(49*10^1+23)/9 = 3 * 19
(49*10^2+23)/9 = 547
(49*10^3+23)/9 = 13 * 419
(49*10^4+23)/9 = 3 * 18149
(49*10^5+23)/9 = 443 * 1229
(49*10^6+23)/9 = 5444447
(49*10^7+23)/9 = 3^3 * 2016461
(49*10^8+23)/9 = 544444447
(49*10^9+23)/9 = 13 * 929 * 450811
(49*10^10+23)/9 = 3 * 80341 * 225889
(49*10^11+23)/9 = 17 * 32026143791<11>
(49*10^12+23)/9 = 673 * 16619 * 486781
(49*10^13+23)/9 = 3 * 149 * 10781 * 11297621
(49*10^14+23)/9 = 31 * 1039 * 1361 * 12419903
(49*10^15+23)/9 = 13^2 * 113 * 216851 * 1314701
(49*10^16+23)/9 = 3^2 * 6049382716049383<16>
(49*10^17+23)/9 = 109318021 * 4980372307<10>
(49*10^18+23)/9 = 5444444444444444447<19>
(49*10^19+23)/9 = 3 * 19 * 719 * 1858757 * 714705637
(49*10^20+23)/9 = 347983 * 30889841 * 50650049
(49*10^21+23)/9 = 13 * 97 * 4317561018591946427<19>
(49*10^22+23)/9 = 3 * 71 * 255607720396452790819<21>
(49*10^23+23)/9 = 61 * 58031 * 6156811 * 24980887247<11>
(49*10^24+23)/9 = 7499 * 6010526339<10> * 120791872127<12>
(49*10^25+23)/9 = 3^2 * 621033067091<12> * 9740838349213<13>
(49*10^26+23)/9 = 29 * 59 * 130267 * 2442694471205782531<19>
(49*10^27+23)/9 = 13 * 17 * 2131 * 941449 * 12279510327999553<17>
(49*10^28+23)/9 = 3 * 173 * 338269 * 310115885439467996477<21>
(49*10^29+23)/9 = 31^2 * 18047 * 41809 * 8176111 * 91835079359<11>
(49*10^30+23)/9 = 11069 * 491864165186055149014765963<27>
(49*10^31+23)/9 = 3 * 6396347 * 2837267607299627138450767<25>
(49*10^32+23)/9 = 47 * 46877 * 898421 * 10583389 * 25989100495877<14>
(49*10^33+23)/9 = 13 * 418803418803418803418803418803419<33>
(49*10^34+23)/9 = 3^4 * 811 * 5483 * 151157413378510841504959399<27>
(49*10^35+23)/9 = 1879 * 35977 * 1209347127983<13> * 6659641741907423<16>
(49*10^36+23)/9 = 409 * 266274119171<12> * 49992091421087288258173<23>
(49*10^37+23)/9 = 3 * 19 * 163 * 87520201 * 4295916487823<13> * 15585723738779<14>
(49*10^38+23)/9 = 297313379907377<15> * 1831214069861426973912911<25>
(49*10^39+23)/9 = 13 * 102317 * 490463 * 8345573189123652102361240889<28>
(49*10^40+23)/9 = 3 * 997 * 18202756417400349195735354210780489617<38>
(49*10^41+23)/9 = 84584821 * 6436668399930106188253852833056707<34>
(49*10^42+23)/9 = 6059957 * 743505820981067791<18> * 1208369222261861581<19>
(49*10^43+23)/9 = 3^2 * 17 * 355846042120551924473493100944081336238199<42>
(49*10^44+23)/9 = 31 * 7717 * 8072111 * 281939711644781309513401708401251<33>
(49*10^45+23)/9 = 13 * 36899 * 1129441 * 142953774796037<15> * 70296943926151223093<20>
(49*10^46+23)/9 = 3 * 2649803939287<13> * 6848864506191121649952116036390227<34>
(49*10^47+23)/9 = 14107 * 38593921063616959271598812252388491135212621<44>
(49*10^48+23)/9 = 3520902953<10> * 1546320508438178598228590381839031745799<40>
(49*10^49+23)/9 = 3 * 701 * 3892705984712405227<19> * 6650628592330360843773853387<28>
(49*10^50+23)/9 = 653 * 23653687 * 35248573316946165420949926717827260724477<41>
(49*10^51+23)/9 = 13 * 457 * 916418859526080532645084067403542239428453870467<48>
(49*10^52+23)/9 = 3^2 * 2063 * 47560453 * 61654651984080237914522669591104205286997<41>
(49*10^53+23)/9 = 544444444444444444444444444444444444444444444444444447<54>
(49*10^54+23)/9 = 29 * 36527 * 2758851294611121904531<22> * 1863001806192589654593317639<28>
(49*10^55+23)/9 = 3 * 19 * 1484081 * 336752702219117<15> * 1911217091470246574723640711617923<34>
(49*10^56+23)/9 = 30713 * 1032610548527<13> * 49970333193731<14> * 343544126861763580320691187<27>
(49*10^57+23)/9 = 13 * 71 * 450917 * 356688254947<12> * 3388804140579204653<19> * 10822310312276471887<20>
(49*10^58+23)/9 = 3 * 151 * 34273 * 1105913 * 3170898090048344238354610096263963225139365451<46>
(49*10^59+23)/9 = 17 * 31 * 439 * 2749247 * 855982084935120913143738564933081490560650466217<48>
(49*10^60+23)/9 = 37061 * 146904952495735259287241154972732641980638526873113095827<57>
(49*10^61+23)/9 = 3^3 * 1591901028262227058601<22> * 1266699920126963599459471087709359961861<40>
(49*10^62+23)/9 = 257 * 14407 * 34963 * 106031 * 8722150124173501<16> * 4547595060994571921919119172001<31>
(49*10^63+23)/9 = 13 * 3916067 * 21332205404963845942513<23> * 5013307549690114660834346692378489<34>
(49*10^64+23)/9 = 3 * 18148148148148148148148148148148148148148148148148148148148148149<65>
(49*10^65+23)/9 = 68743 * 141181 * 2019071 * 70159321 * 396015210817920698511771859685715174745499<42>
(49*10^66+23)/9 = 4148399975868923<16> * 1312420324972172491252762917786783549393016068166189<52>
(49*10^67+23)/9 = 3 * 1033 * 2837 * 381097 * 7070747 * 83749873 * 27440225338799690487290717634977961178067<41>
(49*10^68+23)/9 = 544444444444444444444444444444444444444444444444444444444444444444447<69>
(49*10^69+23)/9 = 13 * 19529137497392378360230523839<29> * 21445054542697515018795795085159736565221<41>
(49*10^70+23)/9 = 3^2 * 6049382716049382716049382716049382716049382716049382716049382716049383<70>
(49*10^71+23)/9 = 173 * 3147077713551701991008349389852280025690430314707771355170199100834939<70>
(49*10^72+23)/9 = 156210107 * 172258354006379<15> * 8944034563413981243931<22> * 22621983371761126628890065029<29>
(49*10^73+23)/9 = 3 * 19 * 79393 * 356831 * 46279850883552052499<20> * 452652777593690168933<21> * 1609447388169159665111<22>
(49*10^74+23)/9 = 31 * 12377 * 469970044270507609413448199847821<33> * 3019300290405540247493093722873088461<37>
(49*10^75+23)/9 = 13 * 17 * 19457635558421<14> * 1266109396990355830573109924406012503799982632757502837736767<61>
(49*10^76+23)/9 = 3 * 2165077 * 42642452110771<14> * 535159241414104678650151<24> * 367310860484754989150835202089197<33>
(49*10^77+23)/9 = 1171 * 13063 * 1063963 * 617333498366117201113457<24> * 54188531216114264124179267094352376473529<41>
(49*10^78+23)/9 = 47 * 131 * 1707514103899379<16> * 517869241795867711166517328700497435848064256006725165398649<60>
(49*10^79+23)/9 = 3^2 * 6737 * 14586417045162411118727145619<29> * 61559613906592010017142116271510787856379034061<47>
(49*10^80+23)/9 = 142502539 * 20997464023<11> * 15421403849431207<17> * 1681201036479152791<19> * 7018116334122151547498026123<28>
(49*10^81+23)/9 = 13 * 32663986631417<14> * 30164708419017745632991<23> * 425051836997084321656964673996455160950007277<45>
(49*10^82+23)/9 = 3 * 29 * 973108757 * 1605531737<10> * 11394298073<11> * 62242434891983<14> * 564780758514542950739985067063804107851<39>
(49*10^83+23)/9 = 61 * 29665621589<11> * 300864040033930709720918031010573146996201011252666275539267242465288543<72>
(49*10^84+23)/9 = 59 * 14939 * 1131133 * 46718369207123459687<20> * 116890356823977584371322567483992984872533734289387557<54>
(49*10^85+23)/9 = 3 * 6869 * 425977 * 74471964139<11> * 83283667319481771468149040782682809036512680958498280271939640507<65>
(49*10^86+23)/9 = 3659 * 11953 * 71341 * 2352191 * 11816397547<11> * 21823431813000487<17> * 287669835653160412728076099583394941868379<42>
(49*10^87+23)/9 = 13 * 20514472949<11> * 20415022108761211217350072355661902382652502958213767143211797013124365958031<77>
(49*10^88+23)/9 = 3^3 * 21839 * 1540968428915779067<19> * 165254440932244154717<21> * 362585287442370769035879302035991750786036941<45>
(49*10^89+23)/9 = 31 * 181 * 21509160576667<14> * 4511176716671176876157431014055380570436118712236297303399771232228635431<73>
(49*10^90+23)/9 = 85321181265091<14> * 1323992637991807596305030427718972103<37> * 48196016097679431628964425011141472858339<41> (Makoto Kamada / GGNFS-0.70.3 / 0.28 hours)
(49*10^91+23)/9 = 3 * 17^2 * 19 * 109 * 2744459 * 1583915255071<13> * 5451676399339477502741449<25> * 1279486230160054359718564006101339567041711<43>
(49*10^92+23)/9 = 71 * 57163 * 134146766472955998190606512299875952568660079403387457720840414708431866186574553283739<87>
(49*10^93+23)/9 = 13^2 * 547 * 39873151824631<14> * 21933741613405982785807<23> * 67342037183972147733723729606668028762482702444779637<53>
(49*10^94+23)/9 = 3 * 2819 * 6437796434249077030205089800691077739676533575079158619421123855320378910304415802819492071<91>
(49*10^95+23)/9 = 197 * 991 * 133321 * 17978934257610099241080177700169<32> * 1163459266834798759849575802801785115184178407078003389<55> (Makoto Kamada / GGNFS-0.70.7 / 0.52 hours)
(49*10^96+23)/9 = 233 * 311 * 8576453 * 6179533115496375800381<22> * 1417665872301693476021276553850660967646566647431173156711756033<64>
(49*10^97+23)/9 = 3^2 * 337 * 540041 * 33239495801384190519227269770650410151293121766050891256648475678980801397496832082209599<89>
(49*10^98+23)/9 = 14256849830216921412325403750926799<35> * 38188270966459397066689511506075436727194098828444275916194795953<65> (Makoto Kamada / GGNFS-0.70.7 / 0.92 hours)
(49*10^99+23)/9 = 13 * 765629807 * 2560679780719<13> * 213617148359960743887962061434529560136512244143551105276660618840665006718843<78>
(49*10^100+23)/9 = 3 * 927763 * 20867495932900087617437760966779099891<38> * 937399958282250182008497354923138905594006529997793695053<57> (Makoto Kamada / GGNFS-0.70.7 / 0.67 hours)
(49*10^101+23)/9 = 379 * 1436528877162122544708296687188507768982703019642333626502491937848138375842861330987980064497214893<100>
(49*10^102+23)/9 = 7507 * 3099199 * 35629289 * 6567960550636991722394316759657409790872493008890581830381651170465964538956609479811<85>
(49*10^103+23)/9 = 3 * 64416300493<11> * 6869355891685989271<19> * 4867902861120307651695934566143<31> * 8425168906064609330570320738771341035976481<43> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1630259864 for P31 / Mar 21, 2009)
(49*10^104+23)/9 = 31 * 2535641 * 6710009 * 727951692218984265997<21> * 1418007241308125290953947100516768397530541012424256521415128185518709<70>
(49*10^105+23)/9 = 13 * 383 * 22836878661787<14> * 8826952525237943890264136249270127045523<40> * 5424552404957910644841771060466930025704564553893<49> (Makoto Kamada / Msieve-1.39 for P40 x P49 / 48 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 25, 2009)
(49*10^106+23)/9 = 3^2 * 3453404397893<13> * 1751715703999290585364369136557568666668803658419081189662695392022052762497160160747724527931<94>
(49*10^107+23)/9 = 17 * 412784461 * 63256444323242069473713196879638132828513180833<47> * 1226525361201857409856065873971323956702057027360907<52> (Erik Branger / GGNFS, Msieve snfs / 1.22 hours / Mar 26, 2009)
(49*10^108+23)/9 = 167 * 179 * 1669 * 12291662133649<14> * 1393545177403381927819<22> * 1630577839098919107831295533229429<34> * 3907100022443078677452164438060609<34> (Makoto Kamada / Msieve-1.39 for P34 x P34 / Mar 25, 2009)
(49*10^109+23)/9 = 3 * 19 * 1423 * 17231 * 16573900022535009152508743939<29> * 2350382893823050615039239673601389515763250230420510144123408695197016253<73>
(49*10^110+23)/9 = 29 * 18773946360153256704980842911877394636015325670498084291187739463601532567049808429118773946360153256704980843<110>
(49*10^111+23)/9 = 13 * 224197 * 328753 * 1413825379<10> * 4018971472193464911299729180501682003324088388609631453468518897622810050182922925600323621<91>
(49*10^112+23)/9 = 3 * 2927588504484992059<19> * 99420303465963405247548041<26> * 62351541984091088735646423141156570037855235676337787315925882539671<68>
(49*10^113+23)/9 = 616207 * 8165809 * 108200115809417703020153677058072011064487445590935936914478619024791899350407213377325654881656629569<102>
(49*10^114+23)/9 = 173 * 12368381 * 74742135287420527<17> * 247327533287733686905147967879684105156101<42> * 137643797336925959578449734003591226228256680197<48> (Makoto Kamada / Msieve-1.39 for P42 x P48 / 67 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 25, 2009)
(49*10^115+23)/9 = 3^5 * 307 * 9929 * 721213 * 90809269491488314689961<23> * 1122301859325435925178926323775364040103313129133266399328307020686213494886851<79>
(49*10^116+23)/9 = 463 * 5244346067<10> * 17756245956900931<17> * 12627869495017766874807505817815715199957569646054391276531127240167705251050203940695097<89>
(49*10^117+23)/9 = 13 * 97 * 24919306337<11> * 799174994407075697869<21> * 216800684154032486032735475656950198065020846482258650917931231700778205332128298759<84>
(49*10^118+23)/9 = 3 * 163 * 1593269 * 15910289293665460540700312777954637144135377863<47> * 4392153693257523977981110166469894720194709254490343305931044509<64> (Ignacio Santos / GGNFS, Msieve snfs / 1.50 hours / Mar 26, 2009)
(49*10^119+23)/9 = 31 * 10477 * 2658959565215507<16> * 128844625542186266584897<24> * 4893018886705222619045267326391364716686569474927608342975482851428152635239<76>
(49*10^120+23)/9 = 65447 * 83188602142870482137369848036494330442104977224998005171275145452724256947521573860443480135750216884569872483757001<116>
(49*10^121+23)/9 = 3 * 15083 * 52627 * 1866461 * 2198407 * 7124603840479919365732898437556681717<37> * 782074692248656594203654067738974568526834648445247639018273171<63> (Serge Batalov / Msieve-1.40 snfs / 1.06 hours on Phenom II X4 940/openSUSE/x86_64 / Mar 26, 2009)
(49*10^122+23)/9 = 82810296647387<14> * 6574598407281805940525776432743141227030035913664051924234335080388445414529250479536947485955836003218170381<109>
(49*10^123+23)/9 = 13 * 17 * 211238769812171<15> * 29227505376576559543<20> * 1598121480912022761313440357587<31> * 2496813645472256470021930929734404388756439048013177572637<58> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=451615525 for P31 / Mar 21, 2009)
(49*10^124+23)/9 = 3^2 * 47 * 5135357962389043<16> * 3368287030458133460028581<25> * 489915916339324353753590507251<30> * 15188393471880318961821673497961540589484006532523533<53> (Makoto Kamada / Msieve-1.39 for P30 x P53 / 16 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 25, 2009)
(49*10^125+23)/9 = 114226159633<12> * 4766372660988544226884981301229355709721993542568673188060839167339359205089178106943040103007403577675740456051759<115>
(49*10^126+23)/9 = 593 * 281279 * 32640858127680555949327540468314099138131930235803960719397132303302826581139837857389909897928752564731279808884818001<119>
(49*10^127+23)/9 = 3 * 19 * 71 * 113 * 433 * 710836539955053679<18> * 18799021167500381699<20> * 20575435924256955224634307936830454711920256704237202653854320366341128089151240789<83>
(49*10^128+23)/9 = 5791 * 16451 * 13430260892711496624143275808375396407<38> * 425523210547380281621608549880770539602816541215414945259160078414911239467806700781<84> (Serge Batalov / Msieve-1.40 snfs / 1.50 hours on Phenom II X4 940/openSUSE/x86_64 / Mar 26, 2009)
(49*10^129+23)/9 = 13 * 699001 * 1426991 * 113092445337239<15> * 707574473372247023<18> * 5246931998768353756336451955837334200588275896197052346502599951830972918252095768997<85>
(49*10^130+23)/9 = 3 * 17501971 * 73252363323557941<17> * 428993942758885595851<21> * 32996855509687809536958863979157351239646304069243792659545238443607091090217746282609<86>
(49*10^131+23)/9 = 1663 * 23449818043019<14> * 1155209557118607634866301603249630313369<40> * 12085401163911818634847149173022128361640247401446141329665954189440760421179<77> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs / 3.30 hours on Core(TM)i7-940 2.93GHz, Windows Vista and Cygwin / Mar 26, 2009)
(49*10^132+23)/9 = 16980584111<11> * 65594212145907328803824064243879179779552967931235427<53> * 4888047585303310525809787280229165861700492433207353199793648310838651<70> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 8.87 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 27, 2009)
(49*10^133+23)/9 = 3^2 * 151 * 22469 * 1782996003043304908410788408120027244615578584076952739314824255596712561456824757244457401367235539546725810026819207287327357<127>
(49*10^134+23)/9 = 31 * 12776435967706338766256136853<29> * 1374618403655634373783803837570134325894467544513123656599513594333961822445240252114655724246644329975229<106>
(49*10^135+23)/9 = 13 * 15551 * 1005344693062810933520912027258803<34> * 26787791325737202548916567410163297961651803940100230936923958001195768311232370875084900124086023<98> (10metreh / GMP-ECM 6.2.1 for P34 / Mar 26, 2009)
(49*10^136+23)/9 = 3 * 11469748045393866785079980234484149679778904849<47> * 1582262145281932184224557733322428115520702729873734992229974599729019302327043912919001701<91> (Sinkiti Sibata / Msieve / 4.53 hours / Mar 27, 2009)
(49*10^137+23)/9 = 367 * 41519 * 111686516686440099713105228891396349952349160121<48> * 319918883357687655326884373101551813841497448613417153161897436456980513663260915959<84> (Erik Branger / GGNFS, Msieve snfs / 9.81 hours / Mar 27, 2009)
(49*10^138+23)/9 = 29 * 38961625822328227<17> * 25313147886092078297<20> * 1006724622431246948807439471011<31> * 189086992557053050151095484977625038500524612399344516998521322051415627<72> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2058858235 for P31 / Mar 22, 2009)
(49*10^139+23)/9 = 3 * 17 * 2207 * 1904082082311853<16> * 6244544042098850789167<22> * 2072759047416221070534804488754052236069702934877<49> * 19626634850383055370477280716473069938045234782973<50> (Sinkiti Sibata / Msieve 1.39 for P49 x P50 / 8.3 hours / Mar 27, 2009)
(49*10^140+23)/9 = 7855249 * 3463451441<10> * 3699276918378253001329<22> * 27796959205870392339930988248773<32> * 194612341990503743770859781459641738992074018963037180034701625109719299<72> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2896936602 for P32 / Mar 22, 2009)
(49*10^141+23)/9 = 13 * 417717737 * 237649169221<12> * 75672693320024537909317<23> * 25422400608002178538937352091939883519719<41> * 2192982932771281359086104058811103715388491439096170268589<58> (Sinkiti Sibata / Msieve 1.39 for P41 x P58 / 7.45 hours / Mar 27, 2009)
(49*10^142+23)/9 = 3^3 * 59 * 347 * 883 * 2606809451<10> * 10974894967<11> * 422487548822494189048430737716463004689438550629<48> * 9228349684211586458646457759478541784731866561768689933021851095303<67> (Erik Branger / GGNFS, Msieve snfs / 10.83 hours / Mar 26, 2009)
(49*10^143+23)/9 = 61 * 20390411779235816611<20> * 437721359333864053364418966158413146787807719779908729466162939467272393664403814180093614667300602644569951040942993528057<123>
(49*10^144+23)/9 = 4463 * 5084335385724661558411<22> * 18587922413311078500682008656078799844857539<44> * 12908079806624081195761137810924158501690725662669177809379445232500203387761<77> (Ignacio Santos / GGNFS, Msieve snfs / 9.88 hours / Mar 27, 2009)
(49*10^145+23)/9 = 3 * 19 * 1433 * 1637 * 13441 * 19121 * 843689909 * 12546029357<11> * 28099096755963360760156147612476659621363<41> * 5326723434107357287126667494376808424483238382966320913407508042003889<70> (Robert Backstrom / GGNFS-0.77.1-20060513-pentium-m, Msieve 1.39 gnfs for P41 x P70 / 11.59 hours, 0.47 hours / Mar 27, 2009)
(49*10^146+23)/9 = 367937719 * 4152854718155167<16> * 42507220291575390569061312126266571436511<41> * 8382427676288048262413847664914236679385164784376828071942780399395127187230556249<82> (Erik Branger / GGNFS, Msieve snfs / 18.38 hours / Mar 29, 2009)
(49*10^147+23)/9 = 13 * 418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803418803419<147>
(49*10^148+23)/9 = 3 * 461 * 683 * 1273580364222764178583<22> * 50942162569083495932825063490147390786014622365694977329219<59> * 888396736999855975410516186125965281921713380681765300530218399<63> (Robert Backstrom / GGNFS-0.77.1-20060513-pentium-m, Msieve 1.39 snfs / 12.12 hours, 0.52 hours / Mar 30, 2009)
(49*10^149+23)/9 = 31 * 17562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014337<149>
(49*10^150+23)/9 = 7901 * 55967 * 643180960573<12> * 7194601995431<13> * 82518567450982617869363296609<29> * 32243920902173361753657060708339071700371134100267166671566316537963799108713716881547423<89>
(49*10^151+23)/9 = 3^2 * 35141 * 216023 * 1077539993<10> * 721551372956281980471202568692439332262527<42> * 1024934935996861843669773828940876270110257891172988594032904817298182725911063379309446971<91> (Robert Backstrom / GGNFS-0.77.1-20060513-pentium-m snfs / 16.69 hours / Apr 2, 2009)
(49*10^152+23)/9 = 2861 * 190298652374849508718785195541574430074954367159889704454541923958211969396869781350732067264748145559050836925705852654472018330808963454891452095227<150>
(49*10^153+23)/9 = 13 * 20716979 * 52381302313<11> * 385929076950464962309552524502185072131368506468465466569270107291655354170741847112259603101178151814590011406600528872585644680414097<135>
(49*10^154+23)/9 = 3 * 1687247 * 21366017 * 41543185619911<14> * 4848429398226797<16> * 2704653602682999538731001<25> * 15595264321017014216400364321<29> * 59254974940972649271274163936281513384136999595078811066793<59>
(49*10^155+23)/9 = 17 * 106319 * 42741631 * 409065749093004214423575760361672489<36> * 6534980153883198524785693798616329050629060233<46> * 2636363466388369334313208869093679303721597028944419656356687<61> (Robert Backstrom / GMP-ECM 6.2.1 B1=1354000, sigma=3350466869 for P36, GGNFS-0.77.1-20060513-pentium-m, Msieve 1.39 gnfs for P46 x P61 / 7.17 hours, 0.44 hours / Mar 29, 2009)
(49*10^156+23)/9 = 17707721075698273<17> * 2033817327775288969990595237689<31> * 454500693687026425426203190166113666052452088501549<51> * 332616971158229236983081432079825089338499648979568233502899<60> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=763309218 for P31 / Mar 22, 2009) (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 gnfs for P51 x P60 / 17.89 hours, 0.98 hours / Mar 28, 2009)
(49*10^157+23)/9 = 3 * 173 * 1483967 * 4287431 * 16487880291409011359474728703378273825214305251731212524653158986359830110088103669507996315558386590584104825541637114950360792386700684165169<143>
(49*10^158+23)/9 = 2039647062871998809149<22> * 7561107105557510584961327966551236839939<40> * 487659925013640987505028384915301079926139<42> * 72392919040279406746095501779506808157490294988149843643<56> (Robert Backstrom / GGNFS-0.77.1-20060513-pentium-m, Msieve 1.39 snfs / 28.25 hours, 1.64 hours / Mar 30, 2009)
(49*10^159+23)/9 = 13 * 12309503347<11> * 3352290844358539423008099551<28> * 4541937364441984968505266910447705904637713171<46> * 2234533427167717200687940183412832692594637552725928783392672647725505963037<76> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 17.99 hours on Core 2 Quad Q6700 / Apr 2, 2009)
(49*10^160+23)/9 = 3^2 * 3307 * 31838452761895407829<20> * 9285683870890698716616456731171714281776817892289149419042703<61> * 6187440244467790533181492495760904465444360877468414333345719414889567252687<76> (Ignacio Santos / GGNFS, Msieve snfs / 24.37 hours / Apr 2, 2009)
(49*10^161+23)/9 = 149 * 110187639594366832830872971<27> * 33161519508732927510494425195062224365295574181748359291122317987041626708204854931097630440929401757720948648619919067455115998390793<134>
(49*10^162+23)/9 = 71 * 76682316118935837245696400625978090766823161189358372456964006259780907668231611893583724569640062597809076682316118935837245696400625978090766823161189358372457<161>
(49*10^163+23)/9 = 3 * 19^3 * 697475003 * 281771363630732629031583706433092583<36> * 13463129146711053496034967138964031226984131523252406266924392904522707992604894585783077441626599518226160500296939<116> (Robert Backstrom / GMP-ECM 6.2.1 B1=320000, sigma=1451542920 for P36 / Mar 28, 2009)
(49*10^164+23)/9 = 31 * 17574544940866361270498281<26> * 116881026652426546549683929429743<33> * 8549953848429424668598583893325141587389629788921750650527504769263938653022826202215204408813818779715639<106> (Robert Backstrom / GMP-ECM 6.2.1 B1=412000, sigma=473458618 for P33 / Apr 3, 2009)
(49*10^165+23)/9 = 13 * 88868359837<11> * 257131482232426058498415392707<30> * 18327692939177814246961314407857379207416864911271696230289789382294179809989172004799107236113699273744126498732088380507741<125> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1841637460 for P30 / Mar 22, 2009)
(49*10^166+23)/9 = 3 * 29 * 193 * 955469 * 4188451 * 622422253 * 1830545011<10> * 15678994369<11> * 29197910954985748593465543486977<32> * 1553357653460083080407321738143405658573231909383968797372397037983792553040705001133212217<91> (Andreas Tete / GMP-ECM 6.2.2 B1=1000000, sigma=15830070 for P32 / Apr 11, 2009)
(49*10^167+23)/9 = 10559587231972013<17> * 767767536287199542101945167997849215441525824338148173132657698090917<69> * 67154772717526357740761695015258839151705607000361615191854608560565425792519343007<83> (Ignacio Santos / GGNFS, Msieve snfs / 76.49 hours / Mar 29, 2009)
(49*10^168+23)/9 = 269 * 491 * 8053 * 10253 * 69456425612216082029462188812207301586685011392460105683467565827546433<71> * 7187845147472167912233172898770037011894826265333750517439708363073552108865016407969<85> (Ignacio Santos / GGNFS, Msieve snfs / 70.78 hours / Mar 30, 2009)
(49*10^169+23)/9 = 3^3 * 7757 * 124536554543997314979024046350781<33> * 2087368708499167158827513265956753940583325925005520026107942223059166689438339761676704306516497762484131504693365842596878578550933<133> (Serge Batalov / GMP-ECM 6.2.2 B1=3000000, sigma=934136197 for P33 / Mar 26, 2009)
(49*10^170+23)/9 = 47 * 1384635630495587<16> * 27987342719835283<17> * 962128401894883341725044165527926493779232928255590121579<57> * 310688736195671470313673402667663190506849516928902094903767311503739238397988139<81> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 40.57 hours on Core 2 Quad Q6700 / Sep 28, 2009)
(49*10^171+23)/9 = 13^2 * 17 * 1447 * 5591 * 174877 * 1339452221425920319876849476710806352234106549655933956609994679968567085107002789744488782144552613116885367064022606274880891560426086473972203467477465091<157>
(49*10^172+23)/9 = 3 * 12660117004654243<17> * 683103784504234311434531800185476456339053372318951<51> * 2098494836921471498941567966802510785683063657189790964500682682248930534261487961555084782509165087042593<106> (Dmitry Domanov / Msieve 1.40 snfs / May 5, 2010)
(49*10^173+23)/9 = 53213885460303743162383640973716467334882950425261428933189<59> * 10231247722938530429684370381649939532547858816450603052160092865623046227263385154146691843887422122878799160699923<116> (Sinkiti Sibata / Msieve / 101.87 hours on Core(TM)i7-940 2.93GHz, Windows Vista and Cygwin / Apr 2, 2009)
(49*10^174+23)/9 = 2099 * 21237820895084990395409486093<29> * 122132480609800556127928325790668005160489827904748401090076389024684204550354229469106125320527268263307469553907888436171894800850974800827321<144>
(49*10^175+23)/9 = 3 * 1495137986198626713891034616766476860505226920685712498786743139<64> * 12138109201739721837657904196381001857689869557081702922551111410234045319431624045172325499708883925960213827591<113> (Serge Batalov / Msieve-1.40/1.39sqrt snfs / 46.80 hours on Phenom II X4 940/openSUSE/x86_64 / Mar 27, 2009)
(49*10^176+23)/9 = 6638554072327<13> * 3334920390086014452583410272320241599<37> * 24592042601713484693514474399330587543906265269545709749392040166790519607075146615758428180440065773214241112433228993367554839<128> (Rich Dickerson / GMP-ECM 6.3 [config GMP 5.0.1] [ECM] B1=11000000, sigma=1577827591 for P37 / May 24, 2011)
(49*10^177+23)/9 = 13 * 12941 * 32362523669223306036535307843552955986307350189584947331643877505866532989630122772847446365721614929558674246101801932108709019303254679191623786322804945786168257383773959<173>
(49*10^178+23)/9 = 3^2 * 300683 * 55281169373<11> * 363935956283526321726870201160912358939616163242800193751444978028628050146866667708692054378039770400507218298487579434113278258230794080857358142799995142227737<162>
(49*10^179+23)/9 = 31 * 263 * 49019269914862359235884231368959<32> * 9418231728242371591718325120584575638541986021888450263333<58> * 144643831666304593916218479790719328092042073219884236814094331336215133545870974968917<87> (Serge Batalov / GMP-ECM 6.2.2 B1=2000000, sigma=2685186263 for P32 / Mar 26, 2009) (Dmitry Domanov / Msieve 1.50 snfs / Nov 17, 2013)
(49*10^180+23)/9 = 14699 * 1856297 * 10162351 * 176396963 * 395885210069<12> * 93495456952771<14> * 19570989095089334341692051382711<32> * 153659870377095098863641301496034790203531138412155043393272991554591626364446428220183087152397057<99> (Serge Batalov / GMP-ECM 6.2.2 B1=3000000, sigma=148828922 for P32 / Mar 26, 2009)
(49*10^181+23)/9 = 3 * 19 * 25343 * 4898143973671943075533<22> * 165703440094533134905772423687<30> * 573071120607499390267914716161347198804297974326389017377<57> * 81030607905776436620401921258086197513441643061834954467157233238891<68> (Serge Batalov / GMP-ECM 6.2.2 B1=3000000, sigma=946105213 for P30 / Mar 26, 2009) (Ignacio Santos / GGNFS, Msieve gnfs for P57 x P68 / 57.71 hours / May 4, 2009)
(49*10^182+23)/9 = 2317787 * 14344193 * 11759270955017<14> * 47616566797100140370474378777923601523005225165813<50> * 29245931024427556386969870924178437440719659006488417353669939481354955032634746847636115635013600340656177<107> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / May 6, 2014)
(49*10^183+23)/9 = 13 * 5627149623687309329646916501<28> * 74425499020050752892286314611799424929489060439311398009048927313122307714692031070220200080585158837397406597315444828906656852493904464378079654659039919<155>
(49*10^184+23)/9 = 3 * 547 * 432071547296774369<18> * 10608937843531878503<20> * 880482388601006832412528717901579521074375885179<48> * 8220471780046288953233814809652560053029802546941585089168880676672940374179318798421025784282739<97> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / Sep 26, 2014)
(49*10^185+23)/9 = 806733444214685110818405149979937<33> * 674875261895748026104835169072656059803931384591054243173189832904384059405927583278464754459983266422994151032177491844598621496960454629394526600967231<153> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=1000000, sigma=1723084161 for P33 / Mar 27, 2009)
(49*10^186+23)/9 = 2441 * 25799737 * 14710959401904532828491406379237<32> * 42010982357018022386874335471662890878873<41> * 139883560649908010627500657769462730424159005791843812394494047253909232427398460754073679934405398238891<105> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=4149931030 for P32 / Mar 23, 2009) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4037152304 for P41 / Dec 19, 2013)
(49*10^187+23)/9 = 3^2 * 17 * 1129 * 498749 * 164330311 * 465016373 * 35566926511<11> * 1793471300608638534511037243<28> * 6342033458739936627635385980092157<34> * 9021061017000457899825768495466176689<37> * 2266069993506868627292226568293550161530789769694937<52> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3911626714 for P34 / Mar 23, 2009) (Makoto Kamada / Msieve-1.39 for P37 x P52 / 67 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 25, 2009)
(49*10^188+23)/9 = 5407 * 79627 * 214563617518022636982010437951458986179334810300684098353<57> * 1031222158805040862490737589584668965283039495384943541347<58> * 5715161773598700763571049980041129316637268166326519471607942199953<67> (matsui / Msieve 1.48 snfs / Jan 30, 2011)
(49*10^189+23)/9 = 13 * 53523756078031042692936382182191372168741504118891852257677<59> * 7824626847802964571499691889298350464401845544687833939953026301943157931919076380865693694386248286843653044176844425312737763847<130> (Robert Backstrom / GGNFS-0.77.1-20060513-pentium-m, Msieve 1.39 snfs / 339.86 hours, 6.47 hours / Jul 5, 2009)
(49*10^190+23)/9 = 3 * 64109 * 4225530117516618479761<22> * 220761939500028598302869393980575061631<39> * 303464512073770648945878490978300439558503103582063123665138950766375927106303506145444934484669950085539836507940085379564071<126> (Serge Batalov / GMP-ECM 6.2.2 B1=3000000, sigma=2573314229 for P39 / Mar 26, 2009)
(49*10^191+23)/9 = 389 * 43867 * 3968807 * 40617538449535236110635934553789721704405122680202141340894906983714942816401<77> * 197921263303460054825901928575010625994406523568974960487008991099397032416704068383151632696581789567<102> (Edwin Hall / CADO-NFS for P77 x P102 / Dec 14, 2020)
(49*10^192+23)/9 = 4751 * 10979 * 75037882475081<14> * 6748454114975273<16> * 1117015818049525155312718631<28> * 184527697426883836569783078674786242024960425266554391348486709362798765620107866359985903711289537257417251335972834227117056381<129>
(49*10^193+23)/9 = 3 * 197 * 63801917 * 62544401042993<14> * 223935364442218127131339645841558356866447022516812754746734156938215769<72> * 103091115796184593732588590806823445668259534554803995329298508047794413205757118483601813106471453<99> (Bob Backstrom / Msieve 1.54 snfs for P72 x P99 / Mar 9, 2021)
(49*10^194+23)/9 = 29 * 31 * 52567 * 666999842857<12> * 947411527111775864102253887828407008371616543104150977898185246172311513558894451<81> * 18231243442816631033007975554189568530807340790104695198962375214970458271489024026543331902137<95> (Edwin Hall / CADO-NFS/Msieve for P81 x P95 / Dec 29, 2020)
(49*10^195+23)/9 = 13 * 425505967 * 984248051222790028274276630304972441006458127538829093362169980576133268229358153286294110697637804932166329453150580150192825424710010713947998333953842775179703693328979340538374679957<186>
(49*10^196+23)/9 = 3^4 * 73607533 * 1106338724839451<16> * 6509419292993447159173098884590875191121707<43> * 1267990291870460502551895482143171175510890353269584898429147390845105453119906936432435939435780471075581315697891425851996245427<130> (Bob Backstrom / Msieve 1.54 snfs for P43 x P130 / Mar 7, 2021)
(49*10^197+23)/9 = 71 * 471125349006422505303273967001963468167<39> * 16276414818403346757892574329473798763642640177996620325409012137632722283621382376422821727629443629996696237888324842707436215660648855822906485305396297871<158> (Robert Backstrom / GMP-ECM 6.2.1 B1=3454000, sigma=884789642 for P39 / May 7, 2009)
(49*10^198+23)/9 = 704131 * 2762980619071<13> * 2798480384120304659807040668687521138471130225577056659283369943551168780960106823836732919152567591367769422626118806356793651831048694728189943506916675806176303803026141049086347<181>
(49*10^199+23)/9 = 3 * 19 * 109 * 163 * 488861 * 3819884637073<13> * 89262327341951323417673786732603128542461<41> * 322523057013094766404518735531316026792102225575632984600972711154872516000704875034486263690038493540439891846939226218502599536271961<135> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2069277154 for P41 / Oct 30, 2013)
(49*10^200+23)/9 = 59 * 173 * 223 * 601 * 724099 * 91618507 * 5999222408019178002563364839629988542682935817016596818623260709834314411408754494712955276602690696526152441424561148614423848139216953996144198561392253836006383160105696138839<178>
(49*10^201+23)/9 = 13 * 3919 * 123289 * 279702558739<12> * 5813805866230289<16> * 10842584824110468241<20> * 5224049075069952442565548964987<31> * 122171897585795963879930610653387849236133413489381<51> * 77026872329335550773207298651394999247371917300405618045297462777<65> (Serge Batalov / GMP-ECM B1=100000000, x0=286070521 for P31 / Mar 20, 2011) (Dmitry Domanov / Msieve 1.40 gnfs for P51 x P65 / Mar 21, 2011)
(49*10^202+23)/9 = 3 * 187721 * 26160324708107388165286723<26> * 122705869178434798167739649484610133801<39> * 491549396121325426712290817368098548530907<42> * 61269427678504878052050289136201293571040808475083668196979058238551964088539688579021058229<92> (Serge Batalov / GMP-ECM B1=2000000, sigma=3842703716 for P39 / Oct 10, 2013) (Ignacio Santos / GMP-ECM 7.0 B1=43000000, sigma=1:161197527 for P42 / Apr 23, 2014)
(49*10^203+23)/9 = 17 * 61 * 457 * 3103847 * 17219705383<11> * 1993582525673239<16> * 820795669298098665361823<24> * 470657264485872157329298620696261279727878512856703335911<57> * 27909917410257848215229921796120212806457631099427055047983182102324624151043590445549<86> (Erik Branger / GGNFS, Msieve gnfs for P57 x P86 / Jun 30, 2017)
(49*10^204+23)/9 = 4284435043601315292917<22> * 9308370135292177163565893309<28> * [136516882950603152062680439876611310421458375747687276861880142346680784651150800919320560034248598370848924030759661634396544224618153196831840950595225599<156>]
(49*10^205+23)/9 = 3^2 * 659 * 90107 * 110436894287004143<18> * 1518840722821496508881<22> * 489844649377896673624194965513237254690109649091<48> * 638020340654765328914850068012170747372673091164731<51> * 1943335592871310699526740343489587229591115121444554647040937<61> (Bob Backstrom / Msieve 1.44 snfs for P48 x P51 x P61 / Apr 6, 2024)
(49*10^206+23)/9 = 997 * 1327 * 6959 * 180407593 * 830034299576736409<18> * 394902425866470517072232760098746030706581537515931732915252557639906323113383040778378817826078459942810981274173835761084699295100343048108659295126369971750667153149011<171>
(49*10^207+23)/9 = 13 * 229 * 149470265023565507628411931519638187<36> * 998870020673148806699255704707774087978573353910131<51> * 6398686166242274394514225063442027553948104651555093<52> * 1914344710426335669944333845228624721534543759934811541977992355091<67> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=821072929 for P36 / Oct 31, 2013) (Bob Backstrom / GMP-ECM 7.0.4 B1=38630000, sigma=1:1103226582 for P52, CADO for P51 x P67 / Aug 8, 2021)
(49*10^208+23)/9 = 3 * 131 * 151 * 917453523489618732528595528443867759372536684098283612969422584709981707100154094744863664534055313085695776156319101569594466819076292813717615294886413636729596488961536229116230127301357269508525764529<204>
(49*10^209+23)/9 = 31 * 90269010946273273549662829451<29> * 183723906579171072455565203643562481399867<42> * 1058979422779622672430719208700442837518083969291571340854985727464472216202009199863477168561442529975943328718474648265492246425824955961<139> (Serge Batalov / GMP-ECM B1=2000000, sigma=1199441119 for P42 / Oct 10, 2013)
(49*10^210+23)/9 = 25037 * 43659412157<11> * 1296082888191354903373<22> * [3842913601420869686345000052470567674475134535927447342502478861108150053303219428826803783668784799888894942822546237455784821654022430523772935378083112455572752921123105171<175>]
(49*10^211+23)/9 = 3 * 374009 * 5617031141586101<16> * 8638601316824372521073392737205583358470073728326732927901445289007240856271329617800799970853302104165733370048420503192452989097586077773774689180921266360346830925236531442740540104588361<190>
(49*10^212+23)/9 = 216920411335098271<18> * 40306072710922693096241<23> * 12642223370935198077140119<26> * 75425320543000605259697861<26> * 21246818779820476656690636937039823<35> * 3073605535128895941694037979779239656997461693057561507388421118743625993689794940516261<88> (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:326618771 for P35 / Oct 9, 2013)
(49*10^213+23)/9 = 13 * 97 * 2243 * 22697 * 373444863443<12> * 8318850876297082025475069287904857921<37> * [27299263047187380825896573549962971319525320470958922929810363951020090928367894823534898255800039263666877689145765892605435659834522854001603714730087579<155>] (Serge Batalov / GMP-ECM B1=2000000, sigma=2028486225 for P37 / Oct 10, 2013)
(49*10^214+23)/9 = 3^2 * 11896746041054207<17> * 508490531375025337469514595111224055622604896594366847207686130043262615022995394163582213490233939759924778987455942580359036494114331557508134293260641741032516375502460507992267242231028744121369<198>
(49*10^215+23)/9 = 2549 * 3331 * 61419837673163<14> * [1043999854451823370240830173168900240924631821972460053392647520871487123364725282180172220418378300693507826289890906405519069209583791482012423566677695955945385106479012861482006185440645193251<196>]
(49*10^216+23)/9 = 47 * 1117 * 299863513 * 1166998173178844512817<22> * 296352597915836046761424988215028802788830540477828299092440557588615022055460512524896916335774240338778817061536580498477944847496252590540481277350742486629664349494487848644412893<183>
(49*10^217+23)/9 = 3 * 19 * 2271827 * 72677993 * 491699773931<12> * [11765232767300484225575444603634320304743393664278612461927361846778206198116762208040786779234283341501156846972388168984427971289562019897715670894200906256355416181075801852697088986387631<191>]
(49*10^218+23)/9 = 599 * 182887183703101<15> * 50056571336308834021<20> * [99284711235716870894902708469687680836531044227976385318370372499323728700023518269871695088236141768016558306227054585680292018445430945601676771500783096317893082580348372997497193<182>]
(49*10^219+23)/9 = 13 * 17 * 1093537411<10> * 3831076141<10> * 78013422521<11> * 7343014561549319234347<22> * 10265099124888782343244738052181251658845750179631013971494160353930690862413935762937436353565447676622928642358304365196741407280368108186246304189432976118516579311<167>
(49*10^220+23)/9 = 3 * 210911 * 2243819 * 38348224737264964288985347031450701946965234606776106797339885803980483641999210671101860416982414878549091095403590985994048037011534968825049201928499712478231235680420445800183683192053728391487507726082561<209>
(49*10^221+23)/9 = 5701 * 51637013 * 114171118062689<15> * 1289897226228450832594478249831<31> * 100820843581768812000214746984589964371091<42> * 124560323552985396286879798299011040914900871176929174180023123827702673525283885432149909094171241946286130999118480851828251<126> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3309754074 for P31 / Oct 5, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=416673289 for P42 / Nov 28, 2013)
(49*10^222+23)/9 = 29 * 3637 * 21811723 * 372603131 * 1372445203<10> * 2333604878908851234685082442132650632727<40> * 1983140392389172518920403092832235036094971139291270606261814875519111235535607399120182103766644892094984654057732417881156474452498179642004350721286763<154> (Serge Batalov / GMP-ECM B1=2000000, sigma=1173410374 for P40 / Oct 10, 2013)
(49*10^223+23)/9 = 3^3 * 9729208100273<13> * 45156621075850332614447660486304325435561<41> * [4589769504762288739487988001679182607977158214228364648987103935251664311233204223324954548391206908910719682110756421507850721309753768284676079086956710278022891391637<169>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1558732844 for P41 / Apr 28, 2014)
(49*10^224+23)/9 = 31 * 17562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014336917562724014337<224>
(49*10^225+23)/9 = 13 * 110119086827<12> * 88043333500739612641589999149547<32> * 43196756617910858387212601971184248197139923891401732288330522279083938570174973866518747859555149558182359554875544930401898382856427840721169360730945333304342536038260523241830451<182> (Serge Batalov / GMP-ECM B1=2000000, sigma=4291272072 for P32 / Oct 10, 2013)
(49*10^226+23)/9 = 3 * 443 * 66103 * 814339277 * 125224814291<12> * [6077313518242002390862055634814271457135222898122466549014977476227467227765007590143458906670999168940743577064825799658949187957086349741742200798087256372705725626575872971251304954106612447295583<199>]
(49*10^227+23)/9 = 1427 * 20479 * 80191 * 570041 * 35371957 * 4116637561<10> * 5335030257586367551<19> * 524626859281006335331561974743408913219330281312660163716948712852654924778831763714361600250686802353993783611635035880932031711799689121689153647012945534768976060407979807<174>
(49*10^228+23)/9 = 16333 * 45304725757<11> * 66205291753<11> * 16771428584993479<17> * 6626456352666709364001683069608136065617330897037311661774777835738411198725521645629999647421174992948629406568572820673024828194145754869278039920527041166181142073821473245144010527401<187>
(49*10^229+23)/9 = 3 * 652867207 * [27797610223893736093484242268195510925927312118999029688051322430945973593904446403214962132641084158708783405241777058880747472047785282847187250665736299032933581159557533341000152498313716265654231501549668351083451107<221>]
(49*10^230+23)/9 = 23899 * 251967142039<12> * 1509546995628983<16> * 59893996545857216021071978735089545606674102563117878119268458948860537329607096849791906663497576103449668239438090323322347934004867244169478342323181294079318445548508256484018773341362567433375069<200>
(49*10^231+23)/9 = 13 * 977 * 262863617 * 3801130409<10> * 346189210570122082907459<24> * 39579058070525805541769263220717<32> * 27881242428399669526696639564016122464671<41> * 1123003991944856496328098007061005707588343311435308062058928381165987920756427730597342641902833872637333796202923<115> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1412208121 for P32 / Oct 5, 2013) (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:1129416074 for P41 / Oct 30, 2013)
(49*10^232+23)/9 = 3^2 * 71 * 18969877 * 12163201229<11> * 5239133528247473<16> * [70482425076175023342209819076483924429494933284514461633720182466416958529490143844547006725773880662627663502658242852137709646710707170095660759927012029271550083296317871146481335581360663049697<197>]
(49*10^233+23)/9 = 165601 * 62052606823446433<17> * 730864698437774040949<21> * 72492587130507634232035399863165113989069491405523153090190672039757799109252415820418715287259999064374826377704903584780891983104196183088377967677177546627501665436278129537060949786791491<191>
(49*10^234+23)/9 = 141882151 * 239397890988929<15> * 2489315311712227<16> * [64391060237461270235917843174487490902225014909642302845586448070434048921545778533734985901930996696255606500164533804807421150206180672435605155929007872522267764507330995848078545748608910946659<197>]
(49*10^235+23)/9 = 3 * 17 * 19 * 22604085937349006264972083931474638584424393<44> * 2485666411491211014077808264251406099699089973209185846845960256879099630098598591421440442191425695767304888190117643499805220378314351155000258792128851518917592534801611177551998170897391<190> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4289158784 for P44 / Oct 31, 2013)
(49*10^236+23)/9 = 673 * 5133514469544021322242289<25> * [157588207591334039152084379997345472463641387905099627990565526880405892237864996837792276603480140671388167327419195251793071045398779419339423723760375759935270238487185987684940919000684692218747296286930351<210>]
(49*10^237+23)/9 = 13 * 4133 * 15592303 * 28476686380870908750197<23> * [228215477612995728269498037115030790473576459850611416329138358909374044612519352564407648355750999767472023836596591262603312296357262111992858190951333573174085441299896863665770082944180016989647058573<204>]
(49*10^238+23)/9 = 3 * 10200163 * 11382739 * 34238951880319685024899<23> * [4565180615500412182267113252381110587720244374310490137153282432903031553581218012696407424542164800869867972067822577820119373100053147175194920713587601510589223555598777663564542508633100243441721343<202>]
(49*10^239+23)/9 = 31 * 113 * 133536279661<12> * 1163895959993957805378364298838783765082824066668906368427858024872684541000551651224755027432219855117571797465717068053157866945676984618179854114773136174382216038014264623825987241873973775714030551329571607331566258598709<226>
(49*10^240+23)/9 = 409 * 426859 * 15164015077<11> * 5690525736901809799324187666694887944201<40> * 361392570836507104255658254473506613710151517240038545253915965990446814667884841019013022194934771371228698103074041109386601533206279997931313154527036314993419216680524307324469881<183> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1655814547 for P40 / Oct 29, 2013)
(49*10^241+23)/9 = 3^2 * 3257 * 646147 * 2874497731915252817328314572246296477160573536689283742027725196698243995304020135052362798887508853732471208578907689750673509277604651363915088410324943885127787852143492149965469815291865021154604214752213237067524055016145018677<232>
(49*10^242+23)/9 = 544444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444447<243>
(49*10^243+23)/9 = 13 * 173 * 2179 * [1110981647739507180784533974601009646517608753029890689155293218778881980170156588782091810208329691467472758673314690154360470329772682498517916472273219680817693375821806161862453261965686130135538173907580248188312024138502318289938957<238>]
(49*10^244+23)/9 = 3 * 2339 * 4323240034193<13> * 1322283160568544871<19> * 1357276337820725724067599083775567149367105575120802756098567178196128849884471877443752021960282167020428781109299956106394661679891134847066712201368682419054546310572544251704780774773505989918251829904311697<211>
(49*10^245+23)/9 = 16402283238891552670829370766828940395697483408470063997213534702553445352200521396259<86> * 33193210756994425018515453646199807985245152906792270382404432124879325303697854819817223916278409360516275300604061055297120630020049863379566845300515685138133<161> (NFS@home + Sean Wellman / GGNFS-lasieve4I14e + Msieve for P86 x P161 / Jan 29, 2020)
(49*10^246+23)/9 = 43752910060918037039<20> * [124436167488380484507112200928244949407223620901798641786180169556585556413712032238804478537335942405383618154936767421370912379689549425199211692180879091849382937948197082690535004364982518278496509634844849251781094165075473<228>]
(49*10^247+23)/9 = 3 * 4241 * 9841335643<10> * 261110278228762829<18> * 922069211556885137897<21> * 12600440759398810449978357031<29> * 1432384232590915560865940420644279920485356520372033<52> * 100063857825592272455709525414945012281950337087795420121928276099708869317172307029910680165697379733239098515468677<117> (Serge Batalov / GMP-ECM B1=110000000, sigma=3375158410 for P52 / Jun 5, 2014)
(49*10^248+23)/9 = 52709 * 1853129446077687923<19> * 81545477265570324359237<23> * 23020278331716345520790931317292767543899<41> * [2969289808166047226429220923797661238240534277035523474559081317162788794427348534238344287603868259303074919140530383530441576135049619727209399061522135298088567<163>] (Serge Batalov / GMP-ECM B1=2000000, sigma=3986205651 for P41 / Oct 10, 2013)
(49*10^249+23)/9 = 13^2 * 313 * 94007454391684028287<20> * [1094864150509704700701196646544230283030060959808934373619751798005631757323235106467788538998426061406795529101217212203766257546795254158141357913777953792041553264598486495560844046884269874557267179846906598996739417012673<226>]
(49*10^250+23)/9 = 3^3 * 29 * 243889585301<12> * 7453160613141163<16> * [38252345793408495175601148406121909971319116237940561667035353690481749666149937460025262410906165715891870805244989230430380878687714964749751669322576177624785885794778455710418081519200936873533160391068936889797772743<221>]
(49*10^251+23)/9 = 17 * 311 * 1193 * [86318486430355188768929093573625678897097776948415667340814045687740690952002887476683218853000304633793028598424363487921463001809217859562605908599045856590220020360945507333292710796658149850618812825214806636285025685651078939682737988566817<245>]
(49*10^252+23)/9 = 6857 * 61102201012869389<17> * 170573332842924798977<21> * 6528856286930713472948971649<28> * 11668480969636621388756154962511003948221078804706925335487277568083445313789165540981613601188661474108124367473009988086482874948612437641575598700114162405582866399845832596260285443<185>
(49*10^253+23)/9 = 3 * 19 * 587 * 3011 * 2312819294119319704337<22> * 45551088887751069368069<23> * [5129669600844035566641427756955701321316246561547201107421615617291299424937947732532862420856437058486808800831883228238030841953263402080687120303767925802225070132897729080607442803768310587899682651<202>]
(49*10^254+23)/9 = 31 * 3581 * 125384899 * 248034971 * 1789371548769597743<19> * 88131036182237787799036399789469264769509746340923752845762253941165846066167785328014792978894782421182349510922947452209521915256705287019733731627851219202643956128978742009535534221548624097796092867804909543691<215>
(49*10^255+23)/9 = 13 * 1091 * 559907 * 20682139 * 344041504489622313374049063536551<33> * [96352564851571804173448374294952376468850174518229322062417968519666368776595318960118955124213587303696634184167751551873738620176802223368370766779215792947902018923219084181603276291731082838745486086783<206>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)
(49*10^256+23)/9 = 3 * 487 * 4409 * 7248585313<10> * 1005877650571921096386533<25> * 12359536259385483565346796201613<32> * 93791323955590524302471122073710769129980491735085844955071230305536370361352804012307618601101501583774995578682433447749185152778369443889977567624009967300493693984755291847963254939<185> (Jason Parker-Burlingham / GMP-ECM for P32 x P185 / Jan 2, 2021)
(49*10^257+23)/9 = 1663254227<10> * 116629496101367316911<21> * 2806638869367805409179274835674395059408890771897162394748466299566719187351592555114362240518968314670852614433262406821257170012686098219077784227049011259377178427076062201774390136769720057797517249845833648599727869283949451<229>
(49*10^258+23)/9 = 59 * 40153 * 192811 * 6110203124363008331887043401<28> * 1950725248490415763145370215252124944085921591366114681917926141552321045670918785289258668553899321449102938477649817588870031423525607010400792985902874647275805462351055767044772142975186053033626455481418541953091751<220>
(49*10^259+23)/9 = 3^2 * 541873178117<12> * [11163834934718274667374926942714474536607879852038479700061626949806643433681829947133143785601443615158995400720462038010467197551819134210440431408031761953427043220123643013436346570397443625907269293095672548845963291373204569819196909417557499<248>]
(49*10^260+23)/9 = 343169 * [1586519890912187419156288722012898730492685657633540455123989767270483185965062241765557041703779899829076765221929849270896976254977706157736988027602855865315469766920801250825233177951517894811140995965382783539435218345609435713728350883804902087439263<256>]
(49*10^261+23)/9 = 13 * 743 * 13152739 * 8660584687<10> * [4948322422214130555831866861766173729460774199098644782871504293990585032881971707533805930757041996301836787210627514997110388791430175201894866976759869671174324205161194886616313619718309386496536615654224372176774757550554116687886644481<241>]
(49*10^262+23)/9 = 3 * 47 * 1619 * 2027 * 3361 * 91967 * 1773039679<10> * 70696274083<11> * 10030259013211<14> * 13366707775120070642771<23> * 22650706154607799124815717397427031793273416055106340785351491667367603908867020734839511143685880961635224487321027082561239257623545151682193944442464224941227866523863636861125546567005721<191>
(49*10^263+23)/9 = 61 * 46819 * 911444659 * 209156467259816062110822075848528797431139420401738565973927606559563162198349400124820101234284022692336396887303390973434313232372342883444832103552681250406646738575192677447881082374897551382354228160637086778108331310604268672926148026706937187<249>
(49*10^264+23)/9 = 10457256309523<14> * 3757541690737710885696782867<28> * 14570350965368642805895599816942090041<38> * 9509594464347484320454322425189268739283709653269255013252823521624675783208653745280157313720252456111670035393860079649229270571134997988961914232060404950487806236317886595699205295487<187> (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:3112566812 for P38 x P187 / Feb 20, 2022)
(49*10^265+23)/9 = 3 * 4117179026999<13> * 558058381749629471<18> * 2950208227148558561<19> * [2677319855953839241822179444337941425328372427574732280184205165927671516927361151771409082922562064979546600806136618089446933785965570088933816425634281087321175812069552199379255956162707285696231137638376099363021<217>]
(49*10^266+23)/9 = 1151 * 2927 * 166021055003<12> * [973402271154084795369364667156746429664698829474938336137723576738611668129310227306634543492994389550895901280824754947981678325055472035031370301642902933260138995935506253312718830599944671630578387318775838367615663361156882956629445760122503037<249>]
(49*10^267+23)/9 = 13 * 17 * 71 * 1423 * 16124279161883<14> * 20280722008967547486379937363<29> * [745648807104357335067995254195764602813637571574895560138687673784950604101908719428313322163368204185263900190684538714902359624795215516933776796055399653543915096659459884411600568095086504914089219118557022645044851<219>]
(49*10^268+23)/9 = 3^2 * 307 * [19704829693971930671170627739574536534362810149997989303092451843809064221659227088108738488760204286805806892668999075079422527848152169541963244460530019704829693971930671170627739574536534362810149997989303092451843809064221659227088108738488760204286805806892669<266>]
(49*10^269+23)/9 = 31 * 181 * 2083 * 5119 * 1441883 * 1563449 * 5939870381<10> * 189381078589<12> * [3588488908493536604642401901223216757896656127305646320187911770400873615758841467288146023731511781290092753806770234144945217820981606373691693131862681256811696693856453026804276128950072667191312714132286791166106589035267<226>]
(49*10^270+23)/9 = 463 * [11759059275257979361651067914566834653227741780657547396208303335733141348692104631629469642428605711543076553875689944804415646748260139188864890808735301175905927525797936165106791456683465322774178065754739620830333573314134869210463162946964242860571154307655387569<269>]
(49*10^271+23)/9 = 3 * 19 * 742657 * 175395572333<12> * 57809101650496547428027909595934281<35> * 126845653312043155260877253369835717763687374482103271135118152671910685088941338652567667564902026094132997342320440448655597966419094892398163416411408749279027356824343047185606562096662356951657331747113320307929211<219> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:596632261 for P35 x P219 / May 19, 2021)
(49*10^272+23)/9 = 380489186513<12> * 521297067143<12> * 235798130465817893<18> * [11640874655070726304374740589741884803256252298325595566264759269788649396167277964572550900817199768976626598117497041713425459443266039500164387642890350749177481350670356376097329229381147460549617125519539024719263026373649951781<233>]
(49*10^273+23)/9 = 13 * 24827760522767<14> * 14566410132618307149441942962251360909519<41> * [1158030870194864028479723613573172826175023826432215937306976513743676801059689969123844440907039767812540946084406626143788920986197845088953241589938569826647167298932828685438034756972208047621914959643584189454529403<220>] (Jason Parker-Burlingham / GMP-ECM for P41 / Jan 2, 2021)
(49*10^274+23)/9 = 3 * 167 * 362657 * 191371351 * 15440113433<11> * 1552545207022920462677073053<28> * [65320291752676678181475896204547607250405423788238909849015039024724235289176754425022052086072198994500578121854944936519560209568477256166280842738805414631253650186474584766597209056365171672237660152301553437863436929<221>]
(49*10^275+23)/9 = 547 * 116653750471<12> * 8238252199552417013643317341211<31> * 1035696372523345879572459040004227102248170127633483256638019558088732036309516255076583914354047132961803700641475205088236010162858342415134680451680852490380126424256439960844327254675029670994458945712296211658021160915483009721<232> (Jason Parker-Burlingham / GMP-ECM for P31 x P232 / Jan 2, 2021)
(49*10^276+23)/9 = 5444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444447<277>
(49*10^277+23)/9 = 3^4 * 1896161708941<13> * [354481177394935185365745459182282195606601642663571661785925785630678173124061964108818153019151780893373413795793510491083980650803138962246435165217908058946594437126398162272212117862456276634396149095974739553460652893057636249017107563520934648239356331356907<264>]
(49*10^278+23)/9 = 29 * 439 * 2723551 * 1541712121<10> * 59579781734987<14> * 25135031875824813229906358687578879<35> * [6801017702581824089453926091556279490091458057297516714263838284554602746706756875183036045125449069687104481378592632804308622511497919564236693484035311759537814042314116508985244533862190344945118065757794239<211>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3874990207 for P35 / May 20, 2021)
(49*10^279+23)/9 = 13 * 76898501996254333<17> * 242838738581458700599<21> * [22427164590070798461705250438531983866337705355936181457781248819711001727931273996491496420196736709847749428182418638423528101449038828748091354827629990752852799389598898250919629941545667060642614870427139392077384832726952296639362675457<242>]
(49*10^280+23)/9 = 3 * 163 * 8951 * 91151 * 52042867 * 585054841509494923428112419859<30> * 274913987691665307554781826723866790728241<42> * 375061129287409114993869198962160511383618661<45> * 48644394149270820163489890607058977515912649301452779451<56> * 893556940714831707216516652668193927992840527413872077341127750115164596316310202693293841<90> (Jason Parker-Burlingham / GMP-ECM for P30 x P42 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:3784959367 for P45 / Apr 7, 2021) (Eric Jeancolas / cado-nfs-3.0.0 for P56 x P90 / May 4, 2021)
(49*10^281+23)/9 = 1481 * 69959 * [5254784607124275466142800245183102224313755184460307309391125523076407514084182020458268457253181391643932243215826687148787556416104820538751596219914284361002497126193151526944265720104513462008016139601207382636495756759821139614767944137941973753571284329123113041298593<274>]
(49*10^282+23)/9 = 4969 * 388306624577783<15> * [2821693086518890844103355905003747883247983227216834055377740233612487624786769750117778684667266797250069673203255778972135711460307865190172954366348132377632685393108435242046905855577062940660314824132030506257177378998531897267391723262021740428968483986637361<265>]
(49*10^283+23)/9 = 3 * 17 * 151 * 2897 * 3542983 * 15168033079<11> * [45410848460475835177847405534938213798967733147354388594262839842543263108930367082207113026310029508472311248318874451606701636764409486186078723394663033199750180026589879760769130515614132865132187120254509503581617456931232342197002484586813214154441582643<260>]
(49*10^284+23)/9 = 31 * 152239 * 15353680959131<14> * 36011841519847<14> * 79637271743761<14> * 38365968143556034381<20> * 2326986430329763012807<22> * 29346190070375491339918805945699569746281060240955741774620304889764016858227736739404080474645561239412387536616731653346713707597854022433827860525933226180150480810842043045936949175784381378737<197>
(49*10^285+23)/9 = 13 * 1303 * [321414749657266925110363329856806449285344143364097316514814596165325252048199093479216272769611219342608444680585893172232389423486890869853264327554427324189411679818433463867078602305002918970685662934319879830240536303467999553955041291956103928475378974227784665236699004926173<282>]
(49*10^286+23)/9 = 3^2 * 173 * 179 * 7477 * 14216785722443<14> * 1837736024245762181687587617504821722272599363006127069910576808802664541637546775773679595728787536671887761746148489945317832766107117713154658123295357723370031175504902458234881724938092626543380613766883833776962544611283875440219920495350004435410910586846759<265>
(49*10^287+23)/9 = 1063 * 69763 * 3616194237019919<16> * 2218128990656008240271016763<28> * [915285558624262072849460240489082712020406099601422354232064675309281321902985449336930018393031013778932589056793897837713061858152527855762932157302099452104771215721928369936327242272067642890181223723257935333094315789915711994872279<237>]
(49*10^288+23)/9 = 13676161 * 874334042597<12> * 2408476293171444697<19> * 43213929217871657131<20> * 524052726554552800632818772051797<33> * 8347777416562819203796404558166169143256132531837787038477250521183491377267173871881630807660382733768674366348001926319266549238993385462937650468615937046590012127954457419348119184851590776855229<199> (Jason Parker-Burlingham / GMP-ECM for P33 x P199 / Jan 2, 2021)
(49*10^289+23)/9 = 3 * 19 * 1607 * 304391 * 1401889924104896354098221689<28> * 935475423129788586086527229419807<33> * 73661712602708749086733891540811203<35> * [20213565330554663286329903210217148007475352623591772132590586871992876226757803362819685794166534534955555686833557909140416266817684855253335133943058223280028427082140820889892901707<185>] (Jason Parker-Burlingham / GMP-ECM for P33 x P35 / Jan 2, 2021)
(49*10^290+23)/9 = 2492827 * 355758199 * 613912551739678759833517723925569384440466706465417248705562837388595021442938447475212242100146693772696368789468219146502795189403952749695707409275859526230119395840403619753216518057409988608044833452818673444707844236556893215286351788951693919773280967275396940682443739<276>
(49*10^291+23)/9 = 13 * 197 * 70843 * 213744824875424034211<21> * 6423496645826451117723581<25> * [21856465809385878394834563493196058016925351525216725906486852433523134909445405369237529659941942359591346311230618670023038815207010459346682054133043425985815164733942603478995894659503538040553445619616845797915720936257013602552383579<239>]
(49*10^292+23)/9 = 3 * 7617977 * 89250664729863848122874507<26> * 26692005113353073674518614916509764649563065588335899664368392376271087512013078895991032505775505356417711672797030557505409309066483775282870685060895598442765531336561544867148730814454738456413476199872935624437791964155338764531403026286507370550863092791<260>
(49*10^293+23)/9 = 131550624941<12> * 1761272651657034675017<22> * 5515911487850508261464145594317644911880253<43> * [426007038756186239886204358448284807894254846693585674652516622875509095736704425942698393167732276665471487263986112768585545612869751591712009024359294143736401454820900951669375956654442866683035388355651063331094367<219>] (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:3899756129 for P43 / Apr 15, 2022)
(49*10^294+23)/9 = 2606726519563<13> * 2088613593940483094865063005113584749074130331013718845771914569713577437885305200639276427480320506829901168891745212785166701120439091107292807708240679353254756207343443495197773662825922964523095725416196431857117978439105687627842766543001884763782687907827584099679585373614269<283>
(49*10^295+23)/9 = 3^2 * 862187 * 553477858732699<15> * 116398266773548347545207<24> * [108908762987210471393669001054811717949401951704918695592314283017891882379011281225150681180690859097069673476713232209082301429501613024255121836219019472298469015131268108720296015569462564392434258431611524868039273013751878893738118307185112280713<252>]
(49*10^296+23)/9 = 577 * 1291 * 22709 * 7087229 * 41806578157<11> * 12489397558610412059<20> * 8697429691733318342421183658555634631621940631444803108362409087108115528316509493804277338261186339938341353171457531922329292244224260569452350075226377799332135718087154446149001057206098121887038744045441878336024554398741298982290789510338709347<250>
(49*10^297+23)/9 = 13 * 2389 * 424639 * 1029267341<10> * [401093844861272562965389806094162261698277064333641126607554422550106774142390747247870628315462995879651134442345692377576131464762943599800801983502779171424020583789581100978221783364025853674728232672561298039474431962909011650172848507310512368148407044963087369365752847829<279>]
(49*10^298+23)/9 = 3 * 4629929 * 1195524478318931<16> * 259663699012530691296064951966217<33> * [12626653783763244876999174489464713656139893554762162931336058444565111852674927569836601204580278855516712453950447177293292832365904665039597463362789560350346358455179260855082842278147176149726509481623441300622612762438082577403729402047303<245>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021)
(49*10^299+23)/9 = 17 * 31 * [1033101412608053974277883196289268395530255112797807294960995150748471431583386042589078642209572000843348091924942019818680160236137465738983765549230444866118490406915454353784524562513177313936327219059666877503689647902171621336706725701033101412608053974277883196289268395530255112797807294961<298>]
(49*10^300+23)/9 = 454746747550717<15> * [11972475831368615534088943363805049543234707240561868553715973871821109391414159019224414664926085712978932642809703476986528008541982377642449711413389102757005621727767036590574589320576224677390969261371587174277616263163282064871925813961616037589698569237172393648495027786369647691<287>]