(10^2-91)/9 = 1
(10^3-91)/9 = 101
(10^4-91)/9 = 3 * 367
(10^5-91)/9 = 17 * 653
(10^6-91)/9 = 241 * 461
(10^7-91)/9 = 3 * 19 * 101 * 193
(10^8-91)/9 = 11111101
(10^9-91)/9 = 59 * 1093 * 1723
(10^10-91)/9 = 3^4 * 3607 * 3803
(10^11-91)/9 = 23 * 101 * 1931 * 2477
(10^12-91)/9 = 111111111101<12>
(10^13-91)/9 = 3 * 370370370367<12>
(10^14-91)/9 = 139 * 79936051159<11>
(10^15-91)/9 = 67 * 101 * 16419552403<11>
(10^16-91)/9 = 3 * 863 * 22039 * 19473031
(10^17-91)/9 = 11111111111111101<17>
(10^18-91)/9 = 113 * 983284169124877<15>
(10^19-91)/9 = 3^2 * 101 * 187573 * 6516633293<10>
(10^20-91)/9 = 563 * 1873 * 10536862634399<14>
(10^21-91)/9 = 17 * 213771167 * 30574505459<11>
(10^22-91)/9 = 3 * 29 * 55763 * 5325809 * 43003769
(10^23-91)/9 = 101 * 149 * 3826967 * 192927941747<12>
(10^24-91)/9 = 663563 * 214644571 * 780109237
(10^25-91)/9 = 3 * 19 * 313 * 62278522006115750861<20>
(10^26-91)/9 = 174388679 * 63714635461577819<17>
(10^27-91)/9 = 101 * 25345883 * 145405223 * 298502989
(10^28-91)/9 = 3^2 * 163 * 773 * 567992851 * 1725063210361<13>
(10^29-91)/9 = 483200593619<12> * 22994820904280879<17>
(10^30-91)/9 = 71 * 8122440221683<13> * 192669343720057<15>
(10^31-91)/9 = 3 * 101 * 138010751 * 26570635573192895917<20>
(10^32-91)/9 = 251 * 636137 * 69587800968448276580623<23>
(10^33-91)/9 = 23 * 229646423 * 342749969 * 61375146980701<14>
(10^34-91)/9 = 3 * 1078088663<10> * 343543516485684786734809<24>
(10^35-91)/9 = 101 * 1920713 * 1665459498961<13> * 34390585129057<14>
(10^36-91)/9 = 89 * 241 * 102251 * 923546544793<12> * 54855994062743<14>
(10^37-91)/9 = 3^3 * 17 * 827 * 628253797 * 4659122973633441080881<22>
(10^38-91)/9 = 1453 * 7215451 * 348892680107<12> * 3037641633995081<16>
(10^39-91)/9 = 101 * 1100110011001100110011001100110011001<37>
(10^40-91)/9 = 3 * 97 * 3818251240931653302787323405880106911<37>
(10^41-91)/9 = 47 * 4947519993566538761<19> * 47782852761131217403<20>
(10^42-91)/9 = 39367 * 2630129059<10> * 1073119559514328740645015017<28>
(10^43-91)/9 = 3 * 19 * 61 * 101 * 105121071700111<15> * 30098277796491050904283<23>
(10^44-91)/9 = 523 * 1087 * 381791 * 51191820117374613635225363241911<32>
(10^45-91)/9 = 605491739 * 67769771089<11> * 2707779211053166853110231<25>
(10^46-91)/9 = 3^2 * 6053 * 20395967309343596584083395031134444097713<41>
(10^47-91)/9 = 101 * 181 * 493928376319907653717<21> * 1230533849293963023713<22>
(10^48-91)/9 = 67 * 9522523 * 174152878675446718491111650424262735661<39>
(10^49-91)/9 = 3 * 640933 * 9821621879<10> * 118897936610263<15> * 494841454628005187<18>
(10^50-91)/9 = 29 * 24781 * 5714747 * 330768385573<12> * 452510296339<12> * 18075536547361<14>
(10^51-91)/9 = 101 * 25932427 * 42422177106720482044006181916949424020363<41>
(10^52-91)/9 = 3 * 277 * 33199 * 2333641789<10> * 23484811033<11> * 734869463429888612181017<24>
(10^53-91)/9 = 17 * 169539735949<12> * 3855112594008290821296902078868098166497<40>
(10^54-91)/9 = 888644353855505197653449<24> * 125034397201805584893533412949<30>
(10^55-91)/9 = 3^2 * 23 * 101 * 1548922643<10> * 34311210698385687726195850571849490333901<41>
(10^56-91)/9 = 359 * 4363 * 7093781853297328134158737414655597245711507383953<49>
(10^57-91)/9 = 853 * 130259215839520646085710564022404585124397551126742217<54>
(10^58-91)/9 = 3 * 293 * 67189 * 5684521 * 8668873 * 5896819090913<13> * 64743491759402512916599<23>
(10^59-91)/9 = 101 * 709 * 3217 * 2766228297971<13> * 28199968651795487<17> * 618304169850611069321<21>
(10^60-91)/9 = 139 * 36288769887673<14> * 22027765450993247439339114196184779164359183<44>
(10^61-91)/9 = 3 * 19 * 93787 * 101159 * 10995287 * 1525742904401<13> * 122475024355194411347982391183<30>
(10^62-91)/9 = 661 * 84229 * 284311 * 251008081 * 2796488386720837541813627629824513690019<40>
(10^63-91)/9 = 101 * 10979 * 121063 * 3304546117<10> * 250466751359226528666182377855476264972689<42>
(10^64-91)/9 = 3^3 * 1451 * 1553 * 8369 * 3277905769<10> * 42524596427<11> * 491421700711<12> * 31855930447433996513<20>
(10^65-91)/9 = 71 * 311 * 641094519543777961<18> * 784904264222873588309502279442357173031861<42>
(10^66-91)/9 = 241^2 * 753292366573<12> * 4367528902903<13> * 581465632889403385247324511740910359<36>
(10^67-91)/9 = 3 * 59 * 101 * 1519153 * 76720603 * 59930671573<11> * 8898159430854586527783782843165213359<37>
(10^68-91)/9 = 14566351 * 762793036575262473842015142372383523581925982087834565507251<60>
(10^69-91)/9 = 17^2 * 151 * 223 * 872078030589316897094467<24> * 13092497257214518138255051868477341799<38>
(10^70-91)/9 = 3 * 240931317541<12> * 4990146072173<13> * 13231753311043<14> * 550707797649127<15> * 42275728530585379<17>
(10^71-91)/9 = 101 * 8597 * 835247107187<12> * 45280634925313<14> * 21594384679199561<17> * 15668263563114520832863<23>
(10^72-91)/9 = 683 * 68018546853765484155419<23> * 2391715055937407127761364913388088715093275413<46>
(10^73-91)/9 = 3^2 * 4943 * 2277571 * 89315887276125239<17> * 122778897523609272758205043424129693135336767<45>
(10^74-91)/9 = 25248551 * 3228001823<10> * 91404155462351989315657<23> * 1491493344297436889277042928754941<34>
(10^75-91)/9 = 101 * 80369 * 2684893 * 137487061 * 7213038853<10> * 615538772867<12> * 8351895568454087350363374810823<31>
(10^76-91)/9 = 3 * 233 * 69757231902148267074278099<26> * 22787205880715226542188773629919510294421839901<47>
(10^77-91)/9 = 23 * 13693 * 365357 * 143824481 * 671399167342836221617850947008705062339418206175117065027<57>
(10^78-91)/9 = 29 * 306121 * 67329563919833228779<20> * 185891943359616573013646520802529795325098424567691<51>
(10^79-91)/9 = 3 * 19 * 101 * 571 * 2029 * 23087 * 429075893 * 11119333949<11> * 1512386228796185083409441373813765263031834353<46>
(10^80-91)/9 = 89 * 199 * 48679 * 10963879 * 1463011939121<13> * 803453330375490252930569493334644968637944923122931<51>
(10^81-91)/9 = 67 * 21019 * 911327 * 350375677063290449<18> * 247094142485502683035117533053298939308234055962819<51>
(10^82-91)/9 = 3^2 * 251 * 1039 * 1163 * 17851 * 22802551610390657031898141558665304461920354976348256133114846330777<68>
(10^83-91)/9 = 101 * 182804821 * 1915589059<10> * 5338012316836570523<19> * 58852721757726914922210089627816114965540933<44>
(10^84-91)/9 = 6553 * 18803 * 1111931811664483<16> * 221270360796429341<18> * 3665124884450714263815453254951072366037713<43>
(10^85-91)/9 = 3 * 17 * 3929 * 1027269379<10> * 2390088614359901151839586369973<31> * 2258431589486990779520449604019904595257<40> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P31 x P40 / Nov 30, 2014)
(10^86-91)/9 = 11111111111111111111111111111111111111111111111111111111111111111111111111111111111101<86>
(10^87-91)/9 = 47 * 101 * 649189246274407553250745495989733<33> * 36055119694408822159990623451797873053448663671051<50> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P33 x P50 / Nov 30, 2014)
(10^88-91)/9 = 3 * 26849 * 6134435969815640090322169777<28> * 2248710165769798247584551232810846917187854284963510479<55>
(10^89-91)/9 = 243682013 * 4056057959134854517021<22> * 11241644951692706568531435816087005104432215316009114870037<59>
(10^90-91)/9 = 144563 * 6272515439507189<16> * 476279727254290636301<21> * 257274357984145143344890353243096805194803706943<48>
(10^91-91)/9 = 3^6 * 101 * 1301 * 2734633336459<13> * 723118590619759<15> * 5865738005492380546843370993676937147657217768335413049<55>
(10^92-91)/9 = 283 * 439 * 39679 * 2253957985367144592742057114623804961283693023765716070486702478616358723744468687<82>
(10^93-91)/9 = 467 * 468276920199745662751338225024877200896794693<45> * 508086734996450209468930017381393664287206371<45> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P45(4682...) x P45(5080...) / Nov 30, 2014)
(10^94-91)/9 = 3 * 10337 * 12829675337<11> * 357907289629125577427<21> * 7802890443274669497818458734685244532807950616990332162909<58>
(10^95-91)/9 = 101 * 109 * 1951 * 13814221 * 37447769062848977670702926071217251698633329932547900004847401914497103007971759<80>
(10^96-91)/9 = 241 * 11909 * 2015303 * 6018241 * 5990634967<10> * 179364671685292864395797<24> * 2970608793187650131650769707552607109911077<43>
(10^97-91)/9 = 3 * 19 * 1990249 * 980764603950015070002177243109173427829<39> * 9986434016963102882657633529981163978400864146633<49> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P39 x P49 / Nov 30, 2014)
(10^98-91)/9 = 20329569596116486098988836937<29> * 546549254699107980098230298386908742466524642012474796622994428233173<69>
(10^99-91)/9 = 23 * 101 * 431 * 1170720607242744957319<22> * 24226563950786917232059<23> * 3912784460670049748591704213626835727952475947637<49>
(10^100-91)/9 = 3^2 * 71 * 1076051 * 1851391 * 872821888254057926682701523137180043766295017289670665410678091843379385300309463599<84>
(10^101-91)/9 = 17 * 4373 * 161683 * 2608763 * 810768978631<12> * 187314471772134309239889068412017<33> * 2333252024360674269818328334496101500367<40> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=636361756 for P33 x P40 / Nov 25, 2014)
(10^102-91)/9 = 131 * 2113 * 119768493289<12> * 3351537721792405148412164161307436430523160378208154725024308094283722090285656417703<85>
(10^103-91)/9 = 3 * 61 * 101 * 34437773 * 1007106713<10> * 36809860233197<14> * 47088006941524598708175834018188467223090870664461686514523137476399<68>
(10^104-91)/9 = 586567 * 16153776520799<14> * 89246328360707448219151<23> * 13139397037160203050686001768229773783084534431524100374098347<62>
(10^105-91)/9 = 1913 * 4710371 * 12330690752209253360146032697095105306045238441898643151217882262945319572315944023889583742487<95>
(10^106-91)/9 = 3 * 29 * 139 * 499 * 2671 * 1250021 * 38207913464067241899917181119<29> * 1443372323369358144314805648467157792832232733492986759702767<61>
(10^107-91)/9 = 101 * 110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001<105>
(10^108-91)/9 = 2957 * 2930760347<10> * 9350411089<10> * 160977085770473522166062339<27> * 8517871679656689962948821016290192227862189595166124494289<58>
(10^109-91)/9 = 3^2 * 163 * 1833451 * 7582935407<10> * 3094432210822387<16> * 17605150389219811999437005997196834593645652559864362492269017707965367417<74>
(10^110-91)/9 = 409 * 2588703025609<13> * 3324200403913342937<19> * 115291794394674898757688487<27> * 27382074942393880360642889716488587214280297997459<50>
(10^111-91)/9 = 101 * 1541318473361249624203<22> * 713746075204056552280853312044481620646788375916978582408856843492598430622704956009867<87>
(10^112-91)/9 = 3 * 96757 * 472405477 * 60537988001<11> * 133847706657741492663565280323815272828573775484056687745835163014590591999320424520903<87>
(10^113-91)/9 = 29287 * 198599 * 133611680264947<15> * 2960302478752697499428996566380145351<37> * 4829754230470712020989486151082980851928398030619241<52> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P37 x P52 / Nov 30, 2014)
(10^114-91)/9 = 67 * 1658374792703150912106135986733001658374792703150912106135986733001658374792703150912106135986733001658374792703<112>
(10^115-91)/9 = 3 * 19 * 101 * 8126153616963708042070019<25> * 8072214228048759975287299889<28> * 2942276980729459510573275211597364613442542166236488485723<58>
(10^116-91)/9 = 4327 * 4691 * 3525637 * 203019803130948346367159<24> * 764767044314548690570894799768132212844069893621665728849584839231248287903171<78>
(10^117-91)/9 = 17 * 5100460400369839<16> * 1281442693280075886748333788838150442134010384952334044383921112300507179898842620256961326148085027<100>
(10^118-91)/9 = 3^3 * 8387 * 1535350177<10> * 4532373809<10> * 43993795569354791<17> * 379222425059635825013<21> * 42263793449902917769066316862846740931563469591048221071<56>
(10^119-91)/9 = 101 * 110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001<117>
(10^120-91)/9 = 41077 * 36186131 * 84279155792939476023451987<26> * 886944499555350441645102675841652000185331098292295641705708312235047748598768129<81>
(10^121-91)/9 = 3 * 23 * 277 * 265873 * 18565247 * 72913049873<11> * 10378032485241407637042641657379787253953<41> * 15564435449963279180679198861661910037643466120584043<53> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P41 x P53 / Nov 30, 2014)
(10^122-91)/9 = 28956502571<11> * 383717304390168753958083493684611360073741797576397338842524232796826570561704563637479598679089769384121493431<111>
(10^123-91)/9 = 101 * 929 * 5711 * 14905871 * 11968866778238916263<20> * 1162245440773057995745361112652527657312519413600368724902923745483327232406121065825823<88>
(10^124-91)/9 = 3 * 89 * 337891 * 91981315065517<14> * 136376307601236097<18> * 981818165042584794584548738350848377933754635456367853024482886291828296390986976017<84>
(10^125-91)/9 = 59 * 631 * 298453117492038763090899865994550246074595372185960168446939512506677888503884367324158884501628061755919071452660858769<120>
(10^126-91)/9 = 241 * 6074041 * 16925281 * 68304161789<11> * 65656794384381101716227160383730604485227133897975143121237257203988825029934336049694780430613369<98>
(10^127-91)/9 = 3^2 * 101 * 1617144073<10> * 1093690375667<13> * 85518749415760524179<20> * 8081447617181284094360436610038182239710182179374526772153751678638172624903200801<82>
(10^128-91)/9 = 70019 * 1012470554735254134316991<25> * 156732544742947588299783815882628779944411043968843385204918850319193492328141452944712977652487169<99>
(10^129-91)/9 = 269 * 1109 * 1740711122808542935871<22> * 89443181630419999549157<23> * 2085567883760138896161663920819<31> * 1147031620316984141200760968263772286318606987917<49> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=537844281 for P31 x P49 / Nov 25, 2014)
(10^130-91)/9 = 3 * 113 * 1215451 * 240477791 * 136361723030420655199696832181377<33> * 82234277852159348234210962338186167064454167144191984352295334797931928754306787<80> (KTakahashi / GMP-ECM 6.4.4 B1=1000000, sigma=3913454350 for P33 x P80 / Dec 6, 2014)
(10^131-91)/9 = 101 * 421 * 15572800526653<14> * 1863815645312522081<19> * 9002939822478448710206310681335201426655065253890366090842814243402753937989730623121100460617<94>
(10^132-91)/9 = 251 * 1507853377<10> * 2371026331<10> * 10553261753<11> * 12927350533945259<17> * 713513146699293218974380796913<30> * 1272008649068783049137595022915936931119983872458420823<55> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P30 x P55 / Nov 30, 2014)
(10^133-91)/9 = 3 * 17 * 19 * 47 * 1117 * 486629510199927691580849258803608903460136431<45> * 44883244200129132043396830137879889731344206390078338205671314427128332529822841<80> (Dmitry Domanov / Msieve 1.50 snfs for P45 x P80 / Dec 8, 2014)
(10^134-91)/9 = 29 * 14447219716597<14> * 26520103519430324824471347170456833798764661785495763406294584996880046449609729059232792629737986749376568317199150077<119>
(10^135-91)/9 = 71 * 101 * 457 * 6116138814645321136613<22> * 8868875988354436342447783936748729629486766009<46> * 625051284356030702781346288574884011886443437716938101514899<60> (Dmitry Domanov / Msieve 1.50 snfs for P46 x P60 / Dec 9, 2014)
(10^136-91)/9 = 3^2 * 97 * 229 * 27818008898509387529239<23> * 355230952599637369941157039865754220488163<42> * 562433165693960536725691947938823469408926426558892326468597914429<66> (Dmitry Domanov / Msieve 1.50 snfs for P42 x P66 / Dec 11, 2014)
(10^137-91)/9 = 6871421 * 37884557 * 14394187590145934963533671015419038374699605801<47> * 2965251684158765090986443501363917769089558115377125909979992464887367028733<76> (Dmitry Domanov / Msieve 1.50 snfs for P47 x P76 / Dec 11, 2014)
(10^138-91)/9 = 13169748527510827668286095273425099<35> * 273998244120326708407452994785459401<36> * 30791598024411913940781401918550008647861321841270848096568562223199<68> (Dmitry Domanov / Msieve 1.50 snfs for P35 x P36 x P68 / Dec 8, 2014)
(10^139-91)/9 = 3 * 101 * 167 * 5226887 * 14088872058913<14> * 24308852338755334382063<23> * 12266328716072955861894108628136977062253908918541122685901940039042810206194878320551809517<92>
(10^140-91)/9 = 65864541217448774615097759853487365104027056108259730462351<59> * 168696401823073286925474529615264524547688861400739752611333926865851887559211251<81> (Erik Branger / GGNFS, Msieve snfs for P59 x P81 / Dec 8, 2014)
(10^141-91)/9 = 208363559 * 185868613075303197860095628695932259<36> * 2868994167590840232645830381301650206902614098729495266023375402235011370888720129783035122899721<97> (Ignacio Santos / GMP-ECM 7.0 B1=43000000, sigma=1:4269670952 for P36 x P97 / Dec 10, 2014)
(10^142-91)/9 = 3 * 3209 * 247913 * 15480464503695917815309699019518077831941962014827572317794081<62> * 30073448422325068069475835039824985590882975397090457167837145449283471<71> (Dmitry Domanov / Msieve 1.50 snfs for P62 x P71 / Dec 12, 2014)
(10^143-91)/9 = 23 * 101 * 8108215541<10> * 376710785969567892453978462824790102003621689<45> * 1565939361307805836940551221434697122852227490428101433689045734815867766889707373163<85> (Cyp / yafu v1.34.3 for P45 x P85 / Dec 13, 2014)
(10^144-91)/9 = 151 * 379 * 1941517606652415927433837933759302296232873387812317376000124257126825754619355765627760595346958903896819988312064007952456116848295638769<139>
(10^145-91)/9 = 3^3 * 3821 * 49747 * 57752099 * 321718218357001747517<21> * 11652157996891356620196053217612734719028681127577555417611397243887224939991003239361494911158833654295703<107>
(10^146-91)/9 = 11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111101<146>
(10^147-91)/9 = 67 * 101 * 2231461 * 3620711807<10> * 74604722185009860199511797<26> * 27240290669945890105998388472745084444053430747629042471989831032032892866146366543295303455823348837<101>
(10^148-91)/9 = 3 * 66875293 * 261776597161<12> * 472583997966604350896058178732419390364546028333959740469<57> * 44767279997609641591237797737992111708603423518276289591725677879402791<71> (Cyp / yafu v1.34.3 for P57 x P71 / Dec 14, 2014)
(10^149-91)/9 = 17 * 391511273917<12> * 4544889835433081<16> * 20004550447515164197<20> * 18361668391549869496712945902946842509614407554697323519675624055650766945529360520693955518844034437<101>
(10^150-91)/9 = 268729 * 23418407028277068618476137985838038221040088551<47> * 17655726979320910990024988232343326129685373853434144952718677026150431743359646688762295373964819<98> (Dmitry Domanov / Msieve 1.50 snfs for P47 x P98 / Dec 15, 2014)
(10^151-91)/9 = 3 * 19 * 101 * 977 * 17047 * 411613991 * 25525794833433476156901061865493441565144870249<47> * 1102933514631105145545263422687432876214042200393460166769884992579513544082511353033<85> (Cyp / yafu v1.34.3 for P47 x P85 / Dec 18, 2014)
(10^152-91)/9 = 139 * 34528929490825621<17> * 2315045741001378245359076068093078870766995624503853896381216127383372277817988306229107587587192772712265216938993912645510474965179<133>
(10^153-91)/9 = 263 * 4549 * 2559083 * 15326670503<11> * 753213354877<12> * 398001556269913<15> * 18393736612393010637343987166734867427812121<44> * 429418615345225579310716827876738626674697145366200341917287<60> (Dmitry Domanov / Msieve 1.50 gnfs for P44 x P60 / Dec 7, 2014)
(10^154-91)/9 = 3^2 * 103748964267083994310910886246771453074098893192233705123071502777<66> * 1189956844346304634693401777753761796609775697503791998995127060296150625404529940330557<88> (Dmitry Domanov / Msieve 1.50 snfs for P66 x P88 / Dec 9, 2014)
(10^155-91)/9 = 101 * 22901 * 58237 * 1449209 * 3657637 * 15561485442352479613835412881434871901726876426071772884831155864031665435197503308073982265294704492045994289586434321842570739981<131>
(10^156-91)/9 = 241 * 89274046001146199<17> * 39035779841180955206506456266275321884928651777561325813587<59> * 132297723172744369355595577258490656060109391911990720692812198458073784898297<78> (Cyp / yafu v1.34.3 for P59 x P78 / Dec 17, 2014)
(10^157-91)/9 = 3 * 179 * 2237 * 2837 * 27689 * 289193 * 9596316167<10> * 4242855967936912446744913004087353741195879242091850532333028055614461444739682079093291821525754275183276770640861895319814563<127>
(10^158-91)/9 = 3543177883237<13> * 25128660643719209821601187743113<32> * 166918153772422382852182573752509<33> * 747638436091132082565699322066868013578060736380118872470984736301231172661494469<81> (Serge Batalov / GMP-ECM B1=3000000, sigma=101995281 for P32, B1=3000000, sigma=314401 for P33 x P81 / Dec 10, 2014)
(10^159-91)/9 = 101 * 9728910013<10> * 354144464275059118832873777<27> * 85288860457625820806436139281529<32> * 3743683806554873102483947464701614748793823680804767901851052358125278945070330944981669<88> (Serge Batalov / GMP-ECM B1=3000000, sigma=14132585 for P32 x P88 / Dec 10, 2014)
(10^160-91)/9 = 3 * 2297 * 22921 * 68531 * 926293 * 8790770239037<13> * 207757625877017009146259646340293057383<39> * 60676752022772228549430167094088269211546863998547726636158918821399636305977346872755187<89> (Serge Batalov / GMP-ECM B1=3000000, sigma=3669482769 for P39 x P89 / Dec 17, 2014)
(10^161-91)/9 = 5226289543<10> * 825825723681534144720580354080657215533<39> * 2574397573652397456762572896372900548852976456837168739585614149943721388652438730330134226773168400175579951079<112> (Cyp / yafu v1.34.3 for P39 x P112 / Dec 14, 2014)
(10^162-91)/9 = 29 * 1489 * 4445093221<10> * 49243742687<11> * 11012907149810415681592358650500479339952338328958628146731292399<65> * 1067409074520522397576631309318418604906643382107026347511229122941028877<73> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P65 x P73 / Jan 3, 2015)
(10^163-91)/9 = 3^2 * 61 * 101 * 1404985897785655528563635917770358423537578755723257020057324546800261<70> * 14262373556523834868153296046209746036356389367688723297452363596353351778360646728332609<89> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P70 x P89 / Jan 5, 2015)
(10^164-91)/9 = 389 * 509 * 5419 * 943140461903<12> * 6123752566920840433<19> * 1792986189217591743314110256148898189229793929733210954239308535981801181711578167152593386639919469043805959949380795988921<124>
(10^165-91)/9 = 17 * 23 * 4973 * 217053554530067563409597<24> * 626375519145083063737708409336797<33> * 420301167012480090441972831823944840645629248960879137697282293410198894739757017842494436671636764623<102> (Serge Batalov / GMP-ECM B1=3000000, sigma=1595597348 for P33 x P102 / Dec 11, 2014)
(10^166-91)/9 = 3 * 5869 * 51349 * 227471 * 3622039 * 204434173 * 7296380654525796527205278403142118990021954193947318232297324120016876093784341984877562474408564720143221671696808171020652888182414611<136>
(10^167-91)/9 = 101 * 3993733 * 1642309091<10> * 7395947459380612409<19> * 2267818927822738577108494431720659269508522220621121003640728717518948592365764972569537418013247101321922940136748798080088288463<130>
(10^168-91)/9 = 89 * 373 * 1945088191<10> * 296103789409<12> * 5811328016514977434449192054696484264248514173382935167551203889940403592371471659559606392989316819885518370969274776739213882960034489149007<142>
(10^169-91)/9 = 3 * 19 * 7568734236071<13> * 10624674045663294943<20> * 633249568966243452722928259697<30> * 382797295581880862255228939636369452067999336891857496931881608308502866619628134581057664449978699754973<105> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2612898348 for P30 x P105 / Nov 25, 2014)
(10^170-91)/9 = 71 * 40559825679579552316517<23> * 3858362802838555740060814751805090692610769398442168674339066991534432684280966351636340749283355423399718609802971126764369311877474707612302143<145>
(10^171-91)/9 = 101 * 149 * 2617 * 4909 * 39547507 * 3644117174064155351739015353996651305013<40> * 21465296788246906435464106048473077026898613457<47> * 185782478082691596629434047732445046581242376743344671359820286959<66> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=1950917233 for P40 / Feb 8, 2015) (Dmitry Domanov / Msieve 1.50 gnfs for P47 x P66 / Feb 8, 2015)
(10^172-91)/9 = 3^4 * 13717421124828532235939643347050754458161865569272976680384087791495198902606310013717421124828532235939643347050754458161865569272976680384087791495198902606310013717421<170>
(10^173-91)/9 = 383 * 5903 * 4914574618256730595944758412043931775678566375335597871025933669657332759114434936216930503147760470120344663049638039122078082663243370570573758402755385747173345549<166>
(10^174-91)/9 = 727 * 2647 * 311390363 * 1186892133839<13> * 35867517738863941561997702906445079<35> * 4355634181247802586422358062683952143151392104008358947805764501375532183246262577151912142294598602933954666543<112> (Serge Batalov / GMP-ECM B1=3000000, sigma=4150216259 for P35 x P112 / Dec 11, 2014)
(10^175-91)/9 = 3 * 101 * 1583 * 8581 * 10241507 * 39857464760747536387607<23> * 1268334326463556942266401<25> * 23048363298331602735729439<26> * 714926332424773214330922257780989<33> * 31643708669437419028177288455447380683323080219785751<53> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P33 x P53 / Nov 30, 2014)
(10^176-91)/9 = 901835446675497024289996390238122723<36> * 15766845637537107321104855543466418769132222465635400074934527<62> * 781421531160620530322236377953059863736892820697256316302075281942848433704481<78> (Serge Batalov / GMP-ECM B1=3000000, sigma=370267036 for P36 / Dec 8, 2014) (Ben Meekins / Msieve 1.53 snfs for P62 x P78 / Aug 22, 2015)
(10^177-91)/9 = 1213665847<10> * 232611843677401<15> * 393574122773700722786024796538715745366628368389543646527732211906665803598226579343718826967299354261019272132244578552646615427761681569800371572277283<153>
(10^178-91)/9 = 3 * 4075609 * 10847115545092142953415027<26> * 9522864386016270731785957096021709<34> * 879755229845353083884924431794070293294886358071237866877016440718208461902857655427817714055301388939731093441<111> (Serge Batalov / GMP-ECM B1=3000000, sigma=426727452 for P34 x P111 / Dec 11, 2014)
(10^179-91)/9 = 47 * 101 * 199 * 22264687 * 4870767311<10> * 11002122938470596015628146597539712692308574454667946064807740441273<68> * 9858133885451458519178069014802523267275336158777792339268675516373795869330375518311097<88> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P68 x P88 / Dec 5, 2015)
(10^180-91)/9 = 67 * 15418409 * 1256936971<10> * 11530491097<11> * 37232843426114197<17> * 815380210759632902324263<24> * 4526066669435898863271158422264540064817479<43> * 54010040478729795432098839025242820406417630589737099294348072014489<68> (Ignacio Santos / GMP-ECM 7.0 B1=1000000, sigma=1:2800959406 for P43 x P68 / Dec 8, 2014)
(10^181-91)/9 = 3^2 * 17 * 1009333261<10> * 2887512549583<13> * 2491767943468015066100606178195794925852291060335936599686532243738373977258023806725323298807226116880297705260962406953063113439888266683445656719681582359<157>
(10^182-91)/9 = 251 * 5107 * 494749 * 2367015853<10> * 503157594751373476813<21> * 126366821661183706223941<24> * 24633983565175347871300678951510725980433841<44> * 4725633944418838840572741256400308096470908610717364093334478001906329173<73> (Cyp / yafu v1.34.3 for P44 x P73 / Dec 12, 2014)
(10^183-91)/9 = 59 * 101^2 * 58567 * 12461125164904402736830862449433888617521558599902712302268979239843<68> * 252960373893615638449051434396249603611753246470878642029313027572698769756819444366328908090286653126819<105> (Dmitry Domanov / Msieve 1.50 snfs for P68 x P105 / Dec 10, 2015)
(10^184-91)/9 = 3 * 632713 * 422028678674997742609<21> * 1387035299799597910384236484701029594971273360551111434667698501881307198234568658600214575016372622726992001525888515193568272761221581729082120460799388951<157>
(10^185-91)/9 = 1789 * 2377 * 832211509 * 74810960119054252278943818670588343<35> * 31037877163512923404955805431177656901349284388795155378619412271<65> * 1352156661937602995018921530628789336139646532842751913015264351730621<70> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=3003495610 for P35 / Feb 8, 2015) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P65 x P70 / Jul 26, 2016)
(10^186-91)/9 = 241 * 11179577 * 322678969661939581003<21> * 2844191763339178071730147<25> * 1412744597676133058806893592394159663<37> * 153497799073160789451159667214330978564431<42> * 207214304533728355268160407937807591441285441117943541<54> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=3265535621 for P37 / Dec 9, 2014) (Dmitry Domanov / Msieve 1.50 gnfs for P42 x P54 / Dec 10, 2014)
(10^187-91)/9 = 3 * 19^2 * 23 * 101 * 441651616283712758445140752382677345979409053354650973548115580757963387169340403469067449520655626524553776185358710105223055927978280986796339114420495002248227552692239796864989<180>
(10^188-91)/9 = 2521964253625705198197991<25> * 6140392518005439402198932571977<31> * 91831462562209917782601409320749432311283395444983546927511<59> * 7813235757109806763860466937452463895988294414914732001728680310479845013<73> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=2398832069 for P31 / Dec 8, 2014) (Jo Yeong Uk / GGNFS/Msieve v1.39 gnfs for P59 x P73 / Sep 23, 2016)
(10^189-91)/9 = 3643 * 31247830046009<14> * 197464712724611<15> * 151178332351081751399392507<27> * 63559878304740008642376781546869361<35> * 26056549992190293423142477952054403029560105319<47> * 19742376857233870976154925445226377351465548824361<50> (Serge Batalov / GMP-ECM B1=3000000, sigma=846730737 for P35 / Dec 9, 2014) (Dmitry Domanov / Msieve 1.50 gnfs for P47 x P50 / Dec 9, 2014)
(10^190-91)/9 = 3^2 * 29 * 163 * 277 * 9272819 * 11984440333<11> * 6609356760438810006121095747901658240686269143774019781055084251<64> * 128369211815537857672505760497257067252414061724829967995963512165670887413981885925866919486213479683<102> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P64 x P102 / Aug 11, 2018)
(10^191-91)/9 = 101 * 482988827 * 800385401 * 3633655337297248073976267065803512652505875949144932400982585510161313300709015357091<85> * 78317018035116940076080070147209938617840536494961907565362919541092423223809978570193<86> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P85 x P86 / Aug 28, 2018)
(10^192-91)/9 = 2731641772331<13> * 40675579146784073418220367882732820261589757093714886094182734519237914913992375891438679716838401065730078591855145747568784018677630472598006318919760251619358553221415384767671<179>
(10^193-91)/9 = 3 * 4418407487261<13> * 10344949858653695574349351<26> * 826072613079616815589484972044961<33> * 9808980146410523328018646662882534931247893610377680786021468211436907981915598378448244849338807778005314481926861917277<121> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3931697842 for P33 x P121 / Nov 8, 2015)
(10^194-91)/9 = 218819 * 5525831 * 23917403176719292396107847902047144434251701596485937750429022962154650481252507<80> * 384203076890774047031760951174433902419437308159383375344245045200661158590549755572532640935493817387<102> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P80 x P102 / Nov 25, 2018)
(10^195-91)/9 = 101 * 10892816213<11> * 111352378121203<15> * 14336247516789023663<20> * 96727160399307280282500341974068902890880317<44> * 654052357028307034818561816743840358772951736572088029769840233128346476816118879212212792037517514145229<105> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3297015347 for P44 x P105 / Nov 25, 2014)
(10^196-91)/9 = 3 * 2010061 * 1168518431471<13> * 20597343510817<14> * 36444369595866945805570942074712736667010643344563326433837754419901644163<74> * 210063103330234408529856432292221405431401718703586649124157506549051213016219666402695367<90> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P74 x P90 / Feb 7, 2019)
(10^197-91)/9 = 17 * 653594771241830065359477124183006535947712418300653594771241830065359477124183006535947712418300653594771241830065359477124183006535947712418300653594771241830065359477124183006535947712418300653<195>
(10^198-91)/9 = 139 * 9133 * 696628665554273004622318607<27> * 125639989489937102917686638605057651304264540999982764260330980239760683071507609846115856742307179200307834572243008732425906725087627926517426570787353524185120189<165>
(10^199-91)/9 = 3^3 * 101 * 193 * 63667 * 170647 * 361871 * 18654255395719760357607434342261898240674402704681033129169110326700361272686763600549<86> * 28785269550518996063762936186709042576817239527944116082566312530595987039873708036566690221<92> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P86 x P92 / Jun 23, 2019)
(10^200-91)/9 = 309445139 * 31390794119<11> * 944201301767<12> * 4350177378747749474195551<25> * 53322235841913781357124761673471349554325772540679990356399<59> * 5222658285120480946549433301161464974260619944394568640739904894739484690230598100367<85> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P59 x P85 / Aug 27, 2019)
(10^201-91)/9 = 366646603 * 269750622719285882828439578404090576430361907494673<51> * 1123433497299996932492555363323918839647566034789965681406322861811712305689503871848718870915189594132132036390088188835727414822638984000679<142> (Bob Backstrom / Msieve 1.54 snfs for P51 x P142 / Apr 8, 2021)
(10^202-91)/9 = 3 * 13667501 * 99263759401<11> * 26080166112652191949<20> * 4413386196638941689286787068808107879<37> * 229927365956204818512727542293830967172688137885708176233<57> * 10315337756101322776935246108488870957500596834975681024016847336420369<71> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=4254771178 for P37 / Dec 7, 2014) (Erik Branger / GGNFS, Msieve gnfs for P57 x P71 / Feb 12, 2015)
(10^203-91)/9 = 101 * 109 * 83663 * 11236751 * 4636100212412419<16> * 19222131088817677<17> * 195552896845962646382382563163467476717483<42> * 61605122376814761237927264161049195633738977183575772247393689376209503830924765044426593069295224624553002914257<113> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1525463773 for P42 x P113 / Dec 27, 2015)
(10^204-91)/9 = 293 * 1662631 * 17265947 * 7613539547<10> * 82529604263<11> * 21023606655723375141508604830270239420090500935885794153980837723368476328288077701966141601719042674542675245116992786191440986965406236918871879425330025246437790641<167>
(10^205-91)/9 = 3 * 19 * 71 * 241811 * 8485271 * 209179224609508096179720053369567083330123900439464229678192846954279<69> * 639681759576174001988822655459553414274660709091173177411083539904542643040116779476967483628812526629592899868572395617<120> (Bob Backstrom / Msieve 1.54 snfs for P69 x P120 / Aug 10, 2021)
(10^206-91)/9 = 15527 * 756597737778089<15> * 32906145330886066509191311144930245082459912358687<50> * 28742721555502638167774869667286942492054010016646457865301519363982386276246669567682077980771729894273544530429461908539691739183005341<137> (Bob Backstrom / Msieve 1.54 snfs for P50 x P137 / Dec 1, 2021)
(10^207-91)/9 = 101 * 2239883599<10> * 5058938340712987<16> * 5817129678652953739659691004367926495347<40> * 571425821736964925807244461311163086559711<42> * 29206712382963332579663896977507484325166046231889896855319411868340039446394218800537787203996681<98> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=3656691595 for P42, B1=11000000, sigma=4102981659 for P40 x P98 / Jun 13, 2015)
(10^208-91)/9 = 3^2 * 170464021643608290060836020035435349<36> * 14577611010543182172898392995077188312553727<44> * 49681636569344395169200820540169350144663292424180679169264086634921149618401587068920113582395326645098882584982588981867130943<128> (Serge Batalov / GMP-ECM B1=3000000, sigma=2510502276 for P36 / Dec 9, 2014) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2857173264 for P44 x P128 / Dec 6, 2015)
(10^209-91)/9 = 23 * 13759 * 15697645189<11> * 67533359357<11> * 2913368570279399<16> * 31016720757830233<17> * 51967183035870653811937<23> * 7052927750315941494619419283683431574431330350805440200374980274111489411242632909174819636015520820394076352899845296620656779<127>
(10^210-91)/9 = 74257 * 115553 * 5873635051001113894658173935737229829999<40> * 2204610679736662088509901058627357842807742299908681492332058928656852946418513387425492380865412861519390359475429957700801906053892361031138741876408334263619<160> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1730619472 for P40 x P160 / Dec 6, 2015)
(10^211-91)/9 = 3 * 101 * 4001 * 512311 * 793043 * 3654492041797908368557853252955982592797217<43> * 617289476589777857061384561520614957039932415506632253518574292907087528041202642657471222881531699954261158208872281135409881033701882932899023746887<150> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=2106520677 for P43 x P150 / May 12, 2015)
(10^212-91)/9 = 89 * 3383293551983<13> * 3461669072257985858431<22> * [10659633055703036412444814186967589163006254254988929559548033832972809891730430674210703423863863859603467307978767228039830805038560113578036016939945220179929572376416260533<176>]
(10^213-91)/9 = 17 * 67 * 338107890262533745297555848052149131151693876846461<51> * 17724937341088054234895742004566850886127032776716100659006899<62> * 16277726684836932701498034779151066430005982050759267693905884699780463221050028303776480810195481<98> (Serge Batalov / snfs for P51 x P62 x P98 / Dec 12, 2014)
(10^214-91)/9 = 3 * 206749 * 1166280939569776802674363774757<31> * [1535994427678890217249025172022609062092210514504409800578268551579848620262121157904700745298594691548042935957167106754601425620997791501687972163492291142016722328402868513519<178>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3390834826 for P31 / Nov 25, 2014)
(10^215-91)/9 = 101 * 4764209365779752017<19> * 23091134888045511408235005915327431005443965319560791607380280022817522562045136288718140399132573740341549974174664181417858132971005822284450363899143500618023295439444987495675681677500797353<194>
(10^216-91)/9 = 241 * 1115713 * 59221001743<11> * 6977698583397565229232242876140274105101076801751246250914347431662720010291981350952919927879142044672455085345953749386393065841920790758352663625740862046095148609362919015132592714233438532579<196>
(10^217-91)/9 = 3^2 * 19739 * 20623470175182963587842821204925640221200987519422311327<56> * 41431981447238433372582222596643385586224732937182673987926912841<65> * 7319684929628974274866908705127993180456052585501796144862825733172515362621523944148537993<91> (Bob Backstrom / Msieve 1.54 snfs for P56 x P65 x P91 / Sep 25, 2019)
(10^218-91)/9 = 29 * 23071 * 92237 * 7549637 * 56693021768822164862430942178961972041740732078206810508836448599<65> * 420660978904771993934690757331233995818775590671007792902317915604482265643184586756458734264395408495731103830723744050568991008444569<135> (Bob Backstrom / Msieve 1.54 snfs for P65 x P135 / Sep 27, 2019)
(10^219-91)/9 = 101 * 151 * 497381358989980575336034351565785691<36> * 100285313249590042645542859336511065071824453302485975159097817323889965478083441367<84> * 146060347469891468332063214189811975302336853874856272226726249208303773251648193057738454529483<96> (Serge Batalov / GMP-ECM B1=3000000, sigma=560559806 for P36 / Dec 9, 2014) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P84 x P96 / Oct 21, 2019)
(10^220-91)/9 = 3 * 311 * 914293 * 2628480957979<13> * 4705782439572460063<19> * 95349957100010580443110709304332338087349030561086494531566523641797652102337924047375341<89> * 1104417476096138575875955537489219297448880009188006313718524751977354085247460084624368597<91> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P89 x P91 / Dec 21, 2017)
(10^221-91)/9 = 773 * 30466963 * 501194003 * 1431191944702738852716100704293791622465161826252462268290429634068675651228258669<82> * 657726109873259845545596350301566524732483115941342230431530853759684697125457195088963192174147008339047989690572270357<120> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P82 x P120 / Aug 13, 2019)
(10^222-91)/9 = 2239 * 113327 * 52072063931<11> * 258605666840831<15> * 32518250751997899394185872619760603396449763954538651622479124240849853150619553062020108974117852713813443985766366602464465795422518031470985061162127773782799070406163585693782351263497<188>
(10^223-91)/9 = 3 * 19 * 61 * 101 * 1126030534454174413<19> * [2809837852068972600581617194724522421338986643010795611362447709502452558466578302804798909042804117512196313117897030400995592091209709570014823714816857176266433583373166704614431544308206527577001<199>]
(10^224-91)/9 = 12163 * 32938012845847<14> * 414479816100900722989717520514477563<36> * [66913847563567406285352254997941434386795927975910042502078695409157881246200642810998399001678553851837324347989051254939472943876491684453456835341539499159034035062907<170>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3074334250 for P36 / Nov 25, 2014)
(10^225-91)/9 = 47 * 59399235367372306765544142269197039853935182383650705182688498024940364266347743187725320633<92> * 39799606497156986091817300801444941796933232059882607866976408248371434863491378851299793992843698554563715596085618017998127503851<131> (Bob Backstrom / Msieve 1.54 snfs for P92 x P131 / Sep 6, 2018)
(10^226-91)/9 = 3^3 * 315068483 * 18003146592362893405313<23> * [7255048945520063885262671802772658392447468198937952008276065435825999884885370241353912179118748740326355970996380686228599590313202615511509255457065505013806018739171362810057702628922873197<193>]
(10^227-91)/9 = 101 * 181 * 11098078604969<14> * 100169858519321<15> * 546729723077236850798310248141756000605841713084703042117866919239952275258307488001004038070303089372954204667486051246963947804408597787202075569082835023646940302878836130997389555240071394229<195>
(10^228-91)/9 = 3138731866858964711158809589181877903016066883057647980304758622657579393<73> * 35400000963543204269504058843898777589030165843769860381894774822156997938472890990363669674509213300193440729142719451637572271805547069622875875265424957<155> (NFS@Home + Rich Dickerson / ggnfs-lasieve4I14e on the NFS@Home grid + msieve for P73 x P155 / Mar 28, 2016)
(10^229-91)/9 = 3 * 17 * 33613 * 130012328560494161<18> * 4985348261979006611771955626101509549441901333587951924402450746515434820276858760249195996575646511970720902269929976924034718590846739628447048148651848348190434868730441793362553361337900991351487018907<205>
(10^230-91)/9 = 35041649465573<14> * 14246875141240354899414697727<29> * [22256318694181275768051716156849042876939904239371601582301710669873688006383400023343174237571058758064232461787043528604346015062369864209101615389099513592975379579432953450861099143431<188>]
(10^231-91)/9 = 23 * 101 * 7469179 * 7109231719<10> * 971077235867<12> * 4332391788656707218811<22> * 13004665621274883965623648806083<32> * 75663802837721101299166855152599131<35> * 217592484421996587058739566270844008145010522353979823028264908050198610486123846476164891578381517032546409987<111> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3123123193 for P35 / Nov 26, 2014) (Serge Batalov / GMP-ECM B1=3000000, sigma=1783260583 for P32 x P111 / Dec 9, 2014)
(10^232-91)/9 = 3 * 97 * 131^2 * 251 * 28351 * 4572806717<10> * 11383521707588162605433<23> * [600648396060799079409456272370074326216467828317922282953553376124758749289911586905842093162012587801894699999778601796077683683037721549361519783640198073921886736937925129392004211791<186>]
(10^233-91)/9 = 257 * 283 * 15073 * 27397 * 126781 * [2917971527105875101729097013940008529770371363307840818958396804324890700614475291593805359606084390822765209960305030278799493248070267584825749148244580903765911115230922953984149198487078084896968159504125103511<214>]
(10^234-91)/9 = 5545831 * 1136651485371989<16> * 5720231235453483941376057577579<31> * 3081413284714532768722317909959377011602662296309620472870407196832723548474775410785575240748554239181683028975225347380709749740199338717090150722797782037377199931800152672295341<181> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=3098672959 for P31 x P181 / Dec 9, 2014)
(10^235-91)/9 = 3^2 * 101 * 359 * 107033 * 9962358697869608855645611189522563929<37> * [3193149747110653751308819901065978262090816502558557654696708175393996620764046430592480417720716561782931574372020605635453508433561715046105857260221813388310007853256009927131713550103<187>] (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=3801761429 for P37 / Jul 7, 2015)
(10^236-91)/9 = 1297 * 6529927 * 1058763747893540620597<22> * [1239110752586226561769251197977941302327266798943348917231997699214277501776180544063911478749535803660584373980966984291718054494947154954010868061850858572333175502708159893676596572047468724889604431007<205>]
(10^237-91)/9 = 587078118628016938357020907<27> * [189261203212230556547502093081539667049466829606474519226769370407321666771758312854396269091811409529287470217872090814364558008097609767515586215550208609573466316033111503980000648712521387631732248496420343<210>]
(10^238-91)/9 = 3 * 46727 * 127169011 * 16423627675227654321604120433<29> * [3795053931609851470041186872588608489548889747397684687468426486343996903695656004554574489841758542953475427149249025341448072423383275002778901335768473582046360784546481887435586056265308550467<196>]
(10^239-91)/9 = 101 * 185125725816630877<18> * 1018386708270908285168381028010966069<37> * 5194647466065378759801042873736624013<37> * 112331236788225987467994170408569527974483554571964225564482234332330599173130326444176747891490055750720634092801675174201830917798938531657262429<147> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=3283578568 for P37(5194...) / Jan 8, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=239633508 for P37(1018...) x P147 / Dec 7, 2015)
(10^240-91)/9 = 71 * 10391 * 99663887 * 258217093 * 113145855890230280063<21> * [51722598620105758381748274384658319190933473513116902212853224449079212408355595862122690465649611492202070214455639666089267002834732488178029452942983778760136743187394110140652787174381038848777<197>]
(10^241-91)/9 = 3 * 19 * 59 * 719 * 2821665853<10> * 12135503043726002384574844779004337201<38> * 6407700312836070034236719456754770581993187520755569<52> * 103946083170152552426299478491154723338157670251135392896045611<63> * 20147819248060369335606640771187865190089449906902816877079267692819884079<74> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=405460149 for P38 / Jun 29, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3876228601 for P52 / Dec 7, 2015) (Erik Branger / GGNFS, Msieve gnfs for P63 x P74 / Jan 17, 2016)
(10^242-91)/9 = 113 * 1621 * 90127 * 40703767619500353733<20> * 6759943181066778056581<22> * 4103775699132991212329138213<28> * 749015974734069137663964402158481016749734280349199<51> * 5522813820727931529237568291935355780291111382375180969<55> * 144088182230762085207613251244143387907533583969243785349<57> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=988044807 for P51, Msieve 1.50 gnfs for P55 x P57 / Dec 27, 2015)
(10^243-91)/9 = 101 * 26561 * 1147039 * 155653784731<12> * 38563931797717<14> * 276623711583199073<18> * 21746186845368878651675461596912944495375599177173211602084080479557646050810692944412190785643160192108483786185913913224376166901163638540203622816309294944100729921082175599354847032689<188>
(10^244-91)/9 = 3^2 * 139 * 560761 * 47570020321<11> * [33295768429392953867674616927003901442946398644598792881090632297348432945863247017593383103405348168567272602328420617536120542794256940500513272525581501899323599307113531059840453690710456879574022299734530290732826356471<224>]
(10^245-91)/9 = 17 * 12408837596581<14> * 328275798792489126074443<24> * [160449586328851667174635079259804129283253154141829422177688303379298084145096482912515042554622254039531003527368433974303681312695758916403336425657951634604608073148435146080210294805355583522147191609691<207>]
(10^246-91)/9 = 29 * 67 * 241 * 237283558835763472901149804941050459060637101609802848209470129203270621661568629405080288451385463107508197553748878538580052472886200940734397360267864663898516669288649991801853042224372011265274239286706639454988139381311594362807036027<240>
(10^247-91)/9 = 3 * 101 * 3023 * 12113 * 349043 * 13598936512540347863<20> * 145000865114902644648928083307003455503<39> * 145502523437414724313855228765750284871289586884015868110999950615493584337949350082983349800384180746865439488969211491459003901496692798870856838251305036498450549067415479<174> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=4247781429 for P39 x P174 / May 26, 2015)
(10^248-91)/9 = 2152201 * 1985053648236947<16> * 161895389006780741051863<24> * 3659048047857968659153379800717<31> * [4390356848555969535058644136579306150744319032112556485905504161560915811717881905626078346104212104590493328699921583363560878783200360118362911515887321288342553092780773<172>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=211157407 for P31 / Nov 26, 2014)
(10^249-91)/9 = 25262606312201208942109<23> * 460439419524629757623435817915002922607<39> * 9552275479899011434725402327945602803512738121932539094298783236428879762663545497343769213882550015842868349626024857838842353913408585401709207285247838377584648216678473114916010338927<187> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=427443108 for P39 x P187 / Dec 8, 2015)
(10^250-91)/9 = 3 * 647 * [572442612628084034575533802736275688362241685271051577079397790371515255595626538439521437975842921747094853740912473524529165951113400881561623447249413246322056213864560077852195317419428702272597172133493617264869196863014482798099490526074761<246>]
(10^251-91)/9 = 101 * 820876618872933260538133<24> * 779883361762341786785067523<27> * [171841706121324711048627798188143335011786043975470752911495438866242882959032135689050407724366373365836455290770023442022267377833158407064373591134389002125185082908199237040776139887034276704839<198>]
(10^252-91)/9 = 9203 * 5110586493482725907221<22> * 2362421169647060485266610876545142326181725885887855364700071285420947593803712805940460617170372106856515322968146724966244459869415610103031455880950386734777912348025169690177677319443318391050604760353965664583380801124627<226>
(10^253-91)/9 = 3^4 * 23 * 954971937836179<15> * 107300279767969250129<21> * 77242278319987638781541<23> * 3804218887624911702141869056972780571<37> * 1884349834897746266953393799975288909738254511411939683677601903<64> * 10511654184315704916353273945376115663486105066325674834649783328175060823022041682285901409<92> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1274826274 for P37 / Oct 29, 2015) (ebina / Msieve 1.53 for P64 x P92 / Aug 6, 2022)
(10^254-91)/9 = 101780801 * 13672610183<11> * 7984361544801708876846782101950680408940142848492555411716505063651306511639216496252887352078814715225696105214210304347576558667241564595079201658977128667811255239210035470229015698473644957445020262780750671413158442835148111209947<235>
(10^255-91)/9 = 101 * [1100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001100110011001<253>]
(10^256-91)/9 = 3 * 89 * 9829 * 11926501 * 150972244504097606941760850532799<33> * [235140118890827844991270153852785620885136832093716128482726810158557579744596637782047130437548211669826982020208277325808938667689040134520778413843522373882614241587754699790935184438671274767297876024430993<210>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2038603191 for P33 / Oct 29, 2015)
(10^257-91)/9 = 6037 * 248834461 * 2416734731<10> * 3060531162295569104215007257488438474185851697261339396069577276298541568330209383581827165982847940314396046301200381226074594038332706891415898710567230892463754394255990082664797506672275763231178152606066501418297003600635748677303<235>
(10^258-91)/9 = 103103530801<12> * 362269081921<12> * 6810022914924730301<19> * 12275544133788974111493484474350517<35> * 35584703925509174270700953517932596349654780827413116518741106638846991687270836777667780277202668830250411410923308684287576765817266358850951697376350564521937329484772627503405293<182> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=1369125029 for P35 x P182 / Oct 21, 2015)
(10^259-91)/9 = 3 * 19 * 101 * 277 * 729472315124396255302333<24> * [955152414384869276863673013437588989399137309770479857872455587685091221126252820549685646766901546515892943348224441648975476947936348794024342709411798189777172022599492478821658384238267833749481299082205423879940876534580673<228>]
(10^260-91)/9 = 6229 * 7622201477792954820743<22> * 234023104003740578211896728503566338095478477008095143708437182827387219183127357811485489547845153287879071993955939618590623444060061134773830824476682343782278265265027353023013677047532604946745547709921584492179304923634007956783<234>
(10^261-91)/9 = 17 * 372542367838916663<18> * 31367285295816671948777112361187<32> * [559314353488267233817075286228825184099379168875338636862550475418764615893501541494377565514292505186570529880549575669717428072588470178430392322661942449790506243269281899696665462672740211827165287067771913<210>] (Makoto Kamada / GMP-ECM 6.4.4 B1=5e4, sigma=2526020269 for P32 / Oct 18, 2015)
(10^262-91)/9 = 3^2 * 1559 * 825241 * 25735737364655397637818649<26> * 330892724348941004044265544109<30> * [11268451384397716339503497726030077924264708099833853120803146834762248393663733266577209673130226621532911858622585317721626773558186616270395083546037142428134841679859251590359593117084854186191<197>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=2490821588 for P30 / Oct 21, 2015)
(10^263-91)/9 = 101 * 269419 * 13683143 * 1091476499835589082503023723122298431<37> * [27340574856993976759784190146267213372948184337026891402697227536823647599011921352889823908007536340028583122260518092877733284194354000068497197334905110205879158251337567952349811184967477293431845998987636163<212>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4247682359 for P37 / Nov 9, 2015)
(10^264-91)/9 = 7883 * 20357 * 12814529363<11> * 84564941733420844191143<23> * 638938669164772211349796594604032363323490922079022611935197824613717008408766536149633897360570463955789739005264232690776221781104288613946892344855461677773571186021402670000847736227760642884072843419319678390485661519<222>
(10^265-91)/9 = 3 * 10987 * 115416187 * 586638887 * 2860749582815535989476904662924566133<37> * 174036242268636945002190040540404434956835559706260432967971330712109484739300561561339200119091555145650919253814807920744972645672950766133775235935255700924299918546331351185129762325375794456563635791133<207> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2830543135 for P37 x P207 / Oct 29, 2015)
(10^266-91)/9 = 569 * 13216741 * [1477477393833089712226224547584827873829173403085776288944669992974197994147935467158627089698207416692582569433724597979254750580576370825539303400702665386021825293904585406232694809166635237878355853719789918835057283276996663027224231264881457317426369<256>]
(10^267-91)/9 = 101 * 18917 * 499133 * 10022338157760517<17> * 7972807262153619190622909<25> * 7058413505444491873677651653644867<34> * 38861853512645909265932192612876952198659143101457<50> * 5315653257565200674506885352850637717746625146056101093891480138448955922662042353937709184502216870368031915372329554272219011363<130> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2511051134 for P34 / Nov 8, 2015) (Erik Branger / GMP-ECM B1=43000000, sigma=512864269 for P50 x P130 / Nov 26, 2015)
(10^268-91)/9 = 3 * 2287 * 3761 * 7333 * 10912520432970181466543<23> * 3199902004110374560319053<25> * 8921291464854196353500356117291<31> * [18849315173652835862485707476870737491715220832348638517121961123629615895031560890269726125566792984327344359173855410091683769108437772370294542789678880192020870229584923668813<179>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=1897915644 for P31 / Oct 22, 2015)
(10^269-91)/9 = 90704753 * 6698566008437197017966724949<28> * 736078925266295673265387478773<30> * 368508190349240258122507509921671<33> * 32611211288905281075858511460299819663<38> * 2067317331474237474905526794078709125857116574093302329449386899008348025959740150089891527306051411762209123896521935915992155905677<133> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=624840897 for P33, B1=25e4, sigma=2768211935 for P30 / Oct 22, 2015) (Ignacio Santos / GMP-ECM 7.0 B1=3000000, sigma=1:3146398805 for P38 x P133 / Nov 5, 2015)
(10^270-91)/9 = 853 * 632501041 * [205943085300820312935596518682100611948870375261156632644741510617365732989836551630337660181527159182230566080726302814681170572548937797984639790363817157544492166417097750736197464679674725532866665458622362963241762025557710735982346887587817559219475737<258>]
(10^271-91)/9 = 3^2 * 47 * 101 * 163 * 421 * 53917 * 2508795873396856941331790183<28> * [2801786271310556375936839510906104752611877428015576172949672782810148552470011473113079191339275625106716524410102405928909511363751999487262323662319526827982626863671413407178430769701261390576350496977189905581075761822690579<229>]
(10^272-91)/9 = 6421 * 568612543 * 25408550610668228354260267473749<32> * 3182726081141676374796100270179256459<37> * [37632167227331216658863775718833867497617299473312517749561211698484007370651979135329293742883787879861013765211802081480389383181924436188403892808311617597966697348965521141691279586874737<191>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=1001027293 for P37, B1=25e4, sigma=1181722732 for P32 / Oct 22, 2015)
(10^273-91)/9 = 491 * 471417433 * 20127868979<11> * 10666166119134479027602043<26> * 11099213504717108980304401<26> * 44950859886710475257779642213891<32> * [4481609480192522818668480746648848684323184474672128320470087700781605808541670350091196602209525162850768778749612563321311518026813570595981092005183691833690937525621<169>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1587321 for P32 / Oct 29, 2015)
(10^274-91)/9 = 3 * 29 * 6607 * 2827619436467918771298047803<28> * 683617186978282873562302555261956517264568058884833254676911176132466093067629965816143216928499558417888717451877263017554850402475855224164725368204523438390135302215066591275937470243703092504946097929634294608063386784367480834773724863<240>
(10^275-91)/9 = 23 * 71 * 101 * 171909589411381<15> * 14827131842356400297<20> * 25060459798309087495021908846857297<35> * 99010136386726429342976402822518669<35> * 302764057238098916248060584139887579955530662597<48> * 35181930756588166271627020234951980180192951094352176916520332506444966530183280434098593628535390607051902268165722301<119> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=4264105734 for P35(2506...) / Oct 22, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1543485193 for P35(9901...) / Nov 8, 2015) (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:2121944324 for P48 x P119 / Jan 10, 2016)
(10^276-91)/9 = 241 * 2539 * 31550429243272714153215636001<29> * 5755359745769201230946775404211828286967173876817309902165494514065483341357173401865851360288909816200334661777499931646760768409262281230031402197590358412523053037741827502826977051681810698734338993468797859234287506326509849985302212999<241>
(10^277-91)/9 = 3 * 17 * 19 * 66431559661076257201339099<26> * [17260734194060655047318296946781867901248530234680206878370148332695001422225806337408656028421166062015396547776784379911938429800691078578308001281000603770710764645374495225041727110692947013876563978748463106552006395770696402736175224358269071<248>]
(10^278-91)/9 = 199 * 503 * 1850573 * 692400139 * [86630946867206142528428238272139110602744966682053561538804772331749814693504100144966170797878955680374622010231120739668453831413811052258220031609658343762794732746232808009229783676191913690387931988659080915452212143907645715173506991703429917050703539<257>]
(10^279-91)/9 = 67 * 101 * 4664264315604932547128565489130399<34> * [3520287722131792945120450757972611993652099877858495345583523053465357180176915758549264326363786718816237501515869921692657201070377619885813061809956903256868379071773251296661923666537741262525265953547522243521084098460483240013491616397<241>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1303340661 for P34 / Oct 29, 2015)
(10^280-91)/9 = 3^3 * 238321 * 1603545847<10> * 13078559590051<14> * 3377503800876758262632580994351513<34> * 315967019793251831807212789987827209<36> * 11852858235749269093223276067824919869<38> * 650922714000076933597614439244197714078917880272689065621439220032263659143124371709888964058760538904120809844148538137243628814107441989329863<144> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=2770152161 for P34 / Oct 22, 2015) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1337548003 for P38 / Oct 29, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2617152898 for P36 x P144 / Nov 8, 2015)
(10^281-91)/9 = 3771780124537<13> * 5719010501607444480880061<25> * [515098433208554436860232407472790323173375372098419523639836376232059000795367635287605131643298184655860498200730503928723707322503408845827695535736744335024535008635660525717603118247709206706222617402638571541978792612140554645250961301193<243>]
(10^282-91)/9 = 251 * 661 * 1093 * [612720128567652788674009594144560188563443144048295821072198499567640474837585770026466206992629620822186261555332560966524386864339959155843396031409398930824330677842897489225909345862214915240583391250243946094287443152584712652276737151373942140459598317092356089873487<273>]
(10^283-91)/9 = 3 * 61 * 101 * 91771 * 74591035261<11> * 102385311683235703663355297545721<33> * 85773922555462724030955210678095786583207802471837727534737159574894527500883842708151178468295173573921464060589265868676430562616260073796976507769202910193958632038732502918074414721686063976708086826674934413070514767301023497<230> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2916519810 for P33 x P230 / Nov 3, 2015)
(10^284-91)/9 = 277584100383870510936479<24> * 10213915316553556288290840120599015231<38> * 3918958378192670111293271040939056672801894605461615931491184633487360732506107379439472621779675140755735238947614458140022905944273809546730363186338206280120451465012856586460879662800653481031924197368185066906921214749<223> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3550590716 for P38 x P223 / Nov 12, 2015)
(10^285-91)/9 = 43642007 * 48246898813<11> * 219267326743939<15> * [240663069130908032109361799003936830433560928025032906741499127842466039607549291458529404719872459389589966643830638255621187685290257245977006727035316614696398988141956833696993592628359741184306835895182372316081058561613256517300745870354187801549<252>]
(10^286-91)/9 = 3 * 33525924784027144868795036819<29> * [11047282744809682841222496650474393122222497945202578977669590960750693894270597370115355071266505525123814670375189996535136596002895782155733968902212336327354328360964472728786797528104696316406922141794303363852225894596334897875170800686673043042489893<257>]
(10^287-91)/9 = 101 * 457 * 81233 * 697841387 * 149915739600142165230143780529511<33> * 909644131120549936107776753243074883986653379<45> * [31139522459334931789701866218368918893191990212733723520935142254370240711691786042980333808344019648485194862465735378289676563022397446326430189935220867511088467411145784369800866893529207<191>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2553569739 for P33 / Nov 4, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2114796345 for P45 / Dec 8, 2015)
(10^288-91)/9 = 914657 * 254378083 * 5851375762507926399209626469299<31> * [81613414782534697960341660382983489182254674805959262956937240606165661472294786720551953165308680006626483152172060422062814527718592286258213282361585635275462980864168690914286213176193586780425815192786862792191729636793544338676053180229<242>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3692642636 for P31 / Nov 4, 2015)
(10^289-91)/9 = 3^2 * 6007 * 248609532634337530319<21> * 52322977517243092783091<23> * 62260916205053420252129<23> * 148559600956310661835778017<27> * 2220131656174882912991846122229142121903<40> * 76939996292711624253443871709743118414740308977316752327577756915670164172227787021721045126389749216762728760598117534695236602174533939851739975872097<152> (Erik Branger / GMP-ECM B1=43000000, sigma=1:2738431437 for P40 x P152 / Nov 1, 2015)
(10^290-91)/9 = 139 * 593 * 1951 * 240905997649478180203033<24> * 2952783054978073756394663<25> * 8847158684779151694101393865481<31> * [10978620126908455198438527072247009405427597384033677586698841371381700615797605295677290355678486099776696768355696341702479402945972633483463404797336541227415621822932778138941758123490696613547156287<203>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2013783620 for P31 / Nov 4, 2015)
(10^291-91)/9 = 101 * 223^2 * 2521 * 3539 * 175403 * 77048902633<11> * [183471878541542850415285170828580655681431264967149887192742912882155830952138157588907122612207331769993142920507149035061921988552084138772058363900157617762837346447835191023776529608029287670219913060948287246588031040529240384253877956702263588813844757449<261>]
(10^292-91)/9 = 3 * 1367 * 5928919 * 945973253 * 1603701317<10> * 392491816401881772809548811747<30> * 2111645426519310232291386606761<31> * [36344463225032211505049507095895136098544584942506848964441563923174613526683983619636385924365823127400729600972671483103982352216287316616027583054815245189285194073264026476804657674197109731073060837<203>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=3852380245 for P30 / Oct 22, 2015) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=444628810 for P31 / Oct 30, 2015)
(10^293-91)/9 = 17 * 100987 * 29930511319799<14> * 1311277987626770033914258600349086551089<40> * 164905139518353284900026380782358968799471417499586975022376466302594915520041815746967643580069250773526660504251396218782576017005901672513378260802815978418792365447883141082541408222738768474528352215871967340023372459097267456529<234> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2997777558 for P40 x P234 / Dec 8, 2015)
(10^294-91)/9 = 151 * 308949790898479<15> * 19448021531022215739582395088962894978551<41> * [122466473153391611162065197925102062370904307813199571442109894576576818604141423893628361234117892208044755610419781471822376044522682795699540110100275150937598924740876518349212741995144976538835372071814310947087820746656728206657219<237>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1272603552 for P41 / Dec 8, 2015)
(10^295-91)/9 = 3 * 19 * 101 * 72797 * 864052610849<12> * [3068369040388506117314823381348950806669366581501123776711486653339506661926273693688021786817865025350580147767021439095317790526851710915422160714929833467994962327591085206245036678250829296502387509430337163567468228945853520875476907056583449611951824378478742400396181<274>]
(10^296-91)/9 = 1723 * 4723 * 16009327 * 342558268133<12> * [248969838620665580378922356573958723935496739701516863003080228615906915937790996929235061561734323438103342086008132388766657995117407548743591187278227411193019060010382148761166497828379025657079994155251896750992067417648740919016215057753173819486588681644509198359<270>]
(10^297-91)/9 = 23 * 122586421251271896977256182381586191<36> * 419942834424491889445806904426885476510851<42> * [93841969251362150641963711103023260539684387040996500428712569660285036034183259479607399304621049598454940715637473585850589209527822692326089824876602446057558722327112845451206966095171535554526238051760556135202007<218>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3035987241 for P36 / Oct 28, 2015) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3851270881 for P42 / Oct 29, 2015)
(10^298-91)/9 = 3^2 * 141691507 * [871306916959086264242053619511978160578507998531321924068863140283043147557579369407488835046809052030597642831597451521613007641006952685292493384637303091545141964343636513491172928641306097879177214600379142391294655767830343259671332712906522031628356220321119576984409212262266762327<288>]
(10^299-91)/9 = 59 * 101 * 61673 * 1102727 * [27417068823193109789030128348660974761311833068389340340459035062017253916475990732234630396170091235922130842357318905707952228698463714994207253210179295320603837456571825029162326939968960737804980611779356520872728338071535112087936971568745972729394292225822997308870872237515909<284>]
(10^300-91)/9 = 89 * 1833571 * [680878706462221369053967876800357942838313876301705528101402661133127290040631715968402709709056845174890848385632944276993561088717725378210435615363614309417978746998947949118133082660484059236744325329276636212112811625425982996384743098448488432283730142328277033417004679197968269378679<291>]