(10^1+36*10^0-1)/9 = 5
(10^3+36*10^1-1)/9 = 151
(10^5+36*10^2-1)/9 = 3^2 * 1279
(10^7+36*10^3-1)/9 = 1051 * 1061
(10^9+36*10^4-1)/9 = 23 * 103 * 46919
(10^11+36*10^5-1)/9 = 3 * 3023 * 1225219
(10^13+36*10^6-1)/9 = 23 * 3371 * 14330867
(10^15+36*10^7-1)/9 = 111111151111111<15>
(10^17+36*10^8-1)/9 = 3 * 3703703837037037<16>
(10^19+36*10^9-1)/9 = 1619 * 121687 * 5639835787<10>
(10^21+36*10^10-1)/9 = 373 * 297885016490914507<18>
(10^23+36*10^11-1)/9 = 3^3 * 523 * 797 * 987264943729403<15>
(10^25+36*10^12-1)/9 = 19 * 103 * 3968957 * 9941671 * 14389009
(10^27+36*10^13-1)/9 = 845197 * 5923261 * 22194158031583<14>
(10^29+36*10^14-1)/9 = 3 * 19 * 3613 * 3308621 * 16306758949893751<17>
(10^31+36*10^15-1)/9 = 401957 * 3141011 * 880052208258230393<18>
(10^33+36*10^16-1)/9 = 857 * 9007 * 14394497409717393552079889<26>
(10^35+36*10^17-1)/9 = 3 * 59483027 * 62264882782507081171861631<26>
(10^37+36*10^18-1)/9 = 4155864221417<13> * 267359820223448553825583<24>
(10^39+36*10^19-1)/9 = 1669 * 10939 * 6085882056615999205524612801121<31>
(10^41+36*10^20-1)/9 = 3^2 * 69481 * 17768424479131962713245525333242359<35>
(10^43+36*10^21-1)/9 = 4993 * 6781 * 58944494984777537<17> * 556748337615915091<18>
(10^45+36*10^22-1)/9 = 38669 * 1449557068699<13> * 1982253673362573222203789081<28>
(10^47+36*10^23-1)/9 = 3 * 408355979 * 63744904206251<14> * 142282616908294918041653<24>
(10^49+36*10^24-1)/9 = 15799744397050027<17> * 70324625714740477586757999831893<32>
(10^51+36*10^25-1)/9 = 5019979 * 2306062669<10> * 9598082637295022224632514563065161<34>
(10^53+36*10^26-1)/9 = 3 * 23^2 * 10753 * 1800277 * 10343058787264328803<20> * 34967339636131581571<20>
(10^55+36*10^27-1)/9 = 2143 * 6211 * 190299367109<12> * 438668496697382055760912006462299223<36>
(10^57+36*10^28-1)/9 = 23 * 47059 * 102656619868593367171008374456035403393807321531723<51>
(10^59+36*10^29-1)/9 = 3^2 * 3381823 * 7588855741<10> * 11001295468618003<17> * 4372642598982129842881351<25>
(10^61+36*10^30-1)/9 = 19 * 37463 * 306953 * 1605170737<10> * 7239163113037<13> * 13192188474581<14> * 33174395015539<14>
(10^63+36*10^31-1)/9 = 277 * 451579 * 888267932754745625393019143354778723855075864135003217<54>
(10^65+36*10^32-1)/9 = 3 * 19 * 573516389 * 286580088114340519<18> * 1186016661199424331064093182338931253<37>
(10^67+36*10^33-1)/9 = 71 * 267992243 * 1776201626768132083631<22> * 32876430202391787870114625877628277<35>
(10^69+36*10^34-1)/9 = 415722883 * 792284662769503<15> * 337343472663841096192793401877179152159042739<45>
(10^71+36*10^35-1)/9 = 3 * 235979 * 30636136171<11> * 765884699729441<15> * 668906620861684696700869538653481853973<39>
(10^73+36*10^36-1)/9 = 1103 * 18773 * 76945450489<11> * 908330766767<12> * 767752654296757082455265716742165173120963<42>
(10^75+36*10^37-1)/9 = 23296577 * 3640745576431<13> * 1310011312109497977319644692882679388300631606090594153<55>
(10^77+36*10^38-1)/9 = 3^5 * 103 * 107 * 24313430143747<14> * 170641233205359965866695542453312733226793988833934081371<57>
(10^79+36*10^39-1)/9 = 283163 * 288551 * 553370341 * 730014091 * 33662880881896382398047805409974800905763620687237<50>
(10^81+36*10^40-1)/9 = 8233 * 105277 * 120377781617883017<18> * 975531789259764943197726311<27> * 1091636661711249457931116933<28>
(10^83+36*10^41-1)/9 = 3 * 14347 * 28753 * 12669862890514115186572153<26> * 708630854593614759364688677266740679763367148719<48>
(10^85+36*10^42-1)/9 = 351779 * 923467 * 3420315747792940960326556112816098847694335212130744961029431290398449927<73>
(10^87+36*10^43-1)/9 = 6397 * 39271433943967<14> * 1992887181119357<16> * 221932889179598101116889754702294651150933169842842577<54>
(10^89+36*10^44-1)/9 = 3 * 104287 * 290027 * 165840816549563<15> * 979967920174369804594645877803<30> * 753467188445705476941157012440817<33>
(10^91+36*10^45-1)/9 = 1111111111111111111111111111111111111111111115111111111111111111111111111111111111111111111<91>
(10^93+36*10^46-1)/9 = 103 * 1549 * 135649334913007<15> * 3852723474213389<16> * 1332549468200005481506866003182164808824888120599886598231<58>
(10^95+36*10^47-1)/9 = 3^2 * 931110717166843<15> * 5337071200267970353<19> * 116917164960007153005946147<27> * 2124870088812273240026512043711183<34>
(10^97+36*10^48-1)/9 = 19 * 23 * 131171 * 405861509519225628577<21> * 47759564482356403937430815850731222454372649098214413377719276077209<68>
(10^99+36*10^49-1)/9 = 2915527 * 25944963650013253589<20> * 686379745272339544669<21> * 32570689810905521114263<23> * 65704624940593715251107489671<29>
(10^101+36*10^50-1)/9 = 3 * 19 * 23 * 42841 * 9613274999871241<16> * 20578979436626673386406018091719645569897340806992170073424260963498501502521<77>
(10^103+36*10^51-1)/9 = 8963142674648807697594387240247111949<37> * 123964456602231479489609870355391974237440495595831652047932059939<66> (Makoto Kamada / GGNFS-0.72.7 / 0.74 hours)
(10^105+36*10^52-1)/9 = 97 * 2293549 * 1291523495194621259<19> * 386701113076715960120289754039981853199898735121040250750651924654256416256393<78>
(10^107+36*10^53-1)/9 = 3 * 992441 * 167233657 * 24196265311<11> * 922273039938788195142238272102106006260465348626317071871294285247419253615902691<81>
(10^109+36*10^54-1)/9 = 7121 * 156033016586309663124717190157437313735586450092839645430573109269921515392657086239448267253350809031191<105>
(10^111+36*10^55-1)/9 = 887 * 7951 * 24151 * 7372009 * 23854931 * 120194677 * 30862261244229984728550805178927715814214394252540199662103774983729428914591<77>
(10^113+36*10^56-1)/9 = 3^2 * 16815523 * 13450495962423405602197324564053281711475193853233<50> * 5458411877441488623204973599968579973704875381179652981<55> (Kenichiro Yamaguchi / GGNFS-0.77.0 / 1.45 hours on Pentium 4 2.4BGHz / May 31, 2005)
(10^115+36*10^57-1)/9 = 296099 * 89662190175615537432133<23> * 41851517208299307690522396888828208631576516348482030431060484045417029178439490065833<86>
(10^117+36*10^58-1)/9 = 19181 * 10563247 * 2271666231517<13> * 1185915918505733<16> * 57090888858799669238623081<26> * 3565525811009871603814586955194979601933503286676053<52>
(10^119+36*10^59-1)/9 = 3 * 2571038642676773<16> * 6392934671445487795504864427<28> * 225334331615978731213092328166228105739496278081435429366665967539227226747<75> (Makoto Kamada / GMP-ECM 6.0 B1=3000000, sigma=3443154453 for P28 / May 28, 2005)
(10^121+36*10^60-1)/9 = 53111134376039<14> * 20920492927983610196782511108183312683569633306912064276639421266883508405855229784431195880761812453586849<107>
(10^123+36*10^61-1)/9 = 773 * 143740117866896650855253701308035072588759522782808681903119212304154089406353313209716831967802213597815150208423170907<120>
(10^125+36*10^62-1)/9 = 3 * 70128689353<11> * 5001191332845503104142667349<28> * 10560075995441589932147524422093075825861856854928223037132654453694726159951173780721<86>
(10^127+36*10^63-1)/9 = 115389876341<12> * 120667264694128798747561<24> * 5575935437655569001745921<25> * 14311415079345721469543100415295896761215233159127128030218263595091<68>
(10^129+36*10^64-1)/9 = 27945924115886081520186115873492249633626509<44> * 3975932613656140341832640138776451769428432018427577039849181790005930696680086774179<85> (Kenichiro Yamaguchi / GGNFS-0.77.0 / 8.58 hours on Pentium M 1.3GHz / May 31, 2005)
(10^131+36*10^65-1)/9 = 3^3 * 35822616597460223<17> * 3463774676480380599377313037027121<34> * 447944509182035286828280572358113016049<39> * 7403934554416997775323358565782275753179<40> (Kenichiro Yamaguchi / GGNFS-0.77.0 / 29.88 hours on Pentium 4 2.4BGHz / Jun 11, 2005)
(10^133+36*10^66-1)/9 = 19 * 491 * 119102916830433177308512285465871059182239373042245804599754647991758078155334024130250949845761722704589035385476590321696978359<129>
(10^135+36*10^67-1)/9 = 14353842947<11> * 344942893969<12> * 469059011115334766083<21> * 485402254974860231190594309593<30> * 4559922052235481146106878090947<31> * 21615008258480805582409040176189<32> (Makoto Kamada / GMP-ECM 6.0 B1=3000000, sigma=2073057331 for P32 / May 18, 2005) (Makoto Kamada / msieve 0.88 for P30 x P31 / May 18, 2005)
(10^137+36*10^68-1)/9 = 3 * 19 * 71 * 337 * 17041 * 421441220072673151631405605916567018262009237257<48> * 1134389761960460886881885376405743011940355015986793071521429235760879875030177<79> (Kenichiro Yamaguchi / GGNFS-0.77.1 / 31.93 hours on Pentium 4 2.4BGHz, Pentium M 725 / Jun 27, 2005)
(10^139+36*10^69-1)/9 = 9267637 * 119891522629890565535865411119480738305903771491169875461362061452246685008391147723104725736572452191546897133661052014781233998603<132>
(10^141+36*10^70-1)/9 = 23 * 941 * 16741 * 118251965119<12> * 899184948562321468607927788999<30> * 2884039734134237755177191008659240780879866778331898494027158997512479778098162515038302937<91> (Kenichiro Yamaguchi / GMP-ECM 6.0 B1=1000000, sigma=2241283220 for P30 / Jun 23, 2005)
(10^143+36*10^71-1)/9 = 3 * 23908939 * 25810517 * 2607668807327004985161783467552891735050687879<46> * 2301583820944128487085008688078452990774158844979393223368239060897835128041394781<82> (Kenichiro Yamaguchi / GGNFS-0.77.1 / Sep 24, 2005)
(10^145+36*10^72-1)/9 = 23 * 103 * 9173 * 204661735630362808078176377<27> * 133153129431659427768189179903<30> * 8393296821055378945384274831213068817<37> * 223542664822991127031352505414912426329100589<45> (Makoto Kamada / GMP-ECM 5.0.3 B1=50000, sigma=4005530113 for P30) (Makoto Kamada / msieve 0.88 / 32 minutes)
(10^147+36*10^73-1)/9 = 6397 * 9397 * 11807 * 317858003466736739013525396859<30> * 492514701406958022424373220744090438914916512823744339301947174268530997960125906329226491657402302345883<105> (Makoto Kamada / GMP-ECM 6.0 B1=3000000, sigma=3724065897 for P30 / May 14, 2005)
(10^149+36*10^74-1)/9 = 3^2 * 1171619 * 1465837 * 1485829062303075804614751162714480283789423224355929438379270591453<67> * 483809115449734222243654827741611582855330882250280741427084513028781<69> (Kenichiro Yamaguchi / GGNFS-0.77.1 / 37.92 hours on Pentium M 760 / Oct 9, 2005)
(10^151+36*10^75-1)/9 = 23767 * 2424491 * 457774531979<12> * 15868279943432565967<20> * 553945901539277868557957<24> * 10385077891940473804859136765829488266557<41> * 461428011654560940267822106675230027741728359<45> (Makoto Kamada / msieve 0.88 for P41 x P45 / May 17, 2005)
(10^153+36*10^76-1)/9 = 151 * 834893 * 3111370201<10> * 21163433261<11> * 13230188165379312067<20> * 40723011598440553585022329968274317286827502519<47> * 24843112359207215269455985092952938439426263808215566310109<59> (Dmitry Domanov / Msieve 1.47 gnfs for P47 x P59 / Jan 30, 2011)
(10^155+36*10^77-1)/9 = 3 * 121829371 * 30400745512374874722973852534326092052988631975319840596597217133327428110121630990256340049863977685947644242840562946327918224555530513549454647<146>
(10^157+36*10^78-1)/9 = 8147945284992061<16> * 4292596911263454999145236053<28> * 94675101761409625979606760212752883<35> * 335547105816035821287706900056386207557761559277921264070212810529116415573149<78> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3450562305 for P35 / Jan 27, 2011)
(10^159+36*10^79-1)/9 = 69127 * 182346002020720919<18> * 8814821762535809139005296067545964121518307155196245995887114385639720883458095013068712023274666315629940134080152388651879673418822247<136>
(10^161+36*10^80-1)/9 = 3 * 103 * 109 * 151343 * 9819591985280892630322578572879771126323038126628699491108538532352299<70> * 221981474533593586159160882231061370780625317459442075765510878325522053564681483<81> (Dmitry Domanov / Msieve 1.40 snfs / Jan 30, 2011)
(10^163+36*10^81-1)/9 = 109 * 12716157731<11> * 278876640706482135530127046249370987891<39> * 506023319313318185413268050332587666589890301001793999<54> * 5680576553060898334980861479467021862641185939384486554101<58> (Dmitry Domanov / Msieve 1.40 snfs / Jan 30, 2011)
(10^165+36*10^82-1)/9 = 373 * 8527105603<10> * 4045393487767<13> * 16609546570807<14> * 1862509225176694681054900702158110627<37> * 279145118148841178030909779278002540081718316869868199340359846213898887390220967149359363<90> (Serge Batalov / GMP-ECM B1=3000000, sigma=413228885 for P37 / Jan 29, 2011)
(10^167+36*10^83-1)/9 = 3^2 * 651691494155903<15> * 5919723464127426845231<22> * 320015864824405107994344205077830193849564260106018420755121766786456454198722281939592075381648418032637951867337017463749254303<129>
(10^169+36*10^84-1)/9 = 19 * 1627 * 3083 * 53171 * 9493855534507<13> * 9599463737113<13> * 1191896644091742080295140157602006767687710501257<49> * 2018551319912981652735859852763330951538308034566841376089973338523759911767477317<82> (Sinkiti Sibata / Msieve 1.40 snfs / Mar 11, 2011)
(10^171+36*10^85-1)/9 = 2894498301327753191<19> * 4301045947841106083<19> * 8925038730130309961947276711823408884632285273073398386440017978968997080643380048920150905536572945576771164352790968153998068737387<133>
(10^173+36*10^86-1)/9 = 3 * 19 * 9785901099534312593<19> * 211805429444979590746859<24> * 38063869652691179990810441<26> * 2470766967369477355353361109700429086036150654348687920543033946575975116763162135296564198923886491269<103>
(10^175+36*10^87-1)/9 = 149257 * 177977629 * 280035674873388507032448515893431184810037<42> * 149363335707803933841822345452585900973040000149857454595847786970208151588545301744115560015922700339254203834337007951<120> (Wataru Sakai / GMP-ECM 6.3 B1=3000000, sigma=1117716430 for P42 / Apr 17, 2011)
(10^177+36*10^88-1)/9 = 2478052188414454452653<22> * 47970298295840859299905720921871585853905891<44> * 934705122989384061003915203040412622396296677832533711407928945432763539748793194699251060137760129727201143457<111> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Sep 8, 2011)
(10^179+36*10^89-1)/9 = 3 * 255103303643675777140153459143005368903599733095543012691951915309410219430051<78> * 14518446648095855013773569753112329667657770511959374310506488688806812100574629352744414862778992687<101> (Serge Batalov / Msieve 1.48 snfs / Jan 30, 2011)
(10^181+36*10^90-1)/9 = 13988021 * 16884633046577<14> * 3489642914382852359640781627999570887457<40> * 1348120147724148433380079154179759867818563475766236909154733651576102851045792442267539490021302514790352840422908273819<121> (Jo Yeong Uk / GMP-ECM 6.3 B1=11000000, sigma=655613269 for P40 / Sep 18, 2011)
(10^183+36*10^91-1)/9 = 97 * 107 * 176459339009<12> * 117104405121821921<18> * 2108453955793180132286673946794445994528076137<46> * 245708384717750590451205323594808342504329680298355042477004090691393049341213407071436935689608286755213<105> (Serge Batalov / GMP-ECM [P-1] B1=300000000 / Jan 28, 2011)
(10^185+36*10^92-1)/9 = 3^3 * 23 * 1039 * 330915323 * 13442736559863689904246503<26> * 1041811367753239671845337262060653542590742993<46> * 3715837262635011262741076967709294785408366978355554587323835699563310448849944740019316396433486657<100> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Oct 5, 2011)
(10^187+36*10^93-1)/9 = 179 * 395306706075817622500798075141<30> * 15702553353315242672677566895253267645760653272206348468743111340370336784364142667836119352043921630439892578691533713170991512822882180403688262149054649<155> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=4261431051 for P30 / Jan 28, 2011)
(10^189+36*10^94-1)/9 = 23 * 144541 * 37450376337442549837<20> * 892446957373554540213660969486918678579011363699022022274642306312480372870394213845889095289717233436836601415746839645619655924936766513543387591109313042674521<162>
(10^191+36*10^95-1)/9 = 3 * 149 * 47727859 * 28337555781047531372455164934411212438784295191326145684218118572117572445646964629<83> * 18378735449189715346377094623697451062570136610296381926085420205400813261833804966449307957916183<98> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Nov 12, 2011)
(10^193+36*10^96-1)/9 = 329123 * 75361019 * 886596377 * 331096875853863283326070170844045365431952824572883489388641144102539802195201141<81> * 152605947694981145094602495997266630916439287481772308142316218188171787677001810983701779<90> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Nov 21, 2011)
(10^195+36*10^97-1)/9 = 467 * 117889 * 487013 * 2534127888881<13> * 3786092360814840540544791139261419317<37> * 431923704514104891089329061526908711385860198610512416214416922605997590417055869851184264141972895373073393570212675196563301860997<132> (Jo Yeong Uk / GMP-ECM 6.3 B1=3000000, sigma=1584621159 for P37 / Aug 8, 2011)
(10^197+36*10^98-1)/9 = 3 * 433 * 382384956055859<15> * 10160333364429271<17> * 289917333305680948137221137<27> * 1469233162401655797313031072661285785849473<43> * 5168620913601198084714962674428586323453456814547109092039823799155946796115911853749412801401<94> (Wataru Sakai / GMP-ECM 6.3 B1=11000000, sigma=725834560 for P43 / May 11, 2011)
(10^199+36*10^99-1)/9 = 337 * 36587 * 2271065795894281<16> * 57743524361253582378632437<26> * 309940680690838002260714284160886129822946659102414712626913<60> * 2217120016654304042163871596374260683964808621772474276056444803018515942789826900156412329<91> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Jan 20, 2012)
(10^201+36*10^100-1)/9 = 277 * 401123144805455274769354191736863217007621339751303650220617729643000401123144805455274769354191737007621339751303650220617729643000401123144805455274769354191736863217007621339751303650220617729643<198>
(10^203+36*10^101-1)/9 = 3^2 * 591507237000331861206544401907448849551016983578822826613<57> * 16272648525110057745926582823417397014839976003993003121150762318037<68> * 128261606264888628726514273781621758793367047876248159238288958650042198563559<78> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs / Jun 17, 2012)
(10^205+36*10^102-1)/9 = 19 * 1061 * 13217 * 16640803 * 18052183911651594020219<23> * 42688996708006307694136118347604996123<38> * 17670104838611245323800296591491161908209117559884900800238434297<65> * 18403334198682003406234601231385007546727417865866246826683113411<65> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=741011539 for P38 / Nov 19, 2011) (Warut Roonguthai / Msieve 1.48 gnfs for P65(1767...) x P65(1840...) / Nov 22, 2011)
(10^207+36*10^103-1)/9 = 71 * 348456660357749<15> * 22699314464460334208083551714234390703872137959<47> * 67807479381716609352837759149420216424819170701<47> * 2917830300093954285371846586139623046415727353905707322723808567867357661994735174372894443783751<97> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=3167865237 for P47(2917...) / Mar 19, 2012) (Erik Branger / GGNFS, Msieve gnfs for P47(2269...) x P97 / Nov 12, 2017)
(10^209+36*10^104-1)/9 = 3 * 19 * 729271817 * 1084215217094167<16> * 342521390174525763105476000611844242029878431845727<51> * 719763812891340571521389336772639468358317548303932872001980884593224306710903155841971700235970073025509445265755256265688255760591<132> (ebina / Msieve 1.53 snfs for P51 x P132 / Nov 29, 2022)
(10^211+36*10^105-1)/9 = 1913 * 6143 * 2699569 * 2124450467<10> * 3789542741<10> * 10447505810011153094312239<26> * 416410365981118892628144760649512091667017664124035357207819039899465866067739905087513424885724262502488146906706596239657131133353901239990159379710177<153>
(10^213+36*10^106-1)/9 = 103 * 29587 * 453119393 * 1560972467<10> * [51547955075771510083518398358847542604614774634789953820432730031390962540872664661680005681046629688637575264485956322285405928358900277353182639940121137332537045354805375429209076326521<188>]
(10^215+36*10^107-1)/9 = 3 * 30391 * 64080467308171<14> * 1013314541798863290969575099827975443788222554843<49> * 1876814283425469479441690222892379522827250662369844986994862763369862628385793793366994456881706365278285756941967301127600546448743670228590778819<148> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=3013226257 for P49 / Mar 19, 2012)
(10^217+36*10^108-1)/9 = 9596902660245550093<19> * 267199663137595716019<21> * 3707885942645322835427<22> * 116859528034250384710318714510273304023770068100841531949115215833894293274471252041686821869144463259807669377480340824076464360136754963728535040623605179<156>
(10^219+36*10^109-1)/9 = 55868890794957730159<20> * 1988783194549104823704029899179984489362882026873412644520515005701973911931505846208998534425278559567481040809246615068342569496682239539659493599652311319879837109013879285927839181030593689823529<199>
(10^221+36*10^110-1)/9 = 3^2 * 751 * 104308183001997077<18> * 15760016355135837561881707080668152709449363621080957275924557294325987053160256281461191334093774385221392180570947545338022855467109189671267876871680870500350641056299996827562081745701476340362077<200>
(10^223+36*10^111-1)/9 = 10988009 * 115668851829018244852037560547<30> * 5998936733162132493599377554913547921444963397059<49> * 145729601631553021216634447023667184580277984746666509427336428231579424427832423653378058522029586980501363873778758577673755046889460823<138> (Serge Batalov / GMP-ECM B1=3000000, sigma=3930222335 for P30 / Nov 19, 2011) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P49 x P138 / Jun 23, 2019)
(10^225+36*10^112-1)/9 = 5581654321<10> * [19906483762900714236314512016358010342488049451371804347020061744721419682326312789070176298922240460815364619415511652770284681180475975791104730276454379359461431454545841465969764613646182678232379040069025999991<215>]
(10^227+36*10^113-1)/9 = 3 * 103591 * 1892736473<10> * 966181404029299751773<21> * [19550838349102275992259999878981506012208512344235156244555010040388301643872379202714410394221224839798434371350907103590632362569014286598340803531687738527469680051864336428100391756628383<191>]
(10^229+36*10^114-1)/9 = 23 * 103 * 487 * 56770879338307645951343909049431825216123<41> * [16964374352086510195836660283368078433797294044957257961452895574340943623794678991770092808854169565049764593819149645109318698217081644744163044858439844782179120316204031462580819<182>] (Serge Batalov / GMP-ECM B1=3000000, sigma=2382546859 for P41 / Nov 19, 2011)
(10^231+36*10^115-1)/9 = 111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111151111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111<231>
(10^233+36*10^116-1)/9 = 3 * 23 * 156601 * 762967 * 692973149439224322737<21> * 262525354090626879508558921093777906993<39> * 7408332300439606162145542987810035596301271435083734487008208158955782353833644618196627426308753916193892492742757434976178363470420509748716153566285655205477<160> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1310671219 for P39 / Nov 19, 2011)
(10^235+36*10^117-1)/9 = 433 * 3323 * 33751 * 46327 * 176713 * 1749537450467<13> * 10165218865751<14> * [157148396324851906210214915461729815846588926727693787350754714378073490703476160154060309125881652115828640093124422645254923772160129341276167326616796047269162694950351246782047244354137<189>]
(10^237+36*10^118-1)/9 = 1027005587<10> * 1755545429528887606339<22> * [61627224921087290520780312980669034823840115459563440056494596903434945162250018677146695621029025417100536506066812064344816999562207990276285412354535557098650086643432808917672692455831918442765867160127<206>]
(10^239+36*10^119-1)/9 = 3^4 * 1229 * 25602390010598203409<20> * [4359534107009436462008905153332723412345347069293613057405765557895477591115822005604759817590041698407229781412145415051902103531509702137655979512420484466920012159143366739643035555235997392115993172510572312771<214>]
(10^241+36*10^120-1)/9 = 19 * 17231 * 178403 * 66973533245950109498373383<26> * 174220803373750087396925917550842126279<39> * 7411577450862557661206518945664360749150703<43> * 13791477488104898395631788542528705555915574555189<50> * 15950216586546999068065773968781801400685310261780552358154552080521390707<74> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=769019609 for P39 / Nov 21, 2011) (Wataru Sakai / GMP-ECM 6.3 B1=11000000, sigma=1558117619 for P43 / Nov 25, 2011) (Warut Roonguthai / Msieve 1.48 gnfs for P50 x P74 / Nov 27, 2011)
(10^243+36*10^121-1)/9 = 6397 * 103896457339<12> * 2083438792801<13> * 3490166761447<13> * 246701442181807<15> * 1533734201807831927<19> * 118125788827754438742116816411737468123891789571<48> * 514383422551605774878704755667973515906794121583403367907510547764110582718029270835895914984218656655145299903925121077869<123> (Alfred Reich / GMP-ECM 7.0 B1=10000000, sigma=1:3046783749 for P48 x P123 / Oct 18, 2016)
(10^245+36*10^122-1)/9 = 3 * 19 * 651361 * 198921793981199021<18> * 195050969296293437121886292293265199095087<42> * [7713125591650324593874748443844385943693812295267591632138257281819924294823724378223617948407921049566643775461048655095695370218240105506677730322131079783529163457198632851509<178>] (Dmitry Domanov / GMP-ECM B1=43000000, sigma=3897305533 for P42 / Jan 13, 2012)
(10^247+36*10^123-1)/9 = 178327 * 302221 * 4902253931875247<16> * 4205522349527956995363945635333566905145851674964392471041438821265089573429756929347413927348606643368900037577205166365281915617763162519890561084341451399763199207293513676770216097824994477918285737543252300834602939<220>
(10^249+36*10^124-1)/9 = 167 * 283 * 903129360711703<15> * 2603182538596615111109739744187534673594105132060668877984547438614688539974472742596805786023304793361801544946680512309133885528336550496413566027619962501895136692894597102244319391718301959056567815074078124412628895603621317<229>
(10^251+36*10^125-1)/9 = 3 * 132283 * 7709355143039763623<19> * 3434438031806423751961<22> * [1057446643398392905450750513659441880206285245910398398340131528426837734790364182777508510574323045773633938605252288880806862386350454446922245517885912747802019154878156399415700474104268873035874388313<205>]
(10^253+36*10^126-1)/9 = 149 * 96401 * 22289689 * 581000105827<12> * 138123883424816994265227713<27> * [43245476068881106340190152887372850308042836893976872032348172864635083854744460016667089008900116786601281532679624050021859574326377292550311805281766237134654941456711032863677283332707290068140401<200>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2022710787 for P27 / Nov 18, 2011)
(10^255+36*10^127-1)/9 = 743942561137<12> * 1357287576666623592235201002370846391748419677<46> * [110038892583604607700013300438239992566181148788214087109570883469577480997972270785839441765247918509043263877334616289414012596162382419681845043052599217525537156711860442832217841278671838831139<198>] (Dmitry Domanov / GMP-ECM B1=43000000, sigma=565133576 for P46 / Mar 13, 2012)
(10^257+36*10^128-1)/9 = 3^2 * 487 * 563 * 1663 * 514823 * 70297230835121804293883<23> * [74815092512349386909710999802955171395850619185648917527136870831317262406849167690169547442071467741428125918525832099759334002486963260562625199170430963313799860808580248317321268832064996855252697735825595033111777<218>]
(10^259+36*10^129-1)/9 = 10564159 * 231433750706557948538847451327<30> * 96247590743457145055271580366712891<35> * [4721782742876087138654051391705641573231583800729196483163653452527556872852407291707397247108118336434368679696012985213344035593223891880774419531277006146051855183937303117244864429797<187>] (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=1306240292 for P30 / Nov 16, 2011) (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=2913497042 for P35 / Nov 16, 2011)
(10^261+36*10^130-1)/9 = 409 * 2239 * 11354271367<11> * 17407579707613<14> * 130142542437493<15> * 2410409693525401464223<22> * 16975641904009240597487<23> * 40176364817050315892879665923851<32> * 2610170943675558109753535209735381184078911607854010558159<58> * 1099275325436539777767054914728769982651594963157015350336380008848987469022740330043<85> (Serge Batalov / GMP-ECM B1=3000000, sigma=5331335 for P32 / Nov 19, 2011) (Maksym Voznyy / Msieve 1.53 gnfs for P58 x P85 / Jan 13, 2017)
(10^263+36*10^131-1)/9 = 3 * 32993 * 2999048267283615158609481470906785816913706565207344114581<58> * 37430960660740262816956060366240354448693969464929966316793142871532539111156065012956268267032655512751533638444696497460033429194192731737489710635913257749179747971053304158831362532446337310328089<200> (frank_0987923 / GMP-ECM B1=110000000, sigma=1114442175 for P58 / Aug 17, 2012)
(10^265+36*10^132-1)/9 = 1637 * 2633 * 361068669497<12> * 259030697046382560419<21> * [2756239245018465808909497678657219259875160981174368220075490782459273171138587928804663267407056119096156720853396195140189980445283572817705026879198593296335840614263290639824251238775094148411540975701144259730004113473737<226>]
(10^267+36*10^133-1)/9 = 719 * 42239 * 7918761623<10> * 462016730738347610014146763055208463401682177184806502960716831483143637701570413833101901039720970014219213980442926763213521718166571545673971363422212125269843867378284609098728979820925413842785574845638716196112189371140370815930580571056940577<249>
(10^269+36*10^134-1)/9 = 3 * 1297 * 4219 * 1928147019849883197896064071453213<34> * [351031903360192307214880532414059692641677969311045863944553907535163765918035947465062164460043668499608173291553719223924705807544264961204393928620229119626798436419133063229113319107708267806355059742336608762061323620369843<228>] (Serge Batalov / GMP-ECM B1=3000000, sigma=2283899917 for P34 / Nov 19, 2011)
(10^271+36*10^135-1)/9 = 7530750676809961<16> * 6040514407855001899568354094064196891108261<43> * 24425603139079203257485173100113880154934930851418307549744664446523166285368059934621262969995897750636754391063950182581649177947725892354848306611154333220131083313965466447916894236350026958466111243417671491<212> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=838523299 for P43 / Jan 14, 2012)
(10^273+36*10^136-1)/9 = 23 * [4830917874396135265700483091787439613526570048309178743961352657004830917874396135265700483091787439613526570048309178743961352657004832657004830917874396135265700483091787439613526570048309178743961352657004830917874396135265700483091787439613526570048309178743961352657<271>]
(10^275+36*10^137-1)/9 = 3^2 * 6602131052521<13> * [186995364286680220906527910306962331405208302213576595295566164881632514636008676598019063485715243744984397386880443008207524812897606936429636396307709209122804486411058982049449925000456090323471521412298226575181637725339119148015966699145941212996485614199<261>]
(10^277+36*10^138-1)/9 = 19 * 23 * 71 * 217897186645650648091<21> * 164348627635180011466167920281648067277388709673368144478296419303719431096657514359305952230142487876694740187368101068137823749354187478862363747935690213776679817992589255024247526974384514005992406173530903087507464850266967591080772536075987414823<252>
(10^279+36*10^139-1)/9 = 1453 * 4241 * 15395721877<11> * 244264358934822883187703461819<30> * 14801158029560656594981002284038030010387647<44> * [323942364911709358910576600502632672311148369929763598282536910245010687302185248593748247003570761851476063554192788487770656104386589912610427967170868305480817328062391372422177007663387<189>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=926145982 for P30 / Nov 18, 2011) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=36120132 for P44 / Jan 16, 2012)
(10^281+36*10^140-1)/9 = 3 * 19 * 103 * 219437096273<12> * 84558897323237321521<20> * 1814818947502847523680118609301904789770115925522221<52> * [56200832211718927386306544858955462916812286992894729221540086268607189713833945804288726638266556668103463191296944573216327075852975954288792071118377497610282174790726002317947555749485827437<194>] (Freyn / GMP-ECM B1=110000000, sigma=1910665240 for P52 / Apr 5, 2013)
(10^283+36*10^141-1)/9 = 11994839663<11> * 34139841003956539<17> * [2713323331732967301146156787643947499272339616406891453171603164509390292561385255805155747053333347886971664866232943330007058860218175462432042774329103772032643640083546626243453719994851058353647330046592365380374653208147999393322367073818012331295723<256>]
(10^285+36*10^142-1)/9 = 81623961642203<14> * [1361256043882854398127167193842136106628172296443430107713725944358828266935471578013108887185204653742681353868625875833420627225636404056962826350921797829317297891608745295101521186420111376713956881500492973391110266266298014918630658420531029870883405608558685103237<271>]
(10^287+36*10^143-1)/9 = 3 * 8501 * 30277276341887<14> * 794397794797554212622047<24> * 92734461379440836089311202776559<32> * [195330576221555726201628638069874809172311192799417170206766147851658920325700709790494482242762909403003266982339517321073936767264011891938464034767854266612860287682095911945803128869302593442971739089005830487<213>] (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=3295350544 for P32 / Nov 17, 2011)
(10^289+36*10^144-1)/9 = 107 * 607 * 4127 * 63197 * 934579 * 533251157 * 4878656813<10> * 566544677208973117043<21> * 7808327226133909855216349<25> * 2668423857447691359238686018701637329387033<43> * 22754832221595447815001110798507716952939521<44> * 100435067435476871391545868078304279511294503484429368491523215676490525874588728173463119752898799635972188858384895229<120> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=332909118 for P43 / Nov 19, 2011) (Egon Olsen / GMP-ECM B1=110000000, sigma=1426938203 for P44 / Jun 19, 2012)
(10^291+36*10^145-1)/9 = 236111 * 45207384284542261506029<23> * 121614732859815597531968955659357<33> * 684569735083214039726815666178712773<36> * 125033965577668325567510738305091489753872061377840753100704491050512762311881852925050543912453951150038772406254852862368356618128244842057175160050659346377381282366526223103173872544892567229<195> (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=1175735150 for P33 / Nov 17, 2011) (Makoto Kamada / GMP-ECM 6.3 B1=1e6, sigma=907042882 for P36 / Nov 17, 2011)
(10^293+36*10^146-1)/9 = 3^3 * 1036124685628283<16> * [397174818294496844958064037602516231922255825163917066419531668144354028223398729755426114201620031636687491983389727095495190493845145328699628768249443870360110070281732091330267273254725046045158304057191435658297070267896089621354146319312891600021765910967962173659188671<276>]
(10^295+36*10^147-1)/9 = 5717 * 11314099 * 768940822268824939<18> * 22339652128424210942546411419363203439135601586515552203097482383553933365118725946110144054715160448668729383794542033257757837781198923243798832177185153578328848780196181620015154325885066820968743043868635593802573536070051617282949461643207701354043435062595003<266>
(10^297+36*10^148-1)/9 = 97 * 103 * 1871 * 6835124474455984680547342492054120220726112583<46> * 869617590825753016432646129661584136542495504301642009090287581297625309662116165556868172411196616169328293222857314261533774532835311135710967463633520582370298020290212915521878391175319253504189617012040588547396699300459495668916657663897<243> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1658723766 for P46 / Nov 24, 2011)
(10^299+36*10^149-1)/9 = 3 * 7823897 * 12172292540759623190224305763054100539<38> * [38890249562502647025252804188405458251161201243326835488715858820746223618771813142664607466773783438338951137871318076119275855098132376036411189315433851061056188185868488224803820200375210854312103030922074667635275867594900581649975438314349540535439<254>] (Serge Batalov / GMP-ECM B1=3000000, sigma=504527389 for P38 / Nov 19, 2011)
(10^301+36*10^150-1)/9 = 7717 * 16567 * 354149 * 2170627267<10> * 656807656768423<15> * 222954148152736497078091<24> * 11032795222269362315409281<26> * 936144901523377608327498362362001<33> * 23010099760784050202632215462613698319470711230226049112181265190190991023343<77> * 324857535116022523865951858673227000072204668978103871466448517079711613897480454935966102590838260398337<105> (Serge Batalov / GMP-ECM B1=3000000, sigma=1654796848 for P33 / Nov 19, 2011) (Jason Parker-Burlingham / YAFU, CADO-NFS-3.0.0-dev for P77 x P105 / Nov 11, 2019)