394160476562681<84> (65*10^95-11)/9 = 307 * 3191 * 1473187 * 40958984291<11> * 12217957534657150697163033585596897739805576512645473623399022370094833649<74> (65*10^96-11)/9 = 3^2 * 802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469<96> (65*10^97-11)/9 = 50408981030119<14> * 383742524772473017528891<24> * 1436543154422221620366307<25> * 2598988291501142351007449122472653307<37> (65*10^98-11)/9 = 7 * 31 * 317 * 57223 * 92603117 * 1602529320829632653<19> * 1236373360543613441493676253927476441921041228322507710408502343<64> (65*10^99-11)/9 = 3 * 19 * 47 * 2572373 * 393967625075515217<18> * 2660134873223942676835468087016543670470499366597696127726752832150749439<73> (65*10^100-11)/9 = 2857 * 4481 * 290803 * 176431903 * 368266891 * 27400598682539737070856151<26> * 10896497777327398748757599577000520213166962477<47> (65*10^101-11)/9 = 36245308983223656829629931<26> * 19925950212109015292883041187356166587929364102984386844289172673856306943591<77> (65*10^102-11)/9 = 3 * 45293 * 194174684095620472963<21> * 843178827205421297027061729613<30> * 324643121356409471495914294387495680281341221821<48> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=316146510 for P30 / Oct 25, 2009) (65*10^103-11)/9 = 6257 * 34562401 * 45544388587<11> * 9268918316065523293<19> * 26273619006171758906208372083<29> * 30110430063001277429797073802758801<35> (65*10^104-11)/9 = 7 * 59 * 103 * 32579 * 50583268403<11> * 254093718716411119413770305538977<33> * 40545718826709883506943613462934918716086071233370911<53> (Lionel Debroux / msieve 1.44 SVN for P33*P53 / Oct 25, 2009) (65*10^105-11)/9 = 3^3 * 568163 * 9836159 * 11666526653<11> * 203914426528769155691551711<27> * 20119587140604673420208325923735881216263695480472475393<56> (65*10^106-11)/9 = 17 * 71 * 941 * 33289 * 14106348317938464479<20> * 49816029539572413590189<23> * 2718250589640920936254174796549236874737846859877625237<55> (65*10^107-11)/9 = 36749656866201527263<20> * 174577584931942788813973330285134439<36> * 112571661871895252862906862024566402469110010962824053<54> (Dmitry Domanov / msieve/SIQS for P36 x P54 / 0.84 hours / Oct 27, 2009) (65*10^108-11)/9 = 3 * 23 * 9033556013789<13> * 135554491375990857956197246460694492102127861<45> * 85476966858717394152054163418298515138093927220521<50> (Erik Branger / GGNFS, Msieve snfs / 0.59 hours / Oct 27, 2009) (65*10^109-11)/9 = 52391597 * 2542076848723<13> * 137580139588561846772155174238321<33> * 3941529571374024940821143658563287380985182879516137168171<58> (Sinkiti Sibata / Msieve 1.42 for P33 x P58 / 1.24 hours / Oct 27, 2009) (65*10^110-11)/9 = 7 * 241 * 11688923 * 136800951105172457528839267681<30> * 267726986734980001505148507344895954470265087738188776900038050613946241<72> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3593170758 for P30 / Oct 25, 2009) (65*10^111-11)/9 = 3 * 661 * 1873 * 7691 * 14042547361<11> * 18004524120768035455263753672367453928843226843039861132007789577867406537674496211893061769<92> (65*10^112-11)/9 = 349 * 1609 * 70607932059021754016721120546462990586001<41> * 1821528136121762022116250471027322875569923541409150218970043515481<67> (Serge Batalov / Msieve 1.44 snfs / 0.72 hours / Oct 28, 2009) (65*10^113-11)/9 = 31 * 433 * 1140421 * 2283571 * 268640172103<12> * 665437126115828664121719211862052196062517<42> * 115574905654581117954367725646096133674508047<45> (Lionel Debroux / msieve 1.44 SVN for P42*P45 / Oct 25, 2009) (65*10^114-11)/9 = 3^2 * 233 * 409 * 558040613659747<15> * 160981721112651612109794172448162077483<39> * 93736068617683451547390765327106178850798232594071318277<56> (Sinkiti Sibata / Msieve 1.42 for P39 x P56 / 4.92 hours / Oct 28, 2009) (65*10^115-11)/9 = 29^2 * 2069 * 1179403 * 1293491 * 27207505229564357185374503544568735317801566843002828109393489528423254265434259768642706896449313<98> (65*10^116-11)/9 = 7 * 131 * 1109 * 4478083 * 10910022265230896815348697<26> * 257003941307123936731048016743<30> * 56560391395329397038261288537270234427729359475049<50> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2799717756 for P30 / Oct 25, 2009) (65*10^117-11)/9 = 3 * 19 * 480449 * 27896501 * 9453637901744292931814330745472718949801429572470615709728076636490931650393379561480609523605335642497<103> (65*10^118-11)/9 = 33749 * 160903 * 2607083 * 331664699 * 21680954101<11> * 709436125268781511031348681112661866146907940530933259792242954349642175386938963979<84> (65*10^119-11)/9 = 20369 * 45841 * 3326471 * 3191030608347436943531<22> * 22562190230629062843875180557417<32> * 3229617486163457345402032865206564186148256744671897<52> (Lionel Debroux / msieve 1.44 SVN for P32*P52 / Oct 25, 2009) (65*10^120-11)/9 = 3 * 9221 * 294887 * 243954764641450571<18> * 3629164370805557831196327089178640473969423651749841689140412788789190865658305504046190819471<94> (65*10^121-11)/9 = 7963 * 534570376243<12> * 73739065922107105379<20> * 947352483431407184943321232710242057202163<42> * 242873434001740665351347420833894420438989397<45> (Erik Branger / YAFU, Msieve 1.38 for P42 x P45 / Oct 27, 2009) (65*10^122-11)/9 = 7 * 17 * 337 * 2341 * 429083189 * 1070422681903<13> * 16749265563776643054522967806993042830725255427983320541338857269849647431469009956490420529981<95> (65*10^123-11)/9 = 3^2 * 769 * 941747 * 1201969709349506345505143<25> * 921879652291185505889055485965285802486807701294267560880108956538072818458269386968672881<90> (65*10^124-11)/9 = 3191 * 22633100038302169295588286500226331000383021692955882865002263310003830216929558828650022633100038302169295588286500226331<122> (65*10^125-11)/9 = 91555041401965548538648038653167603029653<41> * 7888393813851928434485152622480874620149146146332238895830736022441467295327701644057<85> (Dmitry Domanov / Msieve 1.40 snfs / 1.50 hours / Oct 27, 2009) (65*10^126-11)/9 = 3 * 83 * 76943 * 1489283 * 253119236947592748421874848152025240321195694868720042212710563125940868983793534207846492153028501753356342073641<114> (65*10^127-11)/9 = 113 * 16931 * 39750651883367<14> * 64893015152296778849911<23> * 14634152801766667439187443032434376048662504560030521846104266261105375344365668191711<86> (65*10^128-11)/9 = 7 * 31^2 * 19590479 * 5480300397918213347033803264599535929286861927346590556350890141193332761221656358203208588786046405554651632742271237<118> (65*10^129-11)/9 = 3 * 47772103 * 497906247822126535549567<24> * 101210986180825513135350272030243765074733802033944791241618155386022551023563534166445405182061607<99> (65*10^130-11)/9 = 23 * 5339081861<10> * 499612399907<12> * 126572059583857<15> * 821375128603147487<18> * 159369281928039688919101133<27> * 71049203209099903539034237893557690074748219347783<50> (65*10^131-11)/9 = 61 * 67537 * 18384757 * 1738600657950757<16> * 104926812229665807978137<24> * 2585275154096954616576397<25> * 20218468793432177734163055500154308523685991169918667973<56> (65*10^132-11)/9 = 3^3 * 234885793535699<15> * 2009909228753029<16> * 566596501162504883443096281968195196539848368614669350949366766383882013598518767459758237533500950313<102> (65*10^133-11)/9 = 3374743 * 930079638576089<15> * 12124751083772558653<20> * 1956008027289071692987626397027<31> * 970211774512288584777603488856185473243272911240495962296960133<63> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=463105062 for P30 / Oct 25, 2009) (65*10^134-11)/9 = 7^3 * 174943 * 41632857953318896692018011<26> * 289097231475692230907052556795922292203690834891909097670848469398324780605860541674059365053583149439<102> (65*10^135-11)/9 = 3 * 19 * 8053 * 180391 * 10080019 * 47143046448625917952027767536030904815495237561<47> * 183545791821273701961220689454604108763314382917801245535477001041814229<72> (Erik Branger / GGNFS, Msieve snfs / 6.58 hours / Oct 28, 2009) (65*10^136-11)/9 = 123427 * 1375629339975159871097<22> * 62806303538900550603721255401770903<35> * 6772609105223622686935968347184377631672554842728485633440352400986340351953<76> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=6175954588 for P35 / Oct 27, 2009) (65*10^137-11)/9 = 3856127651773716445077580043028022865033<40> * 187292093893732785337096962993710590056537036033026265546665061444636987452833698017865574966552037<99> (Dmitry Domanov / Msieve 1.40 snfs / 4.39 hours / Oct 28, 2009) (65*10^138-11)/9 = 3 * 17 * 103 * 773 * 5441 * 112083887363024514430569516904031<33> * 2916500408302875083987535970330480585387768895593985589434940784587907313673484732150584806331979<97> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=2474648913 for P33 / Oct 27, 2009) (65*10^139-11)/9 = 1607 * 6229 * 11177622899<11> * 11441463551237<14> * 7607869544039245259<19> * 2195567796210923571947<22> * 3377502626866662855970439385689378352253232031522406181418167759157193<70> (65*10^140-11)/9 = 7 * 241 * 1977175504445211461870746854270739911051029758911560186271011<61> * 216526244460396024191855897937745004522218028630947175795677723021683328286153<78> (Erik Branger / GGNFS, Msieve snfs / 5.60 hours / Oct 27, 2009) (65*10^141-11)/9 = 3^2 * 71 * 145991 * 3380926859<10> * 12718567937<11> * 6088571724331250328637<22> * 6943388399896641031086000361099687<34> * 42587586623151738614250628439153952183704337824580960958877<59> (Sinkiti Sibata / Msieve 1.42 for P34 x P59 / 2.4 hours / Oct 27, 2009) (65*10^142-11)/9 = 14182188136387<14> * 2301042251793941<16> * 49683938243911040863561670600066704163687710361<47> * 44543772791552787387347470419203004445531100088375155605652133154283<68> (Sinkiti Sibata / Msieve 1.40 snfs / 10.58 hours / Nov 2, 2009) (65*10^143-11)/9 = 29 * 31 * 179 * 544122550207<12> * 8248242097891005439670575673961808479386202722453971748763599281003838028230619518250683642910027852607871174338889670013555243<127> (65*10^144-11)/9 = 3 * 277 * 540159107444178312222571<24> * 733012834913677092865758737462221<33> * 88725536638157740998348475984873035913<38> * 247393284518799506736103973363549350223610371477<48> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=685820606 for P33 / Oct 25, 2009) (Lionel Debroux / msieve 1.44 SVN for P38*P48 / Oct 25, 2009) (65*10^145-11)/9 = 47 * 607 * 351457 * 10203519393642125535430984893281<32> * 70454049702556330053008041614724445605807<41> * 10019732907879640889882400544847060911821000275230632388769933171<65> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2948961324 for P32 / Oct 25, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=1037193634 for P41 / Oct 28, 2009) (65*10^146-11)/9 = 7 * 42602801 * 228010369498745966470246714367913773<36> * 10621358195754820181708181688331386998838914009256762910359610187203730566466660828760503361669159883911<104> (Robert Backstrom / GMP-ECM 6.2.1 B1=1532000, sigma=4260663187 for P36 / Nov 3, 2009) (65*10^147-11)/9 = 3 * 227 * 11184883 * 1054504601<10> * 2662674431<10> * 159164693352747801448663667857<30> * 2121675718095529931539651978543648474065642777242525093936507377683034299794559188305104881<91> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=554021633 for P30 / Oct 25, 2009) (65*10^148-11)/9 = 821 * 15121 * 434867 * 2659663 * 4831786039<10> * 5683466138107710514513519<25> * 939723580029040882857358260430399230301<39> * 194913992192781453472395092670134360915528563343150609321<57> (Sinkiti Sibata / Msieve 1.42 for P39 x P57 / 7.88 hours / Oct 28, 2009) (65*10^149-11)/9 = 229 * 10309737107<11> * 1760809446734728886340349673660727500140667053250604025945597<61> * 173730237829917538457626291929595253008299451778851719371130464180604004301231<78> (Dmitry Domanov / GGNFS/msieve snfs / 11.49 hours / Nov 4, 2009) (65*10^150-11)/9 = 3^2 * 5483 * 37957 * 1120753070347<13> * 3440394737677175849640997609181109072328298376898417140492042179462004170782465745842684213618458192931443437812403487810497465417<130> (65*10^151-11)/9 = 2632819547<10> * 359828389017095641457<21> * 4707966628617424628297466037653799757180336867<46> * 16192762768567533085113383462849628534669727951104188819800098462441995657197<77> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 7.84 hours on Core 2 Quad Q6700 / Nov 8, 2009) (65*10^152-11)/9 = 7 * 23 * 167 * 1459910748169<13> * 9358321928237<13> * 1376221109049077<16> * 1428617606697552076727783455616869301947246428392018038050395498843640449548667168979694421359431356530397443<109> (65*10^153-11)/9 = 3 * 19 * 3191 * 30851 * 1993529 * 8594630348195199186618987496491138043989264641<46> * 75119066309768402960586373080898748135184106551828886169635340771025166138551902760422135897<92> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 9.93 hours on Core 2 Quad Q6700 / Nov 9, 2009) (65*10^154-11)/9 = 17 * 491 * 15641 * 32401 * 696107 * 3960053 * 552586313 * 49006952297<11> * 228708700081375949518358892095039631405319715311566809992202679367231259088151664695569077723226794539314364633<111> (65*10^155-11)/9 = 5009 * 29179 * 140681 * 33419257 * 1051034990647471390387314439730823692406620878635072579513660788633211183709773880171221031052879465835094749341883755304840879585185383<136> (65*10^156-11)/9 = 3 * 149 * 2909 * 484061 * 1869071 * 924547593040272577001488578136091171063098712873<48> * 6639944322588482605733024627603148158770302262895769428985277259280354195849327659562685229<91> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 12.28 hours on Core 2 Quad Q6700 / Nov 13, 2009) (65*10^157-11)/9 = 467 * 881 * 34893421 * 76139466457<11> * 45062034422087<14> * 16026975876783402520793945195297<32> * 2781337945606846567176996666297459217<37> * 32893382824650786898544395629261720525621863468742293<53> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=4061380540 for P32 / Oct 25, 2009) (Sinkiti Sibata / Msieve 1.42 for P37 x P53 / 2.12 hours / Oct 27, 2009) (65*10^158-11)/9 = 7 * 31 * 3607 * 83363948032550770439971746177796233984623<41> * 63165174686566479174510487178756948267564308740641<50> * 175230215598453693379399967411213917661767959640494153861891613<63> (Dmitry Domanov / GGNFS/msieve snfs / 19.63 hours / Nov 12, 2009) (65*10^159-11)/9 = 3^4 * 1627537 * 54784153792746622370863262559210576458816067591873087015838393010247258813127452764000595569492711707081118128699933690018799081234004770703566582338093<152> (65*10^160-11)/9 = 799427 * 1595513 * 7102157 * 18255534834763987<17> * 471751366330868587<18> * 165075270855299030459<21> * 5608047366998422034274240784803206323876607056271977059725656674258725391289638454441193<88> (65*10^161-11)/9 = 20084017 * 191866891 * 311840341079435138195582161480994283224403261766637618030009178235597<69> * 601018626647427049816918876130796226415550083819651184343799035882306940635219<78> (Sinkiti Sibata / Msieve 1.40 snfs / 29.98 hours / Nov 23, 2009) (65*10^162-11)/9 = 3 * 59 * 1999 * 4773779 * 70720939585198509430447494622061780717823615546513973846559159308700434243<74> * 60460878757510508486907856776275737477095178737018964166774638595681693266091<77> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 24.47 hours on Core 2 Quad Q6700 / Nov 22, 2009) (65*10^163-11)/9 = 382159282100879841810432048201209139152111<42> * 12134760941028933954849302273360311799514764407<47> * 15573822111719989074008727773441965485234326451554657360445839721618992013973<77> (Dmitry Domanov / GGNFS/msieve snfs / 30.58 hours / Oct 28, 2009) (65*10^164-11)/9 = 7 * 642113 * 1373173 * 4123318093<10> * 4443565537<10> * 4462792390541<13> * 1551622602733807349047209724184123573558714451797777<52> * 922284432714733061874653609820085576890214786673481956403908905108631<69> (Sinkiti Sibata / Msieve 1.42 snfs / 2.07 hours, 38 hours / Nov 28, 2009) (65*10^165-11)/9 = 3 * 1627 * 1117427261<10> * 113006746106565909443027295307940874726468067<45> * 11717592946789296253681058279544472082801984835493741742797532427363964872859069731881552804947725855354637643<110> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 24.57 hours on Core 2 Quad Q6700 / Nov 30, 2009) (65*10^166-11)/9 = 82700799104208379<17> * 55453638863452050299801690813<29> * 7006480171196645346248326347718850587339<40> * 2247662988012906180974676225729465654983752806424867683142296040326087299267616457<82> (juno1369 / GGNFS, Msieve snfs / 61.47 hours / Dec 28, 2009) (65*10^167-11)/9 = 83 * 479951 * 186194310489180847831<21> * 1205454286248948897370580333<28> * 80775322797797116536878474414203332807128234937282452137646928658325398870716282230779143024128932303444387722419<113> (65*10^168-11)/9 = 3^2 * 883 * 356663 * 1750972928149<13> * 19066300121646209<17> * 76324456342783727235694040876895245044105397613783298144010596987729503060155770532911048621119758337098604247226240081132726355821<131> (65*10^169-11)/9 = 7283 * 4542588659828027852927753185791967431732095768199561187<55> * 2183017035769276937291582142435683590937076880103696235615273791181575193188745388390184796157340731360291701301<112> (Ignacio Santos / GGNFS, Msieve snfs / 55.07 hours / Nov 4, 2009) (65*10^170-11)/9 = 7 * 17 * 241 * 4561 * 137318191 * 2432092757<10> * 16532501209010326328520525611886349321305200481174185359356861653992011916137513923036477752127969316841589222143132245878806112584469177647313857<146> (65*10^171-11)/9 = 3 * 19 * 29 * 4057 * 9527262744286699<16> * 113038098552808152333300693660266407762509330260576038174778795482943749243352536319570074259994155309361453570779507295979881755900620285036710227299<150> (65*10^172-11)/9 = 103 * 5979393746891<13> * 663739544597610103788635722670085967343540439502149443<54> * 176676495664991616221649990076759866757755288109911870665022125840998503243417393462806753502719263724939<105> (Dmitry Domanov / Msieve 1.40 snfs / May 5, 2010) (65*10^173-11)/9 = 31 * 23297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491039426523297491<173> (65*10^174-11)/9 = 3 * 23 * 827078701561385359<18> * 126553721043697296995128325231919441623995058867075734690182197831579733767304657689007634209657153421361465669449370654078160933407196372992688822601850951<156> (65*10^175-11)/9 = 1033 * 1063 * 1069 * 31193 * 23130988929735880776501196872889855809350456144945578855817695577767<68> * 85272345721153945645916966734694939433866935390429349973433032857169622505106349698492527897041<95> (matsui / Msieve 1.47 snfs / Aug 23, 2010) (65*10^176-11)/9 = 7^2 * 71 * 5081 * 190683595955278199<18> * 214266309871754149760892399791793520905701058158946731932111827582831846703716088798817353317704250172252189515211591211747762114477380195769005507317221<153> (65*10^177-11)/9 = 3^2 * 317 * 184489 * 2951159 * 8241774017<10> * 641128651117<12> * 2348723219984939568761<22> * 84446013705880654515662053<26> * 4436383768335229913835451829319795344080644065909948012322515923010106594231142135982879378911<94> (65*10^178-11)/9 = 4255673 * 234266889100618179920977<24> * 72442209309158127987739588954659741610014546174151794042633293565691185752529448690819720103027285064238366983976032343902085653549697251985980905701<149> (65*10^179-11)/9 = 2671 * 7908167 * 598908397 * 57090089666091053647927140207479846769968307180533171610247232039165399608116102641666202279912360565667107730436463649705100179944678981987604621839339419850649<161> (65*10^180-11)/9 = 3 * 97 * 151027 * 357083 * 104394210110150263628816267189411079958122297091337197<54> * 4408366314535822446214391686239393589064569021962746402245648798512432758187800319395210622482627154217231016931403<115> (Robert Backstrom / Msieve 1.44 snfs / Feb 26, 2012) (65*10^181-11)/9 = 761 * 2559857 * 21594553 * 1716825939774977570562455072884974086947675934997632043580300020347095505461302371402936929383168816588205242595483797700393093738122438549478251467080984303689140141<166> (65*10^182-11)/9 = 7 * 3191 * 3277279 * 79914138638654348716331969466047<32> * 602875693797683302772742431123080420350336244218812687565737<60> * 204777006666078884448054713355985230662214110347725189082442868650387565036960293<81> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3580476653 for P32 / Oct 25, 2009) (Dmitry Domanov / Msieve 1.50 snfs / Jan 16, 2014) (65*10^183-11)/9 = 3 * 6369793 * 1218592889<10> * 237772265582357870531669956254663221704052566363226329<54> * 1304380921005068194663371373623786919142688754616471697418387850535273435994863863108307556182676033389468935724479<115> (Dmitry Domanov / Msieve 1.50 snfs / Jan 24, 2014) (65*10^184-11)/9 = 691 * 219621875269<12> * 2157276602733659502141754392473<31> * 4503477033199215094729890033147187<34> * 1366875469678489414121668461325082477<37> * 35837232906713279419812768310828169169378234147431171772663813102526637<71> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2649173361 for P37 / Oct 25, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=4945725169 for P34 / Oct 28, 2009) (65*10^185-11)/9 = 3673 * 145459 * 51028247 * 523181223872965338269<21> * 1045359163418150399691709<25> * 61950651458183075429960343799297<32> * 781871016839220677109463407665525311825701689960463807826403466950410272126295951203562513177<93> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=2064621114 for P32 / Oct 28, 2009) (65*10^186-11)/9 = 3^3 * 17^2 * 1049 * 20626961 * 854419049725243<15> * 81157399323279309596506018133680377291991382692859<50> * 616878253207232639908993045114650510571944144987006823924481647675663124503847495523491200998024207139088599<108> (LegionMammal978 / Msieve 1.53 snfs for P50 x P108 / Mar 1, 2017) (65*10^187-11)/9 = 29715085646469174857<20> * 2430490124830040927874133162125994448560062580707268172650779871100969239496835288600530650940346090764323702786118553200613398240086551180813835804225455863091381916453<169> (65*10^188-11)/9 = 7 * 31 * 2017 * 6142674119<10> * 1504447232279<13> * 178554491687377290963711739724672232423915534676023840475591758148961902428988106218048031824591723980832462399583966685403008304835081288934898128026486230970389<162> (65*10^189-11)/9 = 3 * 19 * 1878673818397<13> * 7258397177354592854368728920557076478146962878766079<52> * 9291886142408136660400021486445969926981476183687696652619518285375709797693729551144961695579770075780057345187911959573831<124> (Kenji Ibusuki / Msieve v. 1.49 (SVN unknown) + GGNFS-0.77.1-VC8 with factMsieve.pl (decomposed + modified) snfs (without procrels.exe, matbuild.exe for "finalFF" calculation) / Jun 18, 2018) (65*10^190-11)/9 = 7537 * 14431 * 23344241149563613682333430859514417<35> * 28444358544940857253460828223626676832099701367436350921395203348863608393282485204870853410621446990712688012260075968530494323385016381562269843379<149> (Ignacio Santos / GMP-ECM 6.2.3 B1=3000000, sigma=2852687881 for P35 / Jun 21, 2010) (65*10^191-11)/9 = 47 * 61 * 254363797 * 255431651 * 903235094114021352991814258540281219495662989<45> * 774147466438192469575250878634356315402358424081986444039232073<63> * 5544835220592882460941774081250718761279911443439839598977068157<64> (Robert Balfour / GMP-ECM 7.0.5 B1=43000000, sigma=1:4026495 for P45 / Jul 9, 2020) (Robert Balfour / CADO-NFS for P63 x P64 / Jul 10, 2020) (65*10^192-11)/9 = 3 * 109 * 138311 * 9328219865407<13> * 427153731521577374961457383497129567723<39> * 1155664436523137012854048357115479716058894116346483617271<58> * 34677808655288481399417558153094949883255894297194149891525766784646366251103<77> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1836203057 for P39 / Mar 7, 2014) (Erik Branger / GGNFS, Msieve gnfs for P58 x P77 / May 14, 2014) (65*10^193-11)/9 = 383 * 10119847691<11> * 18633657004828692989575391020667056032167584580146150196869555033890779265962503040321253283625926001921540634072680011651627434829079830971107233340526248580885651003455964127760057<182> (65*10^194-11)/9 = 7 * 103174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603<195> (65*10^195-11)/9 = 3^2 * 472543 * 3485641 * 1442916779585226173677143278401389284185344495349567943771<58> * 337647131447976777547365883426094522461560061033613921339825694117647879479899027442227435613726335700034110777898930410345753<126> (Bob Backstrom / Msieve 1.54 snfs for P58 x P126 / Feb 26, 2021) (65*10^196-11)/9 = 23 * 3547097268239611347671<22> * 226659362713426290036496337<27> * 4001519194703733032330492599<28> * 241773531235173452056941639607<30> * 4037035717973795540380000717740600791104637017568173701425365648273643288713769844015518557<91> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3381242514 for P30 / Oct 25, 2009) (65*10^197-11)/9 = 28229 * 3744133 * 14173418461594230755660934797<29> * 4918111273477241868507137264041682651738345229824693<52> * 98028222058475337735981496641079708548808554996948311672190317697365738419204650742691935622939254836264293<107> (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P107 / Sep 26, 2021) (65*10^198-11)/9 = 3 * 1543 * 3801682540095071<16> * 5577434579407067171<19> * 73582295694250211936997454617863231921187218354254070649094470069261558214941974689388781157487145498669853587953476967931545146735160680969039150249746573770189<161> (65*10^199-11)/9 = 29 * 677 * 2459 * 178141009 * 701666683 * 164842371458509<15> * 100682426438506217502581151517<30> * 721121362426889777091682228610183469620476049265075407476162930349381617520906257626423210451154016172746458044032134707938443745373<132> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=1812186586 for P30 / Oct 25, 2009) (65*10^200-11)/9 = 7 * 241 * 182106629 * 1543119435673<13> * 1523457938520887953156641845252838962509878368131028291546152849562739526033146972230870523564150843372126520915289765459824158428176203984598283772499992018681286169288483510999<178> (65*10^201-11)/9 = 3 * 509 * 13103 * 2045827351<10> * 74380743085192901221244841569<29> * [2372092256978850376509948018131527124163377149866604411181039789148154272820495777724707227722860810702306558713389997351537320961899577580163845944776384339<157>] (65*10^202-11)/9 = 17 * 3989 * 11055902359436329<17> * 147027623741129257499<21> * 28241572217507207035202299413125023888164298597789264669537073<62> * 23199353705807223972931340218560801641459681818706912223801683730254517597280508448139421986769096099<101> (Bob Backstrom / Msieve 1.44 snfs for P62 x P101 / Nov 12, 2023) (65*10^203-11)/9 = 31 * 10223 * 114777551353<12> * 8412425361502073<16> * 14550378414620643832571<23> * 6415081564315829536931103891281<31> * 25285767621124531676801177025624412471198712919825752666236001844858953855330814592521741006230065489499548204559550343<119> (Serge Batalov / GMP-ECM B1=1000000, sigma=2408579426 for P31 / Nov 23, 2013) (65*10^204-11)/9 = 3^2 * 13511703208835390986662132717655431723645634454809444145995243039<65> * 59390672175046690351757881017455141354034083995141887061431455704871371706808154253316308656448774016464828855649664223049264556325112965371<140> (Bob Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P65 x P140 / Aug 10, 2017) (65*10^205-11)/9 = 10457 * 149729 * 22945805352109<14> * 5924133314560760977<19> * 46843876373678239355725341875237411263<38> * 7243973628992918829917778093432571621697522119066435896063782549605025049965064097787976175063167078486030815735356883294091623<127> (Serge Batalov / GMP-ECM B1=3000000, sigma=3185387819 for P38 / Jan 9, 2014) (65*10^206-11)/9 = 7 * 103 * 1001695176452458005856064108491292957312374788102943442749267991986438588380335953151487132069656341501001695176452458005856064108491292957312374788102943442749267991986438588380335953151487132069656341501<205> (65*10^207-11)/9 = 3 * 19 * 313 * 3559 * 5356301 * 13709431310017030030387021532341<32> * [1548956607707358421228988841124667581696329769362266173470003353838477903211290397925139290270478160604426156862675014024376640977139737168453971009704320567735499<163>] (Serge Batalov / GMP-ECM B1=1000000, sigma=1252134806 for P32 / Nov 23, 2013) (65*10^208-11)/9 = 83 * 9421 * 23276262259<11> * 261737840812103<15> * 1743193677244645748564497515951773<34> * 8697017656515876754331213928151426621628447780962788035191865422396830193958318058081763904661124240805235939235901359251145362585026427558572107<145> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=427790874 for P34 / Nov 1, 2013) (65*10^209-11)/9 = 11684177 * 1493190932796458781206199211655721812471<40> * 3383891998687513111034416497677442827228593<43> * 12233222709756757452344791609659771258356424550920771494877139491378677172852625628013415050152040383211183631921266004891<122> (Serge Batalov / GMP-ECM B1=1000000, sigma=574966828 for P43 / Nov 23, 2013) (Serge Batalov / GMP-ECM B1=1000000, sigma=2634988581 for P40 / Jan 6, 2014) (65*10^210-11)/9 = 3 * 351125252566209397821231487161497<33> * 6856263939471167203138136857923097300013493546022564390700121465003965501036763072984156512543605839183753445231713203654959936659078059338295765452138974706964024681879008033031<178> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3867063310 for P33 / Nov 1, 2013) (65*10^211-11)/9 = 71 * 3191 * 318776056877495342191384316904596211273000305534589899507074131126814510097599420121831304691549835241821064623753524314521132155235112054688239468497323997608689148715896479192015493497213652050539246482061<207> (65*10^212-11)/9 = 7 * 103174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603<213> (65*10^213-11)/9 = 3^3 * 277 * 4197769 * 27648031 * 8320406990724434495514569657715181682303735626250860048499666944059581505002091870236499611109707818183494778283605798275635274730660969518678401347658177817699394637459358243631144744456889746141<196> (65*10^214-11)/9 = 8311 * 2521979 * [3445689178249104485827437270378339180922611273541739191827361931571894265680412356357123828771552561025113545204290095656688582645132405751114670267152063575061420336890258757036185120674439312716839735009<205>] (65*10^215-11)/9 = 138292917556921931895929<24> * 1128974912658503637361478211466459<34> * [4625797496811345808772305700137871048168350560888332333753322250612504235586987800697276111881904479288793893759422947633097818030500393158627770384665437985711<160>] (Serge Batalov / GMP-ECM B1=1000000, sigma=2056532437 for P34 / Nov 23, 2013) (65*10^216-11)/9 = 3 * 517877 * 66771142541<11> * 2950318486548947844066099631<28> * [23597460118630256252803896705201974659567909219936093857293643968026503666894937565159279585712800814990077606608881381858534866409255209181067158412305310607626199139871121<173>] (65*10^217-11)/9 = 1193 * 1447 * 1157176037<10> * 125047243370339798927776311065518747<36> * [289126779337164480462225578453327729120119455252972739574778351331929477723243308532020923782024827181242238507892470118138649108985941080760068947728515780589968508309<168>] (Serge Batalov / GMP-ECM B1=1000000, sigma=1899339164 for P36 / Nov 23, 2013) (65*10^218-11)/9 = 7^2 * 17 * 23 * 31 * 997 * 119461553 * 6044833256478867832138828823<28> * 1688996212862441097799785781052952220154358621023317140079331085118936981676145667789128886338550865876977081431512511986371139860239219663806340581090868950488547515713369943<175> (65*10^219-11)/9 = 3 * 2414252797087<13> * 8693241127575549668353397437619127640672899835447243<52> * 114705732672210525133925148762823997089272762931445789548206092136624205988061747829393551816845253026886508525906132654354863050589229847483798658041752627<156> (Bob Backstrom / Msieve 1.54 snfs for P52 x P156 / Jan 7, 2020) (65*10^220-11)/9 = 59 * 790837870853<12> * 1547858931026246022654350054142560520137141125201470500000547614197676503261109227480863421148826619863250813747368431047123909547696765367435758871860347850858878938579010027195852303071342514613609279246123<208> (65*10^221-11)/9 = 10687 * 259643 * 736432599044807635177<21> * 509285335660047679030073099882800020720563<42> * 693975667424058161195855920109565649106944523661237191035217237642230919019251421590697054573501311256988655335334377786881842222403712833300444491131<150> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2064654700 for P42 / Apr 28, 2014) (65*10^222-11)/9 = 3^2 * 1901 * 263140123 * 948764863 * 270558896088695903469701<24> * 29155429786962476004245929088521427<35> * 214347927612010759431255183447892193957604535115035081288666904105832461843465107223930889536653799576545922075348243266281204332344292141049403<144> (Serge Batalov / GMP-ECM B1=3000000, sigma=2294391725 for P35 / Nov 23, 2013) (65*10^223-11)/9 = 246106577 * 9030127261269186615181474315134650757312161468201303320761390878458778503<73> * 32497784640144459738603733243195460501886798119913610101889445640859325444019931926117928851444698233665441976738930024824204389954991788851291<143> (Bob Backstrom / Msieve 1.54 snfs for P73 x P143 / Jul 22, 2019) (65*10^224-11)/9 = 7 * 1303 * 197906321 * 359281333 * 622507404901<12> * 17827075899614413909413692559248840011<38> * [100348165457523875620583327065759636309977943485970000998614554199192769989783748343858112466948183018770383331122996208373441091683112570123254030207024287<156>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3953020210 for P38 / Mar 7, 2014) (65*10^225-11)/9 = 3 * 19 * 709 * 16253 * 416253480151<12> * [26415470070175609364240196377816681375794053967884716517691121855746607999571186601305113589381422430085020146050837742692744247519995291443734103998857462976424520935828811136950344296088699401551303505539<206>] (65*10^226-11)/9 = 8025401806242637<16> * 4857734023267689020241150767872441<34> * 817670696816632338842591852478771431777<39> * 2265645175821279136938948292607134210204798831260810078335440485317778935146317539785230470049354190527982976702596217824630615948818820969<139> (Serge Batalov / GMP-ECM B1=3000000, sigma=2116116135 for P39, B1=3000000, sigma=4089358249 for P34 / Nov 23, 2013) (65*10^227-11)/9 = 29 * 77806957134746930407<20> * 4870038820788345418399703298397525445200553<43> * [65723698522357186411749678015084327803798100818349932285892089993120613738833353722343811878727304874263990262024611508253937328733648042864467841078944210674435919<164>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=760619134 for P43 / Mar 7, 2014) (65*10^228-11)/9 = 3 * 349 * 14419 * [478397634649007052221451560432620721784712865408485303517944110158577260743278161794919074145723319817275361049086857778867346790599916301021834531723088110900991510009657229051569255745097434399853148118082696801360551097<222>] (65*10^229-11)/9 = 257 * 2623377181<10> * 1963105501654778411093<22> * 804733054285037924137896821572103747<36> * 67808089277937231184286184763315127282017347493337374827007272046062510805195881473583773394509989579310196505756090384079337342905719434275079602749844046153103<161> (Serge Batalov / GMP-ECM B1=3000000, sigma=2684372707 for P36 / Jan 9, 2014) (65*10^230-11)/9 = 7 * 241 * 543769 * 1310399 * 654044203 * 41956893721<11> * 13679921150752711<17> * 1600456018458782295345730144090332628020601439505678980499393419744596664901658999874940079929821351851468261659466797894405675691936379183535826182785586684850661555439901565705801<181> (65*10^231-11)/9 = 3^2 * 443 * 159054613759919<15> * 1709767224498106629678864489211<31> * 6661029431539628376206971962306243154026047312165599600939096912875538456092426432671062245137004951249748093687788345590560449891617787755026277391671503977761458707204762745495281187<184> (Serge Batalov / GMP-ECM B1=1000000, sigma=2346786686 for P31 / Nov 23, 2013) (65*10^232-11)/9 = 8539 * 31649 * 320128446727769003<18> * 38180345659982497671473<23> * [21864508441962881071106079153898999828930942825414732068381750079970082310289915998266182906054331635439013022211223056474629001197545070029234516736008057094688727425282680577520459669<185>] (65*10^233-11)/9 = 31 * 2360377 * 77319185569<11> * 73325009963373323<17> * 56980281924178700057<20> * [30553698171745672557081513485158661075952461918771016690500086881947463886822765348241254167910424549254677268882488459153191341636650209781888937216723737158723941988845636340137<179>] (65*10^234-11)/9 = 3 * 17 * 16447 * [8610214655300653462306400979286075441641091017519402456401515768680887297191361225925011918524055548866081092591201711763659410110220020126707918867404416351300996811173886199190295413815526548404706051907937465468071800712475393<229>] (65*10^235-11)/9 = 2551 * 32004204694788883<17> * 1146784232821480813678114007836229<34> * [771385792976878841417168559524684704099167155811236229063930518292797490556504234265436545980837155369376123026469887011808017882919067700410990224276875741995801837387046134934075653<183>] (Serge Batalov / GMP-ECM B1=1000000, sigma=1304541794 for P34 / Nov 23, 2013) (65*10^236-11)/9 = 7 * 439 * 165393563 * 2632830481<10> * 11884401416917<14> * 108140990333016663909471647451871528279<39> * 419951495023050443825655951219253852606820488891548803398405095881354729921584693640960523874101815909526978569035371629992538356702138665093607037096403297740348813<165> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=76576746 for P39 / Mar 7, 2014) (65*10^237-11)/9 = 3 * 47 * 51221434200157604412923561859732072498029944838455476753349093774625689519306540583136327817178881008668242710795902285263987391646966115051221434200157604412923561859732072498029944838455476753349093774625689519306540583136327817178881<236> (65*10^238-11)/9 = 20563 * 737873 * 27969735345306360003672781535359<32> * [170182302654473948729144228907098952051706942581790447950280826083069109106620012353720510226086151913494599300807820005963608251180993084793995132323836268007144316527485993058451777042695692916881<198>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=315885019 for P32 / Nov 2, 2013) (65*10^239-11)/9 = 113 * 264343 * 9587508461<10> * 2521847549185508431695420588858843450424014452834995393224885544979775866986039994491426145229360596153575561368588800594147221148457787814391479230595891821427705919872391826843335494659028606701966776170990016228589957879<223> (65*10^240-11)/9 = 3^6 * 23 * 103 * 3191 * 461333 * [2840775621579541591252510824038462759158214553083094904439903099193174702128462791468998299110312364564767009919637128998779583115874564086269608175473387203164113543542840735683786742925680286460093970870077501883700112920007<226>] (65*10^241-11)/9 = 827 * 9941 * 16097 * 18077 * 30190059001234494905440420638917984156028371362187183322885969851113387036059064375464172633196477269292109629340640089631149606429852286560935048468221262794670010517892414725984523112509095872316637484959747933894424666656087<227> (65*10^242-11)/9 = 7 * 27983 * 22359784964589196463737758323<29> * [164896300461224001022797288973839176569629705249187049264685434619502361089821618720318101933820565660514231274396400823502417384573778451486687072449247536385230928076502670097798772282371278582697593536078567<210>] (65*10^243-11)/9 = 3 * 19 * 1549 * 107033 * 137740591 * 58485247627<11> * 94867749974436683054476376266775294911031662110158142036973474936958867683783500647472123230350176135319426026033268024266242364732180384621872579240361930951687870364975939768208217896022522003450710112349174656637<215> (65*10^244-11)/9 = 69523774401208861<17> * 1038813310184241684744601404076821505598357037706271118894597609924414288716916739214745532226719062067911813345561749012716045818550399219377876125083995202535739467817064685622382112633057271976340110432261452997076755514739761<229> (65*10^245-11)/9 = 373 * 1279 * 6101 * 24123040127<11> * 83084134308230387016129202237<29> * [123805605225999157840179897398352838826730474603739714536525933842854298349756044103814378417846999858479520287268460168491089459996748469085964007417120898599512541288042228657319167382665874114937<198>] (Serge Batalov / GMP-ECM B1=1000000, sigma=4107316623 for P29 / Nov 23, 2013) (65*10^246-11)/9 = 3 * 71 * 131^2 * 181 * 379 * 204393387114997021655719<24> * [140917207049258192869416887352433461345283579555192096827181613712323319725663926885426825393315218172333364239781850882539584286377299426051960219562041603062861382143945253859237459426672992475293838393844927537<213>] (65*10^247-11)/9 = 192512173141718400101214384107<30> * [375156651361758935648732588277188706710146411321092645382854616041012607984860229377118674575734535780989964209517511976708517994277513574938739404038094198532752909719585364562249094079695279623794122288518656847385703<219>] (Serge Batalov / GMP-ECM B1=1000000, sigma=2884756115 for P30 / Nov 23, 2013) (65*10^248-11)/9 = 7 * 31 * 307 * 31607 * [342996320716936026012271483742708647602557875685092863143385168173689891228324475410344356709030357006880868767077066846026893705011781032617722859345090876665946196562760975462132025573130022671602461186183193382842666550730110920482040737<240>] (65*10^249-11)/9 = 3^2 * 83 * 4271 * [2263709398500024360995757704108315638961754211796760826878017720526129248821469354267839240274050928516131872286530723603764068126787089737933149039527256680580817681785354865876437059318902777964969131884510561475503895617503878691922837599433<244>] (65*10^250-11)/9 = 17 * 146832270661<12> * 72329326197239<14> * 2163164316037439849722949<25> * 184925363676803430929996679814770631926806331316737048111930296812790523565041250180870004719879850189241791439654463908940952253357163124669052050670744296556584647832416603617429380205298276531520803<201> (65*10^251-11)/9 = 61 * 429778231364773<15> * 17334591664833405439658218319<29> * 1589216194723856806778495768781542308894025370924989471478538758998895789390072319340357600214224805799566609035719746008933631537855155044500269963686465363105969544073932477101146981670873940304018479212403<208> (65*10^252-11)/9 = 3 * 1483 * [1623336080517469593666491845857995554556579506006343497914637496566019829674583551859344172223470942284158737294273369795959141879573437226842486451387327988811468245048824954421717739317199870133113558602432506680652331360355635473639519492520166829<250>] (65*10^253-11)/9 = 25330931 * 3061288537893829831672162560531362861<37> * [931355384836204994590659173322028643674225859852214903135688425247107074044823961342626763299443760991763099985175892008044003941252261150685231257061061550302871347203410275753510472573474503496101231931219931<210>] (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:2315588467 for P37 / Jun 19, 2022) (65*10^254-11)/9 = 7 * [103174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603174603<255>] (65*10^255-11)/9 = 3 * 29 * 1291 * 1052819 * 6411373 * 9526219724883638390698844437426361390183265556419062519097224699372145127123673970919034038724642401375468495940830668979921881979806455421229374378961784250165398700408150762213759276221880639584107214495487755166292682765908074586741399<238> (65*10^256-11)/9 = 317 * 3027763608034767008873<22> * 18276638208734019958415867<26> * 4117117913970669711734419535556101442092930164634603949062389462944969099056189923359389228901395333454631805372643040425401495359987694030078096546508609578849301014004175142995655733961550574983430171240043<208> (65*10^257-11)/9 = 242725890553<12> * 667407354671237<15> * 495910783160905392529<21> * [8990010606152095958506356133608558818875620869684599720827397212424773636405452169777522055236224652228813840082162333626305831881098233137978584894497864085456590935329386619932144909316087648511855453279674209<211>] (65*10^258-11)/9 = 3^2 * 802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469135802469<258> (65*10^259-11)/9 = 193 * 658303 * 82623896809<11> * [6879898484359369871788079410903935089829534454789300036672797422170234813974223594339402896552749668846407728165597954615412562158894806181611271320374611790123823278291034915395552074101400500888785827333187862703462910327912516824161271611<241>] (65*10^260-11)/9 = 7^2 * 227 * 241 * 4889 * 6271 * 13171 * 925802576557725724383578578177<30> * 720672407544622629357223802864929509294711679929295397980881375097514157605821959817678409606664444151829623075656675416285815005664307147856689503168704781098846812582852760829898686633017503848160379975193445539<213> (Jason Parker-Burlingham / GMP-ECM for P30 x P213 / Jan 2, 2021) (65*10^261-11)/9 = 3 * 19 * 5411177 * [23415543978961045836553794677468967495741804975413388829584700892512385960892732398412119050385092378505174590797095164590346079366033123928952079502417500193117897770790536225759225156680888731323171780493046419012929480158017644311972553411766320431789<254>] (65*10^262-11)/9 = 23 * 14297720027<11> * 26031139908139<14> * 67009121098273659113<20> * 969361183889704096984172987<27> * [129886342995418250220739598293005962761742755234969615039015342445283197056141954440446907052143241553201411466141660497972983128041013429333462061657039817375506407100470457315405415025185489<192>] (65*10^263-11)/9 = 31 * 983 * 16567 * [1430578728922651656140200971076004854362112483923291048901312245856327005985516531751394797038732579488199450874379722164175389851009536926905767666220189868129998869739362304552322991028018318201438549077261874839464169042769349570515472547602567179163331<256>] (65*10^264-11)/9 = 3 * 1301 * 5413 * 7699 * 44401735887192736496326517067391784755453269619091194330970998822847287062551468372185627137137199200425041695855967967120326017072849184694205588501627291831013581264209105907458962654705958144599974905501395057136018925722905370818943200477043467845261<254> (65*10^265-11)/9 = 15838909 * 17414833 * 261834138058077295587700096239670752137576351663835176395711756914675662973129655297906846595476207931973193325549594199616192209555558925896849784014155003921979228799427673159286942471141647007537620787008101592533293352582850577004077977872410525793<252> (65*10^266-11)/9 = 7 * 17 * 70939571 * [85553016727270905479268531385265566049974133597538517596961340829584109819472558904770615677933914614373751829173529691334195843600134786966762261208124650040835959958920674481876647623504778539880010049516961915104603751702628377289307240187131866139822329<257>] (65*10^267-11)/9 = 3^3 * 1699 * 418415051 * [376275902283730082982018283478293134026389870830424676630638052126097915995428053359056757129365249473414675476319135248574150769839144301936076551028186889598197540324555569291237127070102059868535308399452303060060037014977964954241524169723015445388727<255>] (65*10^268-11)/9 = 63337 * 339276087707<12> * 183291427256972347<18> * 1428192134253536063<19> * [12839003491224491589995318206028925548356286972224206835164776615174377660421828823845385806422348982262040246728514427499089992257457227597524309900968344886943714383353948644214562763782547966774448846708747929445779<218>] (65*10^269-11)/9 = 3191 * 2590373 * 2282890273<10> * 2496015278399<13> * [15333788237861766316598244431626442075641308957414800497505221951961570927190058361820049612563180396740530081418080266425958067963427429131750661308717534036016589314559003881253698876174988365390197375027719881351055957013821935582347361<239>] (65*10^270-11)/9 = 3 * 470804538498331103719109<24> * 545859994349221882368424356743816669<36> * 6099679630127121486981961764758145052504951<43> * [1535750480807448064174615519370525344237152388548830971238514906701502689252474106524712695311585024793026796294792239087708695647143527496426817094434496994873455498617<169>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2554626399 for P43 / May 11, 2021) (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3902606285 for P36 / May 11, 2021) (65*10^271-11)/9 = 1087 * 4739340037861478965899923330389<31> * 14019206522888341545126612987063564519917402756767641282692421157107464751624585216518098092629424028298059390449700483548775591408740106243955171329729125957427942149439676211931927312151516832445931427515732665606590051729799618372870247<239> (Jason Parker-Burlingham / GMP-ECM for P31 x P239 / Jan 2, 2021) (65*10^272-11)/9 = 7 * 1172029 * 14132885515206691<17> * [6228788843725533321452483995112781382266424271241078255582245837311392119628814221470429241177841754846997643692366907013043945651052196500576102178190745585034013899829336815021633018607723248182664058596252301855066050445843947138312727513307426477<250>] (65*10^273-11)/9 = 3 * 8777047 * 5888905339036903261283064339167232901<37> * 6043661218737645181345943260181797386851<40> * 7706665042534092268558553971781698519671319636652039547885697134458768257990145684620546389079276956072455143611578541678944072334606347624001578278801426548552812985581944422461225191630631<190> (Jason Parker-Burlingham / GMP-ECM for P37 / Jan 2, 2021) (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:673127640 for P40 x P190 / Feb 28, 2022) (65*10^274-11)/9 = 103 * 437321 * 55436184772651<14> * 200526866224627<15> * 383440563241578427816771<24> * 376157162368824293091657313192033121234291728090688105366564786864040399929708475254681919790544058512200317508728034842060775409556334156925381804633663164650778227687606440061175688752593293993928205421355308656801<216> (65*10^275-11)/9 = 344781527 * 2094724240322255496658967527057278281101824292988360197796276429340781422498375970770099356924717785771110127435053161134767589280449535865714238867044121601741795819073050924280587173750240459438020361868813877090991079177575027742777594410451758983659882167127307323<268> (65*10^276-11)/9 = 3^2 * 97 * 2498393 * 1663624771195759<16> * 4723564454602338928657659912250453392199<40> * 421376804077789183446142079452522970185561555572729277175104696619087341529417404184849463368788072200516799216732555961830627269219396442657859517423076530739563530085493008098448649437166307586907277218420910629<213> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1161559704 for P40 x P213 / May 11, 2021) (65*10^277-11)/9 = 357333947 * 23458984083649841<17> * [8615636552684142893798754960688399869644710001656496805690792895259621639510621960224230041563015253272669182110232836739815781890036701071360882382340239527415315456219865913969332386672583507198802339662577471222933508236858785687403359061521050153223<253>] (65*10^278-11)/9 = 7 * 31 * 59 * 11251 * [5013811210201067582798890176998697235207164049404377085109577194965729046096800540740618917984259034801216119501465767266379655903478802593924078295870240103713014376832899446210436026346442474206392305841724808383455189116689395699890314086323344524753898291632304607957<271>] (65*10^279-11)/9 = 3 * 19 * 263 * 25999 * 58979 * 227561 * [1380665143492892834272774778242354789680224585169314336247153321532919866480807655768608211489436651420052341924340856795092309813128423970639248105436068567384712970706451653694342730798337235221461837725833869323302568613705423125752479628253753521894687633751<262>] (65*10^280-11)/9 = 6359 * 772028044197793<15> * [14711228653911376257054898827530473108202023412348440251602077406394402683892688167928332338993604250844555580507881540582552299091212789754498825840813184237389653423359297475982924793194560340188895680988948537302810129714489995906239454654255527233094778734683<263>] (65*10^281-11)/9 = 71 * 6619 * 1064871164605275332316042437694806013469<40> * [1443188469456992846582910789975170733376477976046336281521024882609462740739488430678748070979088016247351844741417176327398195512702484007075820473410130176057527323465737386094614585483448385143928478589520189718856307853385525027543941<238>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:139732530 for P40 / Apr 15, 2022) (65*10^282-11)/9 = 3 * 17 * 277 * 51906522613611252401<20> * 9849154882518453442425067824316526112002394243325742930082174635383744422582236594746842787580673057405203928830970480309234213929663220401521319829599260807432444608670590416891930884573108758964312732489896284297628872368578515717097314591928014860567444723<259> (65*10^283-11)/9 = 29 * 47 * 30983 * 2047164112462069583<19> * 716422909261371285917<21> * 1333749390870951460622851<25> * [874289304825257625194418991027653482489581938250412399066841002846907982104237788015762273053007275579762120801597793925358579688706236868876816388582754811991189474824798746283613962137636209583092591080957497809<213>] (65*10^284-11)/9 = 7 * 23 * 339103 * 482784005938937<15> * 257152853525385810423691633<27> * [106553842909183868788468536536648603768594940002458696070413254851261094551912198685847534989607202898971397931985101375386886192767591395738259647627625702963759418189217332248380862201597185949658486391826598890727460954582931846173947<237>] (65*10^285-11)/9 = 3^2 * 593 * 839 * 863 * 2251 * 13697 * 38559777715608539539<20> * [1572046599219535435648154431092323922287200763595810291065755826460979126449408695297522266355647644817553687627251371095557309658000571318436118342958021762619038279177175003964884431968345371392379258372360041531675896934363166972691584141431022093<250>] (65*10^286-11)/9 = 10601 * 34871 * 4720879 * 2368615157<10> * [17471984571584794622394572968511005654646612927129397681030492167884517407949459792305870527414150558728304235834340008317446478911693045245898301167814014774100335761585692773513255289522930648777087187481523376618377818666645032664849880215083435989516658975417<263>] (65*10^287-11)/9 = 10753 * 24419 * [2750510622458694537846389950766888125806686946046076300900450784698105242587371439329806045504964833953664668703790466798141328313480492532142984441627066792976377151079518102905220370693146318211567993225795316208186187944202784369577483353218911558263146363950443867311994177103<280>] (65*10^288-11)/9 = 3 * 16843549230701<14> * 1421266643362043<16> * 275241682756434738127915969<27> * [365364387991315533397702137944284963011918663562221445672836340571457802636974098830067688426122566828857142156620337609785395378861891527332613721113112036830081532777930860295428973474792657051783970834260658953263250067382410753521<234>] (65*10^289-11)/9 = 8065132927<10> * 387265275578359<15> * [23123350388890077080563310102390446387365557992890988582691012387534866547089352917469928319213929927017526746499442481080477675904887579220040620729287120564020375652304271672645462275739214476528763311566506204918121158134842259366729863004551763314116622262708197<266>] (65*10^290-11)/9 = 7 * 83 * 241 * 3666727438639<13> * [1406692084856701975698934257041993120713181883096095075596447623905267015073668578806785393076906894902596300631045305470855298619391935900542996854291262451618002865815912831793108750119328560026992131974166715115726234539427880541333728307702888280284645620156222345921559<274>] (65*10^291-11)/9 = 3 * 3851 * 3606022111<10> * 2192836427706619<16> * 152677502772571614508483109161<30> * 517805195189311054598899626221589493330011851611448590461131222100685078846803384790780748066728949252758153000252272522439338029495485106890331501132109085332703498598605702139589320501603883268514006617045664278371519078723173156993<234> (Jason Parker-Burlingham / GMP-ECM for P30 x P234 / Jan 2, 2021) (65*10^292-11)/9 = 170921 * [422547388689641543299080991933245313461904752618006109385167546540344499635634136368393715355177083109870772007080594088627039522482446406364473775733948562331265451420376795257588138509733866653145150228598137281096074924802816635885714582890471166341305177375642678326374302878067775301<288>] (65*10^293-11)/9 = 31 * 581177 * 607219 * 321451354271<12> * 9610333369788823057<19> * 34974447799779515595009973<26> * 74809771100643194356103933<26> * 231630560142695008783779738050737138946936905363<48> * [35261161990727873474895541660566480005480573124255154981797676801779219917978757911000627675740466973891927788415048794904767621164414541761645439796893<152>] (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:1014399712 for P48 / Apr 14, 2021) (65*10^294-11)/9 = 3^3 * 7757 * 4190339763982072397<19> * 972915062465676743796055704151<30> * 8458417667771306708930676848793112524851725664705261276388059987599142566371920874703725270060646203234178532832149078375531753941022031101300225754601250693020561811529659333447310319537912368280813801711254053711436537980035146918971423737<241> (Jason Parker-Burlingham / GMP-ECM for P30 x P241 / Jan 2, 2021) (65*10^295-11)/9 = 254734105195844460811<21> * [283520034220374197601914234225599904648981520410191733600749026543007178301365865733952999276308040116329931160554371539306461756496186981452815304264648628500464053390802115887124990858645690378002007514673264049332799994108403753314295753489684140103061818726785321358810311<276>] (65*10^296-11)/9 = 7 * 316493 * 5697269 * 164713289521232981<18> * 1334757409394329207943<22> * 326889908226260684092774447<27> * 7453599906389982097732995629<28> * [106817744032363619994489789433665173159625191515729444770379981948012760973877520985508999483946144129859994516662442781942419383048625768664938137304965458575169500227462326082505881119421971<192>] (65*10^297-11)/9 = 3 * 19 * 1433 * 3659 * 62359710671<11> * 2926581968082847<16> * [132410555548883693693815069223772765033894269496810686759670983068302434218266963382944785806197835853442120822243789613598528756107374535757329651505393163409773548053075475248490320111888959236621045612568536174100416561118372180236253067008531140697017154546727<264>] (65*10^298-11)/9 = 17 * 3191 * 32363035153<11> * 4453060898147<13> * [9238197492293050720611405954106527679589817947511153922084690970014883992759382838284747774548436001859234521811315646087625213944162356084609034281516235925512163306057556730185552401016142310795521978627717712494650018808923486348569712097799392462301008620269178128073<271>] (65*10^299-11)/9 = 735088644790239611<18> * 51394224123848143480676653<26> * 72662496568320731463210968647<29> * 263091310095917156353739871014823110644369800599067880082701627157401345153482584124675937064969136860469718281720439527567878549689248915688421265381459367147868594029115589704087873322678147515187473394632819475250360589955221<228> (65*10^300-11)/9 = 3 * 109 * 195384331931<12> * 1314351540947<13> * 425712296019457904483951<24> * 202025238143959167179364726702626241860550486573033761556756571611596287342056706976150665171027120694447207853053817440167215570259691060605824747506990453406871424568836933720305053421503434730304143709813605593791077517942886518882074110434175733989<252>