(62*10^1+1)/9 = 3 * 23
(62*10^2+1)/9 = 13 * 53
(62*10^3+1)/9 = 83^2
(62*10^4+1)/9 = 3 * 22963
(62*10^5+1)/9 = 688889
(62*10^6+1)/9 = 7 * 984127
(62*10^7+1)/9 = 3^2 * 19 * 402859
(62*10^8+1)/9 = 13 * 52991453
(62*10^9+1)/9 = 2179 * 3161491
(62*10^10+1)/9 = 3 * 14411 * 1593433
(62*10^11+1)/9 = 17 * 167 * 11689 * 20759
(62*10^12+1)/9 = 7^2 * 5441 * 25838921
(62*10^13+1)/9 = 3 * 967 * 23746600789<11>
(62*10^14+1)/9 = 13 * 699151 * 75794003
(62*10^15+1)/9 = 53 * 129979035639413<15>
(62*10^16+1)/9 = 3^6 * 139 * 2593 * 8713 * 30091
(62*10^17+1)/9 = 43 * 71 * 673 * 335279740381<12>
(62*10^18+1)/9 = 7 * 984126984126984127<18>
(62*10^19+1)/9 = 3 * 5689 * 4036379497796267<16>
(62*10^20+1)/9 = 13 * 29 * 557 * 8527 * 89603 * 4293721
(62*10^21+1)/9 = 419 * 2843 * 4409 * 517609 * 2534057
(62*10^22+1)/9 = 3 * 277 * 57881 * 1432227903107999<16>
(62*10^23+1)/9 = 23 * 98929 * 5899991 * 51315241337<11>
(62*10^24+1)/9 = 7 * 523 * 1471 * 6983 * 25343 * 7228309051<10>
(62*10^25+1)/9 = 3^2 * 19 * 4057 * 99299728703531530787<20>
(62*10^26+1)/9 = 13 * 52991452991452991452991453<26>
(62*10^27+1)/9 = 17 * 52503306941<11> * 7718156851059037<16>
(62*10^28+1)/9 = 3 * 53 * 1223 * 354262839028108470710177<24>
(62*10^29+1)/9 = 191 * 521 * 8389 * 1505683 * 548067876850577<15>
(62*10^30+1)/9 = 7 * 61 * 197 * 1039 * 78820562762825180127329<23>
(62*10^31+1)/9 = 3 * 7680522307<10> * 2989765805645092954609<22>
(62*10^32+1)/9 = 13 * 97 * 546303639087144241783417041149<30>
(62*10^33+1)/9 = 38259209 * 180058319786195498419449521<27>
(62*10^34+1)/9 = 3^2 * 47 * 120319 * 1353550921752568214965840097<28>
(62*10^35+1)/9 = 863 * 1699 * 469834609881546359073525554797<30>
(62*10^36+1)/9 = 7 * 263899 * 308303 * 225861137 * 53554273809522643<17>
(62*10^37+1)/9 = 3 * 89189 * 257464070266097421912600914495767<33>
(62*10^38+1)/9 = 13 * 43 * 2130981749747677<16> * 578305924975742049923<21>
(62*10^39+1)/9 = 639811247 * 1928413213<10> * 5583380319939417490499<22>
(62*10^40+1)/9 = 3 * 787 * 13259 * 33461 * 2503252457<10> * 26272346017815392543<20>
(62*10^41+1)/9 = 53 * 17881 * 10936703390411<14> * 66465315912868313843543<23>
(62*10^42+1)/9 = 7 * 1033 * 68674451 * 13872528390188464832295969889469<32>
(62*10^43+1)/9 = 3^3 * 17 * 19 * 7899196065690733733389392144122106282409<40>
(62*10^44+1)/9 = 13 * 83 * 20611 * 3055777 * 917445382993<12> * 11049097219357931221<20>
(62*10^45+1)/9 = 23 * 131 * 98893 * 2500163 * 2053871880397<13> * 4502387021375414111<19>
(62*10^46+1)/9 = 3 * 2411 * 9524248429267093721676882191191606372029433<43>
(62*10^47+1)/9 = 421 * 15161 * 3891749 * 789918873979<12> * 35108471578998729810539<23>
(62*10^48+1)/9 = 7 * 29 * 769 * 518113 * 5812397 * 14653691461177189794786706614007<32>
(62*10^49+1)/9 = 3 * 3669073 * 6258518967314894787583393124901838410672931<43>
(62*10^50+1)/9 = 13 * 1245175641943361<16> * 6776860807884967<16> * 6279812047929467419<19>
(62*10^51+1)/9 = 114974082255943769<18> * 59916885212038792020790531598944481<35>
(62*10^52+1)/9 = 3^2 * 71 * 12377 * 187423 * 409301441 * 113544675155368804234547016584641<33>
(62*10^53+1)/9 = 149 * 593796253 * 7786198276448866758750340763735200026021337<43>
(62*10^54+1)/9 = 7^2 * 53 * 499 * 28564787 * 186099709334719829299872294169982045263549<42>
(62*10^55+1)/9 = 3 * 59 * 424593779745854598497831<24> * 916647347771038295842616954447<30>
(62*10^56+1)/9 = 13 * 72869512669<11> * 727210201503056129255358571903406006748238337<45>
(62*10^57+1)/9 = 6888888888888888888888888888888888888888888888888888888889<58>
(62*10^58+1)/9 = 3 * 1199909 * 45402691 * 421500428485076883758839988255302167043405277<45>
(62*10^59+1)/9 = 17 * 43 * 204289199 * 7163532713<10> * 8920673878808299<16> * 72187414345750187168263<23>
(62*10^60+1)/9 = 7 * 5715547 * 172184216860955587800105044036377292844259173116236141<54>
(62*10^61+1)/9 = 3^2 * 19 * 11877587 * 9085025783561930356771<22> * 3733349815450127768821931173667<31>
(62*10^62+1)/9 = 13 * 139 * 1777 * 66749 * 7942933756343<13> * 308273431392977<15> * 1312628407334020434561109<25>
(62*10^63+1)/9 = 99523 * 1163273 * 59503713937593457981533953288199778961006593800820091<53>
(62*10^64+1)/9 = 3 * 8221 * 284518374088747<15> * 14412429204535701016429<23> * 681170406775645062371681<24>
(62*10^65+1)/9 = 1747 * 2389 * 50549 * 58321 * 1640189 * 1354888837308576001<19> * 25194458884378167570005543<26>
(62*10^66+1)/9 = 7 * 7817 * 108136394929<12> * 1164230952084291601691793206724532673859338709750839<52>
(62*10^67+1)/9 = 3 * 23 * 53 * 883 * 1297 * 4261 * 40577 * 95133192445517844848649005358017818351707623841791<50>
(62*10^68+1)/9 = 13^2 * 102499 * 170167 * 43839551794960317914159<23> * 5330910598457774699015103174182323<34>
(62*10^69+1)/9 = 5347 * 1288365230762836897117802298277331005963884213369906281819504187187<67>
(62*10^70+1)/9 = 3^3 * 6290419648531<13> * 405607331748358659381828767685371641134930948003125232697<57>
(62*10^71+1)/9 = 248051 * 2777206658666519743475692050783463436506560702794541803455293019939<67>
(62*10^72+1)/9 = 7 * 311 * 593 * 11654899 * 273215447 * 18647534693<11> * 84867100453<11> * 1058915987475025442276480681677<31>
(62*10^73+1)/9 = 3 * 44203960925123143680964174885210781<35> * 519477496640172242479843730463109415023<39> (Makoto Kamada / GGNFS-0.70.1 / 0.08 hours)
(62*10^74+1)/9 = 13 * 10439321 * 5076139817087049191512690623408648077110709881557717350869031902693<67>
(62*10^75+1)/9 = 17 * 2609 * 13562129370750386547901588512581<32> * 11452447161452842771331343032666304564773<41> (Makoto Kamada / GGNFS-0.70.1 / 0.07 hours)
(62*10^76+1)/9 = 3 * 29 * 2613547 * 2065382029<10> * 256017624151<12> * 64857448126846759<17> * 8834246214224669967433851840641<31>
(62*10^77+1)/9 = 188299 * 24403603984061<14> * 53388315035353<14> * 7097279235659767007911<22> * 395648105694003788094697<24>
(62*10^78+1)/9 = 7 * 72452489 * 13583066609719703721760711134809794139496394445841386166652286909383943<71>
(62*10^79+1)/9 = 3^2 * 19 * 5964669947<10> * 10006621146257<14> * 6749618010498230052967496899926213732189587558665621121<55>
(62*10^80+1)/9 = 13 * 43 * 47 * 53 * 12293259168297089<17> * 4814813453546980346278517123<28> * 8358284347652808525963876865223<31>
(62*10^81+1)/9 = 521 * 2027 * 51581 * 130729 * 53567383 * 1383653872258533080197129763<28> * 13051731138575078139808249070827<32>
(62*10^82+1)/9 = 3 * 9721 * 44236789 * 25372505497<11> * 2104602255406609555050677076965532954115219520723216710759991<61>
(62*10^83+1)/9 = 3089 * 309595277 * 720339027210952876802374942790406321417021802118196514380915048384476813<72>
(62*10^84+1)/9 = 7 * 4657 * 75244472813<11> * 13656442344656419733<20> * 394175886506997379181<21> * 521726227853295198741045094139<30>
(62*10^85+1)/9 = 3 * 83 * 1289 * 29077 * 3548227843<10> * 1823623259848156324629427<25> * 1140776843198028041018364914357491503010717<43>
(62*10^86+1)/9 = 13 * 113 * 8443 * 141959 * 8058811517<10> * 48550830715445873748101084434337766889389882269136192949535626789<65>
(62*10^87+1)/9 = 71 * 479 * 17195530291<11> * 11779849567434633678012744260502682593562068530167588389146860386304002331<74>
(62*10^88+1)/9 = 3^2 * 480463 * 29278692607<11> * 51687237389080453<17> * 10044163843913878933<20> * 1048088445087647982690988704575079769<37>
(62*10^89+1)/9 = 23 * 90163 * 3073240061<10> * 108092734759176483441255394935185723498740604205062139907032966502617911801<75>
(62*10^90+1)/9 = 7 * 61 * 5691137 * 2138822053<10> * 1325401968750612014842518608094745019000497431134634761004836959986371087<73>
(62*10^91+1)/9 = 3 * 17 * 277 * 4876399015282005301117639193663827344014220208741338492878097889777651935222544693770007<88>
(62*10^92+1)/9 = 13 * 68557517387<11> * 24371124339250756783<20> * 945684718731376246915793<24> * 33537355039205999650679910148392490601<38>
(62*10^93+1)/9 = 53 * 9832412509<10> * 147140627507974843<18> * 1540393625323266367219971859<28> * 58324215140546834961579538198286695961<38>
(62*10^94+1)/9 = 3 * 108379 * 11594567 * 783309510283733<15> * 2443133391616379677321<22> * 9548775271241801118135295892944526047919870587<46>
(62*10^95+1)/9 = 263 * 6133 * 57503 * 104303475607<12> * 1289783852141116807757327<25> * 55209555213943750837224859048991481738482338487173<50>
(62*10^96+1)/9 = 7^2 * 225164847423539<15> * 647842073864492492492810856555647<33> * 963792096584974466388656581993015177003501583917<48> (Makoto Kamada / GGNFS-0.71.1 / 0.28 hours)
(62*10^97+1)/9 = 3^4 * 19 * 11677 * 60337 * 153509456999469660188672869<27> * 725744150799699600132433097<27> * 570265222860987767825369717545243<33>
(62*10^98+1)/9 = 13 * 486907 * 7240799 * 2340345902680952203330623833<28> * 6422339606060821951922186396730061399032889587059823233537<58>
(62*10^99+1)/9 = 337 * 20441806791955159907682162875041213320145070886910649521925486317177711836465545664358720738542697<98>
(62*10^100+1)/9 = 3 * 10399107123321098233<20> * 2208166786883663157118660556242926557938734114380760506430498174910660054529512811<82>
(62*10^101+1)/9 = 43 * 794923 * 22298899069<11> * 521414373128318801070969157<27> * 1733361879406850829640718045984603028969013088436358102097<58>
(62*10^102+1)/9 = 7 * 126307 * 208654741 * 400156717 * 3093275436869<13> * 152720239844761591<18> * 2105829240635400821<19> * 93805220659517407554990943863307<32>
(62*10^103+1)/9 = 3 * 109 * 210669384981311586816173972137274889568467550118926265715256540944614339109751953788651036357458375807<102>
(62*10^104+1)/9 = 13 * 29 * 229 * 38244373169<11> * 139607668881823642420652311961<30> * 1494498642480030417679315385059712646147073901718284772400837<61> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2548317768 for P30 / Oct 19, 2009)
(62*10^105+1)/9 = 2377 * 10037387 * 3145444153<10> * 9237199316962640481719<22> * 9937497576468544999293386043573912503214162458588803212293674573<64>
(62*10^106+1)/9 = 3^2 * 53 * 9187 * 15720164440019471705618318312082333296340236691416544271241193950546036108558486022403110604718975311<101>
(62*10^107+1)/9 = 17 * 2011398162679<13> * 113745703825053221<18> * 177119838385459031677538125003545212751586915051072292099117905677489024518963<78>
(62*10^108+1)/9 = 7 * 139 * 359 * 571261 * 786719 * 2979701 * 88487325486117617422437582413031689<35> * 166430884397911127150765051393953307715521219894077<51> (Erik Branger / YAFU, Msieve 1.38 for P35 x P51 / Oct 22, 2009)
(62*10^109+1)/9 = 3 * 88359769 * 321656962118179<15> * 3255012946193881919<19> * 6053539948885294234840535779447<31> * 41003248435304780435015393009752973041<38> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3071172844 for P31 / Oct 19, 2009)
(62*10^110+1)/9 = 13 * 181 * 21559 * 2174310109<10> * 63432888137017016044348166423759881<35> * 98460643496494633707032806939239407637455939456098771653683<59> (Erik Branger / GGNFS, Msieve snfs / 1.02 hours / Oct 22, 2009)
(62*10^111+1)/9 = 23 * 4639 * 315057233 * 3077974809623148102960387293801097224185933679<46> * 66579795337873101825458429741248933989066545646212591<53> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.42 snfs / 0.57 hours, 0.02 hours / Oct 22, 2009)
(62*10^112+1)/9 = 3 * 886283 * 424474417621500274841350325647806085712007847<45> * 61038518645710499741252246219722199134494898635738764960652863<62> (Erik Branger / GGNFS, Msieve snfs / 0.89 hours / Oct 22, 2009)
(62*10^113+1)/9 = 59 * 5568859 * 64608067 * 307759447 * 988598368841<12> * 2164455170504407347901<22> * 869855747552322801388305721<27> * 56652239651942988193519461521<29>
(62*10^114+1)/9 = 7 * 221346679 * 2747140819<10> * 1618442251239215176321169765044624862842585487452750491900336374410865424387068148000972693111427<97>
(62*10^115+1)/9 = 3^2 * 19 * 4263603869989940029<19> * 94487905451492604539631341703095550490501649534901773783367983171085887628647970858109029195271<95>
(62*10^116+1)/9 = 13 * 52991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991453<116>
(62*10^117+1)/9 = 40464497 * 45130259711000452950944547303930885114601<41> * 3772308490515012510449614847679149216069295945683508079802035124362337<70> (Erik Branger / GGNFS, Msieve snfs / 1.96 hours / Oct 22, 2009)
(62*10^118+1)/9 = 3 * 179 * 128284709290295882474653424374094765156217670184150631078005379681357334988619904821022139457893647837781915994206497<117>
(62*10^119+1)/9 = 53 * 81639827347528296394011236911324937968186783394226152874541<59> * 159210326457590438894678389977581407772306683697429931033193<60> (Serge Batalov / Msieve 1.44 snfs / 0.77 hours / Oct 23, 2009)
(62*10^120+1)/9 = 7 * 1520128541<10> * 230482446188707<15> * 24674280757669201<17> * 5408366139107340547253<22> * 43704165670885458627270709<26> * 481614497298797956613036738145073<33>
(62*10^121+1)/9 = 3 * 91572199 * 164024522923<12> * 196938095405058523<18> * 35168395587744027943<20> * 220736020804699605701533904538393822824303411988043793634311608171<66>
(62*10^122+1)/9 = 13 * 43 * 71 * 12852950743<11> * 298297116435961716457125618861217437142706371<45> * 4527173357582149631512924797923598004872719944155101719816241917<64> (Dmitry Domanov / GGNFS/msieve snfs / 1.11 hours / Oct 23, 2009)
(62*10^123+1)/9 = 17 * 797 * 9853043 * 138595979 * 158482889 * 76444739699<11> * 140344436011805338070535887144534289733<39> * 218975609300055754225391098819657487228955178651<48> (Sinkiti Sibata / Msieve 1.42 for P39 x P48 / 0.64 hours / Oct 22, 2009)
(62*10^124+1)/9 = 3^3 * 191 * 13358326330984853381595673625923771357162863852799862107599164027319931915627087238489216383340874324004050589274556697477<122>
(62*10^125+1)/9 = 321313 * 1505022925791217057<19> * 62028237283581396428045821<26> * 5493493946692694352198298538123<31> * 4180610217385291406336119989356729610182804263<46> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3681457563 for P31 / Oct 19, 2009)
(62*10^126+1)/9 = 7 * 47 * 83 * 1541963399<10> * 660931435820087<15> * 24438968728948515381731252918147334447671<41> * 10128889662287420283252120128975774558249253186011221512749<59> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 4.21 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 29, 2009)
(62*10^127+1)/9 = 3 * 17891 * 4844804631723757<16> * 27800134277149853<17> * 674359408887951554012507<24> * 14131189685330691405394812326678489380392983787551231073736394591419<68>
(62*10^128+1)/9 = 13 * 97 * 197 * 1571 * 221839062921055719484107373612660853699302142746356139<54> * 7957078823320286782689262399302302972074139970168996053248181231993<67> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.43 snfs / 1.84 hours, 0.13 hours / Oct 29, 2009)
(62*10^129+1)/9 = 233081622689<12> * 19764208627430219<17> * 5370357403518944491<19> * 278457248897235614613011852681120886534870266139194795069899210088061280309737048769<84>
(62*10^130+1)/9 = 3 * 1021 * 4517 * 97829 * 172646517491005006256239973571080363<36> * 294799441210256853477729159395431700808480725079520017412819392555476174232512350517<84> (Sinkiti Sibata / Msieve 1.42 snfs / 1 hour 17 min, 0.11 hours / Oct 29, 2009)
(62*10^131+1)/9 = 599 * 2588270609<10> * 3211874737<10> * 6371971009<10> * 50689315607939<14> * 372424554632699<15> * 1150073381041910242784515200836687330384007738097251570257564292314268383<73>
(62*10^132+1)/9 = 7 * 29 * 53 * 467527552724707428829431341<27> * 1369525308671422068186030112317004583080693882949677712554639225014790222503753653177677959052215413531<103>
(62*10^133+1)/9 = 3^2 * 19^2 * 23 * 521 * 13903 * 1920271 * 203516197045434218419<21> * 325659599688318185005347374634219565874756198740615971131502478117151397677641846574905657420061<96>
(62*10^134+1)/9 = 13 * 52991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991453<134>
(62*10^135+1)/9 = 277213 * 115204781 * 2088359971517143<16> * 103290344105197014113671483575138229359748242061096187664452948852666987834697786088327637591580311220726791<108>
(62*10^136+1)/9 = 3 * 3371 * 1014970768241<13> * 77426502504949242515724093217<29> * 86681415857318770436422722340003219274859669482496823776897806280141335067727737427389633449<92>
(62*10^137+1)/9 = 691 * 16724552400041<14> * 863429022865229<15> * 10646286546452465309<20> * 6484729058154525456285413801199338765366657004870082297198717713573004352799850640872579<88>
(62*10^138+1)/9 = 7^2 * 2777 * 14838630112248264447941<23> * 3411798792251944441458942947320335495936808460622007046143663562888090249873159413763774770655315745825598658173<112>
(62*10^139+1)/9 = 3 * 17 * 45022889 * 484214506163729990618092275284042969<36> * 61959492079224298660493435009803532533981674214668390763156707898945653153181452537824772870179<95> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 4.64 hours / Oct 30, 2009)
(62*10^140+1)/9 = 13 * 12015911326813<14> * 10098947505940741188253378705758426820362239035432097<53> * 436689750002543719167336765795082713550194093289913311609891257071910504673<75> (Erik Branger / GGNFS, Msieve snfs / 5.09 hours / Oct 29, 2009)
(62*10^141+1)/9 = 568661993488414430953673552639897<33> * 107136670558984692997845953645695662813997409001629<51> * 113072457467357463380646477639339817944564509365675623543253<60> (Dmitry Domanov / GGNFS/msieve snfs / 6.00 hours / Nov 1, 2009)
(62*10^142+1)/9 = 3^2 * 114727531 * 3575800165071310752931<22> * 53527759688163829497674421563<29> * 348567359058999619931597659950935233388714981082615696133237086287734048862496093347<84>
(62*10^143+1)/9 = 43 * 99581 * 138917 * 11273287 * 281762389 * 2919397037<10> * 5280147761759531<16> * 121282972867437013<18> * 1183524895479531318516657280516253<34> * 164777834200755466127443978877428258379671<42> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3962379111 for P34 / Oct 27, 2009)
(62*10^144+1)/9 = 7 * 6947 * 4257496835970046328258574077329808655160261495634343872354609<61> * 33273578231402606240782600493794607850183398235273622964448002794566112533642949<80> (Dmitry Domanov / GGNFS/msieve snfs / 6.07 hours / Nov 1, 2009)
(62*10^145+1)/9 = 3 * 53 * 3037 * 6329 * 20233 * 24151 * 289021 * 912403 * 5929006956554283372161105073815933362297298798067922111<55> * 29503850915816027505202414387618333019676491925964734615718733<62> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 4.05 hours on Core 2 Quad Q6700 / Nov 3, 2009)
(62*10^146+1)/9 = 13^2 * 6211201993<10> * 37581034560382870644756808555485568620305131<44> * 17462969313698974114395124223099743671734245518631937018327064999870014820154330993298790107<92> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 5.79 hours on Core 2 Quad Q6700 / Nov 4, 2009)
(62*10^147+1)/9 = 14609058570850068072790171345251209857<38> * 54119127478220719186968454440445122879267586001<47> * 8713169520734770932259156884452356918743245463266750664655868777<64> (Dmitry Domanov / GGNFS/msieve snfs / 14.47 hours / Oct 30, 2009)
(62*10^148+1)/9 = 3 * 968893963 * 1010325931287078378105743<25> * 26271799596027579924616943<26> * 1154296887283017820556565817700236598461<40> * 773540093204736296456243349622971513303636130557709<51> (Sinkiti Sibata / Msieve 1.42 for P40 x P51 / 1.1 hours / Oct 30, 2009)
(62*10^149+1)/9 = 20483 * 1451521 * 2159958576333471630827291022074668095705599543<46> * 10727212141443721091591595069382603712040863221467467516173427204992746524141860104161935808261<95> (Dmitry Domanov / GGNFS/msieve snfs / 11.72 hours / Nov 4, 2009)
(62*10^150+1)/9 = 7 * 61 * 335899951 * 631812782018320361<18> * 12191688122843586596710384365301<32> * 6235325251854743704987134113434328800026549545253723826064948248579721224281529557691548137<91> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=5303952899 for P32 / Nov 3, 2009)
(62*10^151+1)/9 = 3^3 * 19 * 8209 * 6997873 * 602312530483<12> * 385804537726962521<18> * 5493701927661664353508380996233<31> * 1831138445587014365066380042150258971520737748665221421217743758160394976207491<79> (Serge Batalov / GMP-ECM B1=2000000, sigma=932480872 for P31 / Dec 31, 2009)
(62*10^152+1)/9 = 13 * 170389 * 17112287 * 61904591240871231337602021900587<32> * 2047286436358399332746767528784913403<37> * 143401848245111395152462431599114639891263907588462914138515107713364511<72> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=108486840 for P32 / Dec 27, 2009) (Sinkiti Sibata / Msieve 1.42 gnfs for P37 x P72 / 9 hours / Jan 1, 2010)
(62*10^153+1)/9 = 1753 * 32684360309<11> * 57313000691<11> * 141538472279167<15> * 1590493408689164431945838016669293<34> * 18005674193602941951875933406071629901<38> * 517557209533412051293341030536534190408042217<45> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2225071728 for P34 / Dec 27, 2009) (Lionel Debroux / msieve 1.44 SVN for P38 x P45 / 0.41 hours on Core 2 Duo T7200, 2 GB RAM / Dec 31, 2009)
(62*10^154+1)/9 = 3 * 139 * 37936115637691489223436383<26> * 4354720287474058280946883255618085620204303167233828045457246437603310089190259962104798376091326426030033350341984625758094599<127>
(62*10^155+1)/9 = 17^2 * 23 * 433 * 307751512093900182523103591179516105887904485683<48> * 777741743749371700205770435793158260169789376483035661599247350889095620550394856646401246531737334533<102> (Dmitry Domanov / GGNFS/msieve snfs / 18.09 hours / Jan 1, 2010)
(62*10^156+1)/9 = 7 * 347 * 9699161 * 40974536749<11> * 7136305681408538334160672270641270769017006451761389856205581367445514507027666374784734677010890308448142939820780137025132161975932969<136>
(62*10^157+1)/9 = 3 * 71 * 2711 * 1161739689442675091020903<25> * 102690727902958995563124478016140964888563257175380873839387631011049167743447454146217171210116669438999994776655523371206712341<129>
(62*10^158+1)/9 = 13 * 53 * 233 * 3126199 * 7801756927813<13> * 3591192411773887177750066177591277<34> * 48992130663808788824021380783744673823751813871645838891644996896011597575479103140844753977049090503<101> (Serge Batalov / GMP-ECM B1=2000000, sigma=2890323597 for P34 / Dec 31, 2009)
(62*10^159+1)/9 = 587 * 154684043 * 18710416164771881999377883947<29> * 3319788860369352872404102738800668772432910172315087<52> * 1221438636218331585834875340346720758794325326050050023941628269694861<70> (Sinkiti Sibata / Msieve 1.40 snfs / 36.50 hours / Jan 2, 2010)
(62*10^160+1)/9 = 3^2 * 29 * 277 * 62301097 * 16556159061948455796618403686337<32> * 49863314046997116438075933006463<32> * 18526461581725696646250632430189163201851631153233661011208358341151186188524227730391<86> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2825776746 for P32(4986...) / Dec 27, 2009) (Sinkiti Sibata / Msieve 1.42 snfs / 1.03 hours / Jan 2, 2010)
(62*10^161+1)/9 = 5869 * 7096942015658167<16> * 229277065428152667545393143151558398679295264580138699<54> * 72136189770841945401903354365295300858708682566494112260440581982604466005105846653154657<89> (Sinkiti Sibata / Msieve 1.42 snfs / 24 hours / Jan 3, 2010)
(62*10^162+1)/9 = 7 * 1069 * 2512409 * 4574932102448503776738276586531<31> * 80093715606321353511254833907906321101627948022995314816785837005521295579182426767932811900706911611508850538489919996177<122> (Serge Batalov / GMP-ECM B1=3000000, sigma=258849838 for P31 / Dec 31, 2009)
(62*10^163+1)/9 = 3 * 1468007911603<13> * 162472477444654241<18> * 96276374230400885885182531034195486354127956785612315383939639974866586760747039227242561373698359338295514296378842095649774561815681<134>
(62*10^164+1)/9 = 13 * 43 * 193 * 844900827765026587<18> * 2696285677671288548611387213<28> * 2802905287043159341788711013948568251724706661354238768576567129696000031071383341425552388540974373558194899838537<115>
(62*10^165+1)/9 = 757412903047<12> * 521483570100224510383352162072882440892494875084805613<54> * 17441179455317004161955466957426397054551514294451788913467649233897745421755225210506617140729284699<101> (Dmitry Domanov / GGNFS/msieve snfs / 30.42 hours / Jan 1, 2010)
(62*10^166+1)/9 = 3 * 24781 * 85213357 * 67193814930516706987933988837<29> * 161834877717331928617574569181743331586512186067094126233241172797345120186897744758474935900131070727674383980562569115350047<126>
(62*10^167+1)/9 = 83 * 541 * 66307387 * 29717167063<11> * 30308264898066505497321836782433<32> * 256887769913150024201321311600349830234761549203321768639263596611961882059969351105361960829823504911592936350331<114> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2227692396 for P32 / Dec 28, 2009)
(62*10^168+1)/9 = 7 * 34359289 * 6852669169<10> * 1047030289873<13> * 1515116683634143<16> * 376086460207166299103907106949428103083327376659<48> * 7005742679143560472394984002006753697421168708337655022037043987570498747347<76> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 56.26 hours on Core 2 Quad Q6700 / Jan 3, 2010)
(62*10^169+1)/9 = 3^2 * 19 * 62248757 * 1132246658442052086249310300011175812648265977323<49> * 5715856779672020785607712412512635373068953262320874474059217265128852249119318167249014571590732236340019928669<112> (Wataru Sakai / Msieve / 81.71 hours / Jan 13, 2010)
(62*10^170+1)/9 = 13 * 39863909 * 383296237894535365487<21> * 2277059144940033129476351<25> * 1523060226866909075654992949807018073573771976629917241151403087745079662274751409483084205279443061249287230392440841<118>
(62*10^171+1)/9 = 17 * 53 * 59 * 1801568534798807<16> * 3492695044055543<16> * 53216027439132375430995215492636147<35> * 387006687681412470632539132793733289263031398892586524902106088059519115017667158339741992322196507893<102> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=406518593 for P35 / Jan 5, 2010)
(62*10^172+1)/9 = 3 * 47 * 11621 * 4343587 * 9679168304291887873286160687744980087700712492606809369302810577537418625236734738991738454521350985445223633498178475968593028423062434386416046271488582167827<160>
(62*10^173+1)/9 = 4073 * 4547 * 455201 * 1950953623<10> * 51731867207590248363764618349610394268656931225806836823599340188387<68> * 809657808216972881450973750171735866842379212534385190588465448602888403011520279519<84> (Robert Backstrom / Msieve 1.42 snfs / Jun 16, 2010)
(62*10^174+1)/9 = 7 * 1032373 * 936901439791<12> * 794801393114227<15> * 4851564966728101<16> * 263863989763758947200189069218892503677449721546951549560744692777316768139336346907735306446963120060996159412737683674361107<126>
(62*10^175+1)/9 = 3 * 131 * 743 * 22943 * 56656753 * 390057029 * 357032212319<12> * 153200967741473<15> * 162215110648549389956882405770800727596818702289519241<54> * 52441801712007636051659829247711284124133796479273577819813583068954163<71> (Warut Roonguthai / Msieve 1.48 gnfs for P54 x P71 / Sep 17, 2011)
(62*10^176+1)/9 = 13 * 140539126890670831<18> * 377058362065081483265994212944068911947742144530567715429143916751025315909257289450606664973938156161415864804050471680361137833618176742316941953994714866163<159>
(62*10^177+1)/9 = 23 * 167 * 1289 * 2908698503555321<16> * 164021530706799001<18> * 992406222413648305174340403977<30> * 2938751804720088266217488864767251391489762075217540818048669967383822092013634121211026480988278875386033433<109> (Serge Batalov / GMP-ECM B1=2000000, sigma=2119590681 for P30 / Dec 31, 2009)
(62*10^178+1)/9 = 3^4 * 8528110711<10> * 5782535061466773471299<22> * 17246185647358790329071631699191379287026073550490142779625945067695168087272434729439319427853455250860486157927119740178720743824709551574956021<146>
(62*10^179+1)/9 = 1011331 * 33219128218033<14> * 4312717682524591753110449217010003193750937828460470478222807<61> * 4754628617059391869221750537857342485532262540840535818285605373163075979429605631989516981154301749<100> (matsui / Msieve 1.47 snfs / Sep 4, 2010)
(62*10^180+1)/9 = 7^2 * 8287 * 4955719 * 1169326727087214881821997197<28> * 60754401421461808494445467532665228382708964137106428991<56> * 48187618731379542020911245913600820966239718754574221236877154939111393923563904837131<86> (Cyp / yafu v1.34.3 / Jan 22, 2014)
(62*10^181+1)/9 = 3 * 223 * 1483 * 4447663862006358848389<22> * 470967867546910596384554824165093652605140579664804067374000757789407<69> * 33148102724994009449986512742811610470662236505291700325080649365128933551800410696709<86> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Apr 16, 2014)
(62*10^182+1)/9 = 13 * 169471 * 440009294827667063<18> * 70652607976977098005433<23> * 1186611957688043932219971756502759458639949<43> * 8476404375938483607663016557341017824611516175428184763926174835134353231114352664100646042833<94> (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=510329973 for P43 / May 11, 2014)
(62*10^183+1)/9 = 10113258741133<14> * 247251143777525117<18> * 2754988258221747327551570788844918542558912214535497272169598959287250108752510703417080056401953873958661698826598618120678205714026425323622220616484449<154>
(62*10^184+1)/9 = 3 * 53 * 400951333 * 933004087 * 762564853827856022999096033<27> * 2364802067766686006835964048686807187<37> * 642251705823719648362007474811269274631423424957850035191810206850583469985495109810743277682304105231<102> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4006625762 for P37 / May 9, 2011)
(62*10^185+1)/9 = 43 * 521 * 468696803 * 3255346740117809<16> * 2894621452889130987063021588515679808722027536356435763672721962779129097<73> * 6962448241931717290419794550181591287532529411503324964933549342579828108632127047577<85> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P73 x P85 / Dec 4, 2014)
(62*10^186+1)/9 = 7 * 907332384157<12> * 565065758305350737<18> * 4021038098906874488762350060272645799315037720136379349379906136094248769809<76> * 477361675704245874207674779490424755834914524879017665041774706104578445933452267<81> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P76 x P81 / Nov 9, 2016)
(62*10^187+1)/9 = 3^2 * 17 * 19 * 421 * 10789 * 23856470228954949409243403461<29> * 218692894593556699079474568613923532199339868634431903081767136554015085798527902461165734848033895545939399436036739330076401771227634065292515228503<150>
(62*10^188+1)/9 = 13 * 29 * 63601 * 497017 * 922453578973249487663<21> * 1849190057369076140141407201103<31> * 3006746979172029135860649135821173<34> * 1177667319927559790709272878782439111818259<43> * 9570333351896616991124445351088249914236626668727<49> (Serge Batalov / GMP-ECM B1=3000000, sigma=2304118069 for P31 / Dec 31, 2009) (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=2629018177 for P34 / Jan 17, 2010) (Erik Branger / GGNFS, Msieve gnfs for P43 x P49 / 1.27 hours / Jan 18, 2010)
(62*10^189+1)/9 = 3997811 * 4062948800033<13> * 159797119339533337<18> * 2654095990387660713717958288976466444545367802169269394550056102711834329511388432741579609525076595044119580567874105265326881952301706881795430171199419<154>
(62*10^190+1)/9 = 3 * 46854808139<11> * 130448795210477<15> * 412281812991719655401137950828121626359825039298021101<54> * 9112541346650902312499298924291643631479257954186125814887462290630065257772835080057952904165642224809571275121<112> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P54 x P112 / Feb 22, 2017)
(62*10^191+1)/9 = 439 * 3944925421262293064917534217<28> * 25541738778519125427750470301832782468745942823<47> * 90533227218074420079231193453942096928346030229273<50> * 172023350324523499041837064227951274582173610644915071935839080057<66> (Jo Yeong Uk / GMP-ECM v6.4.4 B1=11000000, sigma=4196971622 for P47, GGNFS/Msieve v1.39 gnfs for P50 x P66 / Mar 16, 2017)
(62*10^192+1)/9 = 7 * 71 * 1096591313<10> * 1455383600819124071<19> * 8685013806144526198404896817926059214704735091446412224064996616213840649851429205423547491686000570434177301284586978051050211186882214937515216862908008007065119<163>
(62*10^193+1)/9 = 3 * 367 * 41471503 * 1508731944691546113663146416715432403696421602373711078463100382360312509303696676733082404073710321454657038618626766719503328837383705582353944248129323031208642684114235290844982163<184>
(62*10^194+1)/9 = 13 * 8849 * 408347 * 54315538547<11> * 111847463603<12> * 2413970916554344090699312372671384896989163268442106720280022316727360512803125743227491057175255835005768382510984525897418106331268440467470442165318927519871711<163>
(62*10^195+1)/9 = 11900107 * 19982593 * 376506017 * 41371145179894991<17> * 27709219442314269517733553661<29> * 25282667868355140733212912540868075985105142265695600452749<59> * 2654787814352433936618556409145199621494963919444041855456438115069933<70> (Serge Batalov / GMP-ECM B1=2000000, sigma=809520046 for P29 / Dec 31, 2009) (ruffenach timothee / Msieve 1.44 gnfs for P59 x P70 / May 11, 2010)
(62*10^196+1)/9 = 3^2 * 25367 * 89531588268845862199637813684159136194493359744125099143364201653532024332803<77> * 3370243446485131770113347484910600373057261501134355778377433073145208681591570225369931387074948824171964384746621<115> (Robert Backstrom / Msieve 1.42 for P77 x P115 / Mar 17, 2010)
(62*10^197+1)/9 = 53 * 502537759 * 918684274727294587178667856012189<33> * 4356402963159021076175099427201274926109<40> * 6462644763011400186060413123950473603980574135024907879815715334654919073097207116886878604199270593081081502770707<115> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1831825089 for P33 / Dec 28, 2009) (Youcef Lemsafer / GMP-ECM 6.4.2 B1=1000000, sigma=837352938 for P40 / Apr 20, 2013)
(62*10^198+1)/9 = 7 * 113 * 4287908645681<13> * 5002697224194967163381<22> * 140914941419544596631669553<27> * 967551883484650368439527991<27> * 389335045641826884043776271524628176938144933<45> * 7648356946798376318897104196293214401401437074839678930464373121<64> (Serge Batalov / GMP-ECM B1=2000000, sigma=108283914 for P27 / Dec 31, 2009) (Jo Yeong Uk / GGNFS/Msieve v1.39 gnfs for P45 x P64 / 7.85 hours on Core 2 Quad Q6700 / Jan 1, 2010)
(62*10^199+1)/9 = 3 * 23 * 5075003952872869487<19> * 11166159982842974251<20> * 72720307681375854069523<23> * 391009372282598562511570190167212961362072351157<48> * 619607952985904633144967216064295218654410415308394696166882666826776905948061927555883983<90> (Wataru Sakai / GMP-ECM 6.2.3 B1=11000000, sigma=2783007953 for P48 / Jul 25, 2010)
(62*10^200+1)/9 = 13 * 139 * 2971 * 8623 * 14880927115842592459636109099147421165025834545867378981565196331108353727207778421392348439664825984867174660721139769923364754656689745836847829484493152574688519751847125715562736297396219<191>
(62*10^201+1)/9 = 149 * 143343452677<12> * 3716573846711313771612516645973<31> * 166459968114110917792409954373763567<36> * 521353720451585563201948390811982204708097218278300204653924086870185218566078964887594284662469470101878473061146762637123<123> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1698131366 for P31 / Oct 29, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2064762550 for P36 / May 23, 2014)
(62*10^202+1)/9 = 3 * 269 * 14327 * 41399 * 107119 * 1371119 * 4920589 * 199146089791597493022584434254539138853657858777986939925518147662927029715673066159858227874487325833041881323380354167797631651879817784080342586115409580717079833827981131<174>
(62*10^203+1)/9 = 17 * 25448989 * 670312698375456726583517<24> * 95537292363055163630787490679<29> * 22957154472094300859455048425499<32> * 254283222669037122658716773311703971120187<42> * 4259352525026471250927689283392136508727243983953474139896901254099167<70> (Serge Batalov / GMP-ECM B1=3000000, sigma=3708123993 for P32, Msieve 1.51 gnfs for P42 x P70 / Nov 19, 2013)
(62*10^204+1)/9 = 7 * 127951 * 580303 * 37812764881895057771<20> * 395797195857486654507577005756543151933436579567458888732239575419987<69> * 885607921578366347412194572503586185302607467600920380010269635574254156354235242822903259085284457717967<105> (Bob Backstrom / Msieve 1.44 snfs for P69 x P105 / Nov 19, 2023)
(62*10^205+1)/9 = 3^3 * 19 * 172399 * 2061897688397473698173<22> * 56089204566548620694559333941<29> * 172116567930073579417807141912321190157645135909773272561<57> * 39131635745157934295649747867326591225129439851588305792114224772109021023717547733014201639<92> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P57 x P92 / Dec 31, 2023)
(62*10^206+1)/9 = 13 * 43 * 61342333907<11> * 352557953641<12> * 56983163990502448643571217282710790259442420240904737658060421152947443327118663833667658029283112575816507507291572085331305684958331502866166915854632541089955316320361466556055333<182>
(62*10^207+1)/9 = 15017 * 1649788342184842259739021312086347837599562477289<49> * 328224158526881218686381950338910592305520420773612572330497703<63> * 847163479146196033385272435701135378167351396604893595156356493466470161124604215056639155951<93> (Bob Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P49 x P63 x P93 / Aug 13, 2017)
(62*10^208+1)/9 = 3 * 83 * 431 * 298187 * 613570145959881220720901324653<30> * 3508485102713257077078390352451193106455141136724686263048684880344149923362074960638219772356676538833052484016755643065147511398571975146399626540471935661128515194721<169> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1959224469 for P30 / Oct 29, 2013)
(62*10^209+1)/9 = 2342305876961176605597191<25> * 294107142736895044083111698387580342015883190873891628054536568159271637419438523188710311608336940425754368510443298145192978821511252005571053138355161967168755986296746590056062738879<186>
(62*10^210+1)/9 = 7 * 53 * 61 * 57482746325211338629<20> * 420171672392011250117821<24> * 308633043263660957487948722095741753<36> * 43452860254164675026816880470337967123<38> * 939767381646355719348687189899390160845285522219075582788177943094764055960192656961497789<90> (Serge Batalov / GMP-ECM B1=2000000, sigma=105739086 for P36 / Nov 15, 2013) (Serge Batalov / GMP-ECM B1=3000000, sigma=3659543130 for P38 / Nov 20, 2013)
(62*10^211+1)/9 = 3 * 109 * 43814095872270862707053692120340983<35> * [4808255900006837178787538885451655159602568519496960968057349710863141671047786680202063190214542942691043805086518910819742723359489864875109355470956616707597413298821683129<175>] (Serge Batalov / GMP-ECM B1=3000000, sigma=3034668220 for P35 / Nov 15, 2013)
(62*10^212+1)/9 = 13 * 93407 * 10976272403312571489945141321555883<35> * [51685833868856863499449327036818903214660034015514839150109725319739823648818918808452624960242699803013517473637149265677349517629343897200129229757678146777335496161117513<173>] (Serge Batalov / GMP-ECM B1=3000000, sigma=1636988313 for P35 / Nov 15, 2013)
(62*10^213+1)/9 = 677011 * 2612083 * 7161802811<10> * 2694249715982567<16> * [201886034351598218864637187074782239250504323114078792138066469155541386145314088404098321727675241161939663586376737665905355617484333171279900997345631373054244325059026734469<177>]
(62*10^214+1)/9 = 3^2 * 800691692827907<15> * [9559635820150150346135064512492379067060799366182527802219587589404023546773111847295193712957495063331842491824487752740894938305248310190831572796137108807904931168556248495900578959454754814335803<199>]
(62*10^215+1)/9 = 87650357 * 3019691932793<13> * 578747697082119113393990991467021<33> * 1901824767184004523484767874094510405563<40> * 1159349328219212867980766992773433024224281<43> * 2039664619236859021783490894219382727388657398872546816395646343191608142084517403<82> (Serge Batalov / GMP-ECM B1=2000000, sigma=1412064986 for P33 / Nov 15, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3950255539 for P40, Msieve 1.50 gnfs for P43 x P82 / May 23, 2014)
(62*10^216+1)/9 = 7 * 29 * 2017 * 28597 * 949658989 * 604926927875797576545747735383281<33> * 1024132546160534548861887400518252497630781909822669642475616442453969730182651040362940553754709861546004281521775838972423023761750139393936928609364125359360388843<166> (Serge Batalov / GMP-ECM B1=3000000, sigma=3029264285 for P33 / Nov 15, 2013)
(62*10^217+1)/9 = 3 * 52163359550869847496832443381302886896739040957654400140353385604061531114315484353487<86> * 440212500894798008096954966418710529213313127069772776540652779490925751474129895311594674723484276687547777005211734568094981108349<132> (Bob Backstrom / Msieve 1.53 snfs for P86 x P132 / Dec 16, 2017)
(62*10^218+1)/9 = 13 * 47 * 31769 * 244619 * 17855317 * 8125435996160974704093402123671243737935991161252628720355842805954499429767266182209856804813008159801214720874783884903460746611688461481892364965927343903597876232900085294531811793788930460986077<199>
(62*10^219+1)/9 = 17 * 191 * 2074889 * 49797149 * 296142449 * 2197819690652609<16> * 113151109806986593161805532303<30> * 278814915148982285597125376405098918274551198746981226600597319727656951701889915299510280982240476660294262749596633838323883710817047286178277315829<150> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1807557199 for P30 / Oct 29, 2013)
(62*10^220+1)/9 = 3 * 1602371923<10> * 2951577765107<13> * 181307249700328368465754038253<30> * 11844901186863930755633582056145527<35> * 418576063240595029970394780989920627398260725071093323707<57> * 5401188913282875083123800012820447803769852089964359365470490500911028874965699<79> (Serge Batalov / GMP-ECM B1=3000000, sigma=1090028328 for P35 / Nov 15, 2013) (Serge Batalov / GMP-ECM B1=3000000, sigma=1257133333 for P30 / Jan 9, 2014) (Erik Branger / GGNFS, Msieve gnfs for P57 x P79 / Jan 20, 2015)
(62*10^221+1)/9 = 23 * 23447 * 146701 * 2140235666411<13> * 8415552108943767014213643149491316944039<40> * 1269435090823889483763911814460339996802037953639<49> * 380843262073515905411286421277157532245732345451317766151640145522545490513572295306938989472105286788880363799<111> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P40 x P49 x P111 / Dec 14, 2021)
(62*10^222+1)/9 = 7^3 * 72863731 * 16064618189267056075921099851973283522339085351408141244242376326822239161291820887<83> * 17158260076498160813790482721148350199650158780942931330382350927731118582547807510924267338333741349407297340887932072057085855859<131> (Bob Backstrom / Msieve 1.53 snfs for P83 x P131 / Jul 4, 2018)
(62*10^223+1)/9 = 3^2 * 19 * 53 * 1248529 * 76259603770114097228929838543<29> * 79833288901973193147273110927443640595096198834122657589766259302867919362441388491712317207372650830912547869654951056314358237853876454537641692090923772169826187662994947739738724449<185> (Serge Batalov / GMP-ECM B1=2000000, sigma=3105911689 for P29 / Nov 15, 2013)
(62*10^224+1)/9 = 13^4 * 97 * 919 * 40314650941233924019602029<26> * 763215230162694735143671871<27> * 8793840678333173244561214201336781299313875008889193134791522347032986920854102713198892166527417910916647609843733299405331474675995153657922782525829373510783877<163>
(62*10^225+1)/9 = 667863352902102349<18> * 10314817932372290735588261884152283813842128272232590266981078091391846882012874898960990742149662796632124187118355868147268124416121631899756211331094984411972475933565126397104389134948540569181781436194461<209>
(62*10^226+1)/9 = 3 * 197 * 1063 * 9245759 * 95355491932467623<17> * 124377022169898760711774678938353021827265185927698380580976352999634361504653078555857668864715386597771748235634854565469112311447835215212608881039789512529390868609843780974040604678242610234969<198>
(62*10^227+1)/9 = 43 * 71 * 311 * 96120797 * 144343032613411<15> * 392359234468851431<18> * 133279980209055189917129519673271953014981332646113453498132126104758681043633124320840291973229863451509905320331806835773854611464348407522757147450726667221856994153125036753360779<183>
(62*10^228+1)/9 = 7 * 442716269 * 25076558233<11> * [88645711281854638074705836284764971234139000894429730404902199346402562948522150323863149265328744899947515011510369161880096578123759802808498963780467468738598206868046725074858627157756181914519819848408851<209>]
(62*10^229+1)/9 = 3 * 59 * 277 * 1193 * 3527 * 8087 * 3656882833<10> * 11291502953817630785658343260293725706490434727760613928537552409719441826406725719384879705453387005318081763067486062516951530179658661255460911742556346978396867902162103306347001372177082160484254727661<206>
(62*10^230+1)/9 = 13 * 411583013 * 55222477168465687<17> * 85502877759512833744789937<26> * 5709437593839557593715694179577815719<37> * 1041052550734730479844739135491652592027680670297781200412033<61> * 4587602560477640799968985374357729624280210153654504596691300637466951791219642537<82> (Serge Batalov / GMP-ECM B1=3000000, sigma=503207709 for P37 / May 19, 2014) (Erik Branger / GGNFS, Msieve gnfs for P61 x P82 / Apr 1, 2017)
(62*10^231+1)/9 = 2695267 * 39125759 * 137367248408267041<18> * [475555721984903985845712340124021875794715156640620381724766885457457321427161986096941364884604543608762327554668522499944969362948307701642927877563588549880603962963824915048074789525961583893330093<201>]
(62*10^232+1)/9 = 3^3 * 677 * 68683969 * 1882522351<10> * 1810073271723035547961253941075359460759<40> * [16102936004707671056082608126505236770415656947097042624973565043751224635925996300642769382882879359511516085886633798678827341751174961479730602974518830414316402128006871<173>] (Serge Batalov / GMP-ECM B1=3000000, sigma=121813158 for P40 / Jan 9, 2014)
(62*10^233+1)/9 = 839 * 5581 * 7067155321<10> * 537503019035707<15> * 2205632386797083390287<22> * 14788759314271708846925698803282521<35> * 97878155303880553477887920720121946954518519407731<50> * 12131067122908389574779805900256093797813519169928167308834499696161106830334685638675057086968389<98> (Serge Batalov / GMP-ECM B1=2000000, sigma=1631373818 for P35 / Nov 15, 2013) (ebina / Msieve 1.53 gnfs for P50 x P98 / Sep 11, 2022)
(62*10^234+1)/9 = 7 * 1868693 * 29410121679512597<17> * 2985755253368561087963072092229573105117341<43> * 5997388117263061554889991679656055311708266618045204800689934722238159346778567116879459061285242516023639452136929370722550648575091582914782702826168994582954863723107<169> (Serge Batalov / GMP-ECM B1=11000000, sigma=64906969 for P43 / May 27, 2014)
(62*10^235+1)/9 = 3 * 17 * 50452216281588403311521<23> * 9600237981362451588159766649<28> * 21952473987397178092520330041751173<35> * 20501815348587987637344525206041616079320407<44> * 6196421715889571244427390472182976043282393045310658638309210830758811530325521369313624712992762049210681<106> (Serge Batalov / GMP-ECM B1=3000000, sigma=1595430610 for P35 / May 19, 2014) (Serge Batalov / GMP-ECM B1=11000000, sigma=4262237335 for P44 / May 27, 2014)
(62*10^236+1)/9 = 13 * 53 * 367111164727192421<18> * [2723531267241061063650059103221190296667074681668324271064211954188434250423319752471710509286684799967413233166320676991787066606988819182274931127457312485369952125177238480832866653343275873039363224080112918093781<217>]
(62*10^237+1)/9 = 521 * 2213677 * 373230859 * [16003672656760033326260286074136013634991815459133166294309968082987260146713761681333947978769871917689145136726809578364559553882012186885753198400661163555575804649538436907977640442403200354384707512075168394133044063<221>]
(62*10^238+1)/9 = 3 * 1534139 * 3219901 * 732608251702139<15> * 814004260122069251<18> * [7795109354563490771708644809863388036079212459880038270481876067275846739546755538379843811629309514680815708316545107891376718194387207896874651348184940560120649421027253135703418994564183053<193>]
(62*10^239+1)/9 = 3648160739335232143<19> * 18879872251354230326588135741<29> * [10001753881757847361931219507480759548470013238000100791607376292225461518782419394124017541800991819316489171552486353843203225705501602937675920886167441160083954324115760898805054346943840003<194>]
(62*10^240+1)/9 = 7 * 769 * 7963 * 160711918129636977879671207574137036424171641717942905800204846002975747060343781819096697875288126983753717736489486261309683257779679673722456442994066041623282549170763958696508246630095943900508477215408671964814997603020623012141<234>
(62*10^241+1)/9 = 3^2 * 19 * 673 * 117582486383<12> * 15503339885689847101<20> * 1731871523175285854268056383<28> * 572179195681126654503304831567<30> * 331377001193353023537008749017113305600187468263635858199061209127376773247486081442974491596911809584894566079773662924934814951186178112263715249241<150> (Serge Batalov / GMP-ECM B1=3000000, sigma=1604879190 for P30 / Nov 15, 2013)
(62*10^242+1)/9 = 13 * 257 * 2544739 * [81026943859962367882002360719199090564988618459959530258311620037748944736314480606466683615127403075029324600762459900737316948621949968261583382721924931026105801549239769455646196282267079085190692557372221888526476239975752114111<233>]
(62*10^243+1)/9 = 23 * 6857 * 10680148111<11> * 2229722158256470358781731<25> * 506253027683124826786270954362129609181<39> * 184116007061371098456265217330029342151238961317059<51> * 19678862355260975785467026288815831598694122249518384039071865644973284180481962187425848967935312512458643109920741<116> (Serge Batalov / GMP-ECM B1=3000000, sigma=2396420688 for P39 / May 19, 2014) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=970980490 for P51 / May 23, 2014)
(62*10^244+1)/9 = 3 * 29 * 1663 * 6324091 * 119773963334149820629025517112043<33> * [628604009818573395829616312340235511153437524267814177576032227725996110066688010047082259078465751394155994944738972430636204796174034088688286675427609409823725687254651411195804674081948844657604713<201>] (Serge Batalov / GMP-ECM B1=2000000, sigma=2536032117 for P33 / Nov 15, 2013)
(62*10^245+1)/9 = 1805806148903<13> * 2599844662976686340401443349<28> * 146733964738250164309303981073530708865319829625968380426824354925826670061544739645840943750845285194375920994114438084376113858784481326198252257331093821587910640191140910641635008699821638265620620540387<207> (Serge Batalov / GMP-ECM B1=2000000, sigma=4166567423 for P28 / Nov 15, 2013)
(62*10^246+1)/9 = 7 * 139 * 660653429 * 10716738814531864659635320974866289363916844170556142611231668507912596784126480723838581069084387082990366193779046655339958365011475077059018867584683150743401337422803321111314313593211632983325082708597839878505394482568197834609417<236>
(62*10^247+1)/9 = 3 * 1997 * 67667503058359<14> * 245881719677988522824358094387<30> * 47903463502486255491355303391071674089558809<44> * [14427017299498798576761355412440126004509545798304063237614537817668755588670589172922781616455697968378405289476955586598979986176544665751994401145200093307<158>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2647736170 for P30 / Oct 29, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1834468008 for P44 / May 26, 2014)
(62*10^248+1)/9 = 13 * 43 * 206557823 * 372655805688717370020337717482593<33> * [16009871009407785274901555778391975082391876559813881120256738142935107821268802823507029129291737590352232946724922764607776737926516060162674228381780287490153992762332337502287907544666099227106504743689<206>] (Serge Batalov / GMP-ECM B1=3000000, sigma=477461861 for P33 / Nov 15, 2013)
(62*10^249+1)/9 = 53 * 83 * 17498311 * 10090168369<11> * 297560430707<12> * 3720011623509911<16> * 8542875271135505407<19> * [937944482124679372321545697233411153768345784823083450929942767544229837701628582656808274927807157090182163314310886271246128744833293111117350806840983698828650654984975433938798211<183>]
(62*10^250+1)/9 = 3^2 * 6073 * 172421 * [7309930197987880821285286564893983566575845456416888961328599360709255158732102809463516463278764262390381024670741911085442781693612532600461642609326371026299980686340281237245720374905409209956563152900737053993008462748764658867907830437<241>]
(62*10^251+1)/9 = 17 * 249721 * 61442933 * 479185131645754247227<21> * 57696687412320089299859650651<29> * 16128920266394408695926855379259<32> * 5922618326231783057981902432581395556934254363904078659732104840693639879953724382041029548767652604027518349120473630399574381411861301952364243081632890383<157> (Jason Parker-Burlingham / GMP-ECM for P32 x P157 / Jan 2, 2021)
(62*10^252+1)/9 = 7 * 3167 * 1257394822102557731<19> * 2083345592833325574030259<25> * 13073979426778114342940610859<29> * [9073237803352913584657741464531429958187315058974607847287425878052174626562454730660446717490366950665347976709618811449231812879487951683687192194701777233142659365691687184571<178>]
(62*10^253+1)/9 = 3 * 53381969238070247<17> * 57712325811709886839171665309891292441<38> * [7453577266640111485380566620630528321961568764036329244298180076327699345706806869141580851967021294530281955559850071313984405952685417377499458556866531646735135288716718352800297914495706224043069<199>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev [configured with GMP 6.2.0, --enable-asm-redc, --enable-assert] [ECM] B1=3000000, sigma=1:1233704789 for P38 / Feb 15, 2022)
(62*10^254+1)/9 = 13 * 9431 * [5618858338612341369207025022951223778283475028252888501006410029843387917823290530320537742868354680463682690381873925506626174635929699019509219912146431073374133495011450689533607569870956574381449792328808339835802459066163869472108259087370528363<250>]
(62*10^255+1)/9 = 23087 * 76710659374445051<17> * 3889788260997600740825560064567028658320636530155129977494300000867241231346591980547915158634766084741202237486329609312063631083129446204211674485680885848254160087653689230940891891468014993207949328591582402678955323294776686792597<235>
(62*10^256+1)/9 = 3 * 221083 * 192921093174450456986164817565261037<36> * [538384889153123980798548522817163539846009988692087073812695885503117431450477961247561079771842023536436821000579516682064132830927643863836114543548108811602600862417767383947565109856144148472982214442513925446253<216>] (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021)
(62*10^257+1)/9 = 8273 * 583861 * 16444639 * 339565832327<12> * 10324359031873189<17> * 2473803853490283833089588468252847780708416615767776420686451226465220322629153995381204598763168108868194350432228682542222635248673330712610212157867573244108579743014694013921187472533683693973416749155384266089<214>
(62*10^258+1)/9 = 7 * 14479 * 333603364075871<15> * 207669279364168582193<21> * [981092361959448896249087912495562743207187467163142165927095776765619290941616475833854440362567860719230441072862425950328939546776721614310128020737112708297378363190923799179957202239674037316398833354492132570876671<219>]
(62*10^259+1)/9 = 3^5 * 19 * 540863 * 583501 * 110559853 * [427624890038441872183077701169855666068876231185167626335550081233228116611943799231803976282302332080651414227734365301113716634202668888595034659982456023957596632407587090219087522770013543033532927336249058335745857432429222803575703<237>]
(62*10^260+1)/9 = 13 * 10289 * 4822878443<10> * 287749512907<12> * [3711177678575914339485116224845913129943518300210128079578271605679120986467115843067180479374719120056709302054503504932101490797767349154743595673916690066590513148577090252372432517630913300556106809128746791393788585227571696340277<235>]
(62*10^261+1)/9 = 126761 * 6211600529<10> * 175873078729<12> * 2332722361475075986543723<25> * 44057621007708731277302292751481<32> * 4743281423582555194749362933727862223009<40> * 694190583566981059922399739815486137388279<42> * 147000540940995821201065886685895216651950878989307415412890160417094001836244590787860554342307573<99> (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021) (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1054953391 for P40 / May 15, 2021) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:3239580627 for P42 x P99 / May 15, 2021)
(62*10^262+1)/9 = 3 * 53 * 71 * 8839 * 915181733 * 1005731158278638241424313<25> * [750069187130444109722589025806710897034967174819535991581347764034981874848523208095806256013680288127131795393211499434602974241509374056086237792001278065210810316278246425469696205213160190361451468253003612352740966371<222>]
(62*10^263+1)/9 = 1361 * 212712246156656686281342818431271224117<39> * [2379570417859815964135391031655992598069495182453370281438204316738019976207450768358303505736669220118517974065629167946114154168692430753873763375005326827113368670345221782027493352835316554792597119499434448622017837797<223>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:2067832079 for P39 / Apr 15, 2022)
(62*10^264+1)/9 = 7^2 * 47 * 509287 * 13515167 * 13396678123<11> * 32439497054296568419123855264417150378173345460196670538857467420112580504464460935299412200377145407331543275996579053269187079167461781561555227991668549833326024397997081091706790808773776285067848181923445651636707701096138482024785789<239>
(62*10^265+1)/9 = 3 * 23^2 * 634903 * 317160187 * 12225916217<11> * 46163179197002474077<20> * [381952259169059499857641315301831603728754616537601210996360445916892469795335272396445363596062811118787221726370181630636510231675799180349067294966916529727018906557621581082922116204940572971440318333907765448392403<219>]
(62*10^266+1)/9 = 13 * 50922845878658489462437<23> * [1040622378366748840848450982349225374112940636531366660346190260403511155549432191220393308121508699686981525833589501420199496452878488846275658823456536757716036269005610028885737793269739415395465845045600821338294438023557711374751800970969<244>]
(62*10^267+1)/9 = 17 * 379713557588863<15> * 81784744405453980532986279032233<32> * [13048838441034501589495508508002441722540701994124404186006500098578516228212786907009741709177512084395769801142333295300024453234230014236362722952650812542212003860575595750795398084514703197167809504940521717405329023<221>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:696915375 for P32 / May 15, 2021)
(62*10^268+1)/9 = 3^2 * 37799 * 136979 * 38658354834089<14> * [38240978893352491982525537839514627179368616009486409359696435156856462805222972221704492552952177970944885406516576018039154299800117656067644102389802035444416794884737173418409362043246554657688554985114786972525391319766386037088657429506709<245>]
(62*10^269+1)/9 = 43 * 383 * 1289 * 8219 * 225733 * [17491014479362674787231637281736112985382413308362077784079821629898472890971125610774541818606048759893560865365009574817086974013868321759368591027042880112712644191785385858458415919676602727561371895846336314968594277385414064173804150582370703098027<254>]
(62*10^270+1)/9 = 7 * 61 * 2281985799260455829967289561<28> * [7069820177326165061729687445255363533831573783243831094735583910432949808453446882735935003001026195955444619388381250384153208423679049282411565683601947227557346978954700343966781556687954835925381278161325836351144542453957326114458685987<241>]
(62*10^271+1)/9 = 3 * 379 * 947 * 3793 * 30801608882149739717<20> * 547624023488677408113925834919184170692464161713386321812692201242103094515001434225663083244121842900797238605681557062197803060331593095788565288622662450358404529116982608552842803067978275399029778422695387649510665768913633441221449721671<243>
(62*10^272+1)/9 = 13 * 29 * 419249 * 714378459679<12> * 604743740082462207130664859899<30> * [10088719838511297342233332865222198510832596957455551489656860293553421468989696534232988430755217049162524856168063145565576345458412650440835351275155475017093726096314790761074086508578191108162307587438978581438447427133<224>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021)
(62*10^273+1)/9 = 18371 * 21555806417<11> * 17396108517758377197813595749845489918945887310957141201812417702196613358303525746685836063149762396540266035683325961327201127537960470824821515106069983284453593186477090198143219954539017401505936054163825634661476504316412684661295835039504992392256595427<260>
(62*10^274+1)/9 = 3 * 223258439315023237<18> * 31115452764137210633<20> * 1760591633041443641928814134710039273<37> * 1877523071437301232010268408993533293399351754673847904075251929957606026708181512346527179111880128734755843364629686202395004833002109859866271491674380488179299790785198625850396686962910994320798311<202> (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:2269025870 for P37 x P202 / Feb 21, 2022)
(62*10^275+1)/9 = 53 * 191249 * 22624317486126187929265307<26> * 102525815157132431752598269<27> * 29299851546639548361911426127161527921249282944018469111524426203932257080286043911828423766544173751789155710017345325959716662802684074028779615770744809044752284227621599122967493399111640910953583698623685228533739<218>
(62*10^276+1)/9 = 7 * 1531 * 14001313 * 1395757019<10> * 9048035651263123286640793368858179243<37> * 3635323478380817318357922544446420312247647592299016566269054089844733727705180346193324264463396762600215627850504122118222477305997445617674576000539664848364390194163258843150018398518001501835931941787576792411263877<220> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2669765326 for P37 x P220 / May 16, 2021)
(62*10^277+1)/9 = 3^2 * 19 * 43099187 * 90329258869<11> * 17275276514931811931463282840068843567<38> * [5990051236358653360849149738695812002992537470455461531105826819993723739473038065928715807061579390665518697511025268978251764843048160105245386724734944140617397663776638228424518827175411741811907213278185166897398059<220>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3439091980 for P38 / May 16, 2021)
(62*10^278+1)/9 = 13 * [52991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991453<278>]
(62*10^279+1)/9 = 5386648199<10> * 178437178663<12> * [7167128968837349245403655577415417987096115092545434556132270249887901036625819938502555638618982932079530869068505817305482957456191672169609185375960801893679186356881011019858210695531157298633846959087916013181877296125778512411771646966792856810379117097<259>]
(62*10^280+1)/9 = 3 * 75913 * 32759581 * 9233650502339593304115605711206976123832339931005235456600861974676968597451325385411783293640873411884604573158678400748744728737863751948636218997644029150871139997577788986214610264257356205943650542458315289383172516417759387853783754085551695017803850385109599671<268>
(62*10^281+1)/9 = 1512226811<10> * [455546009287682764731043304382261007862059978308960750788387449697774792916886651395898897925893795629106121494951387215478279791515274813421416642829835986084027238483400284647438967334172525055759568125319323470775898635280107389187724756513980949970664743682347587268699<273>]
(62*10^282+1)/9 = 7 * 503 * 57224292404231629<17> * 222898482389589210688340041567<30> * [153389493083917503700470691389505544088600018101693600576172515628971760219030256444979899603957129346879458062287938804817548192569138128856357715553422346965873855142164343655101763530906866801716309546771784523001295309253678816963<234>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021)
(62*10^283+1)/9 = 3 * 17 * 1657793 * 4792773101<10> * 993240108713508300758423711<27> * 171162091443816542077614464623965719050754405072631200566062510907449813175834002058951864464610229388305856111030427908358362441486987564854659785636262569545959590431665762379999913838408022770320403187636076800344930967634519587138672593<240>
(62*10^284+1)/9 = 13 * 19207 * 63009863683421967689118319<26> * [43786249894853843286239969417715465112231645151210172098260291456887898202842360817274418967475023475856718609265771182264068201498188006958452243414174065139201388899445008497328022417515151157064540947928515940032138516757128814477587964577005039218741<254>]
(62*10^285+1)/9 = 523 * 823 * 1277 * [12533049608862553749668639560511619032797243678848635436236726729024689235873927569206293634114168784871822046587461055774472859898075697738467212726665334156875171628617341816156541316657428383975906860020839344408813125908621207421033675852098497955707089666616083480591258833<278>]
(62*10^286+1)/9 = 3^3 * 3449 * 283185121 * 577748321341248574754574907251881<33> * [4521505861100145330830430176036809734552148219261972622852256112257261402692789746610786970116379631697298924016316841805755087957106667101835088393542615925332484265935502932011850345425535229849101413777630078219595965406789907930902888443<241>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)
(62*10^287+1)/9 = 23 * 59 * 359 * 7723744566553<13> * 2033848781071679993<19> * 69954752885278314016673<23> * 1286800126188688389753922376949735863079238819469255547144790667617830891540635266591785957157109436863274564885684867864293424302470413577032295172289921398358781682810940423000138609023705159331093617658535778658240486132750859<229>
(62*10^288+1)/9 = 7 * 53 * 26228677 * 87898649 * 1205195772343<13> * [6682809571320712868231011017745648044301916086054507840165998447502892455653870330770821291574876838333259352265664237940230504296159265902666488138121527492732994909089404379878186498399279746954095063243364643610548357192548238836163560247965540923152573081<259>]
(62*10^289+1)/9 = 3 * 521 * 15488651 * 16287474201953<14> * 16367499820095365321717<23> * 575256850630099776781597<24> * [18555758986324298887871600699293924942816525325449384765840854786668344613007408154151902147242448880912874400853365391126894000821917430948956230341255041765689892728782431897720985513695204308650998305164885933508094449<221>]
(62*10^290+1)/9 = 13 * 43 * 83 * 181 * 137539501277<12> * 78337552825635581<17> * 7613480839730835321223369649730103002396172374695179141292014702671826880619377263047890587852091382495867473991923292778969306623761452313431241675846171210007655399401378886423366893773274704930019537560443398004357957599173123236494710950557148269718321<256>
(62*10^291+1)/9 = 111659 * 61695778118099650622779076374397844230101370143820819538853911363068708199866458493170177853006823354041222730714845098817729774482029114436712570315772923713170356969782004933672063057065609479655817165556640207138599565542310865124073195075084757062922728028093471094035311877133852971<287>
(62*10^292+1)/9 = 3 * 139 * 28447 * [5807331964545189290032217672739627868603044703595696695827622126762798055341831689263604173901829544672109654117087857935725217882899478333926290026906773991406703558773304530465455502625471364509732718389331608967873099605643756283099977406668658581530505666593147717328416359025597511<286>]
(62*10^293+1)/9 = 1051 * 1487 * 2171899 * 816276460282789298621976754121<30> * [248632901207199885820960261836360065782566860263689891682099561177072546758861498931337884968703974255038318802571367797943557005249555262680787219439185832551431623956313081796525826234149278416845398743270656014940665691066195245538830169718015732343<252>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021)
(62*10^294+1)/9 = 7 * 39869 * 11319677 * 69634417 * 3426611174749848377757414983877653395283<40> * [9138880358779218002800690528185703878147327655511239304433923223343442903004132651603312326098610862683734429692874992136759501773813295324619591028254906959786298545005967454257860098085414880187958154264428059045874670446847146702989<235>] (Jason Parker-Burlingham / GMP-ECM for P40 / Jan 2, 2021)
(62*10^295+1)/9 = 3^2 * 19 * 313 * 135222111109<12> * 487939015919<12> * [19507224146199616983916653687948689967011662864297421489233421425818832497048447625441611901060249268077004554709788750547768438751361978647431711106801480610128886162001539321710732090990567182473590619629113783724403007492977888574418942849661351626862370322364772233<269>]
(62*10^296+1)/9 = 13 * 179 * 491 * 458667687861986581983583<24> * 1314538041011371493748214739974333201081612762616057506673751665057071974702316789956913761839032485703095195313499568419840620625376313660501514214128317742697009567907514349730673918313056233726713748418726690144436174012258782008509195570543003171330541635555016019<268>
(62*10^297+1)/9 = 71 * 1016089 * 16882927 * 90710481510945787<17> * [62352499368110351111238858037855651174056997911846789919806143390736059436220325119470416672131166271017728565139891288179131442038978372293136362098144401427347281907033904613342943626020872498593872848514569339275815828306004697827207934808172240021658711201479419<266>]
(62*10^298+1)/9 = 3 * 277 * 557 * 29223853 * 875976041 * 5813842450037555645391697014095412194661971584179457364262409921037557717223617610855192229313067331694973504052941655925798854629687225973857881054572651948151949410645828107325586222996062732134234347138992324522712471368863356177834737390870321779525197838683406181760288279<277>
(62*10^299+1)/9 = 17 * 48779 * 91801 * 482934911 * 8824919913697<13> * 21544245476631313<17> * 98557411985571406042040304764211722638146789609262294542196808544949125673284767288022166840601629051901151162979565356887285532860012602733756769346319311939547671154867569754117498026913854024751618917838228687904540796026954047716575180394315622013<251>
(62*10^300+1)/9 = 7 * 29 * 127843 * 265446002094428895944871763271864473580910794982904442594628320816719464090552605101835340325600604439384872389039407475544256461151564439622232491557393572176251470115954220514582402425977802780222342794646592920715248020264113548791657473993323973107905285492719648892346708391010575236000441<294>