(34*10^1+11)/9 = 3 * 13
(34*10^2+11)/9 = 379
(34*10^3+11)/9 = 3779
(34*10^4+11)/9 = 3 * 7^2 * 257
(34*10^5+11)/9 = 377779
(34*10^6+11)/9 = 3777779
(34*10^7+11)/9 = 3^3 * 13 * 43 * 2503
(34*10^8+11)/9 = 19 * 19883041
(34*10^9+11)/9 = 389 * 9711511
(34*10^10+11)/9 = 3 * 7 * 691 * 2603389
(34*10^11+11)/9 = 23 * 16425120773<11>
(34*10^12+11)/9 = 83 * 45515394913<11>
(34*10^13+11)/9 = 3 * 13 * 968660968661<12>
(34*10^14+11)/9 = 3295883 * 114621113
(34*10^15+11)/9 = 13597 * 128111 * 2168737
(34*10^16+11)/9 = 3^2 * 7 * 599647266313933<15>
(34*10^17+11)/9 = 170539 * 2215198739161<13>
(34*10^18+11)/9 = 1019 * 1613 * 2298411871757<13>
(34*10^19+11)/9 = 3 * 13^3 * 29 * 11383 * 17363223767<11>
(34*10^20+11)/9 = 377777777777777777779<21>
(34*10^21+11)/9 = 131 * 5519 * 5225221653134111<16>
(34*10^22+11)/9 = 3 * 7 * 166289 * 10818164754985591<17>
(34*10^23+11)/9 = 10531 * 35872925437069393009<20>
(34*10^24+11)/9 = 47 * 14629 * 42197 * 130209398864789<15>
(34*10^25+11)/9 = 3^2 * 13 * 97 * 3328731851068620828071<22>
(34*10^26+11)/9 = 19 * 337 * 1571 * 3666253453<10> * 10243638311<11>
(34*10^27+11)/9 = 3192668909<10> * 1183266378523742431<19>
(34*10^28+11)/9 = 3 * 7 * 43 * 2357 * 17749620614910547915649<23>
(34*10^29+11)/9 = 179 * 15287 * 138587 * 996181832934964229<18>
(34*10^30+11)/9 = 479 * 4261 * 306824967913<12> * 6032518501057<13>
(34*10^31+11)/9 = 3 * 13 * 968660968660968660968660968661<30>
(34*10^32+11)/9 = 23327 * 195907 * 624787 * 3869993 * 34188921421<11>
(34*10^33+11)/9 = 23 * 1142863 * 143719070203050233522142571<27>
(34*10^34+11)/9 = 3^3 * 7 * 154183 * 224352858539<12> * 5778385398224203<16>
(34*10^35+11)/9 = 59 * 89 * 127 * 2663 * 128975123 * 1649352758699456323<19>
(34*10^36+11)/9 = 433 * 134293 * 3167920139<10> * 20507886760852367269<20>
(34*10^37+11)/9 = 3 * 13 * 952163933462641<15> * 1017325834993911725221<22>
(34*10^38+11)/9 = 414786257175974063<18> * 910776987525661079933<21>
(34*10^39+11)/9 = 61 * 24107 * 63361 * 1057580351<10> * 38337872472929838707<20>
(34*10^40+11)/9 = 3 * 7 * 25366879 * 31842771703<11> * 2227097407473166800527<22>
(34*10^41+11)/9 = 795862295708741<15> * 474677315177187157411173719<27>
(34*10^42+11)/9 = 180413 * 20939609550186393318540115056995769583<38>
(34*10^43+11)/9 = 3^2 * 13 * 1097 * 2459 * 4493 * 253243 * 105198978139104846141564131<27>
(34*10^44+11)/9 = 19 * 19883040935672514619883040935672514619883041<44>
(34*10^45+11)/9 = 10949 * 45742803800741<14> * 7542914252588425151954358731<28>
(34*10^46+11)/9 = 3 * 7^2 * 3259 * 11160407 * 133887989776999<15> * 52773154957034915411<20>
(34*10^47+11)/9 = 29 * 109 * 119512109388730711097050862947731027452634539<45>
(34*10^48+11)/9 = 181 * 613 * 11164610327489<14> * 3049676607329784252103302076987<31>
(34*10^49+11)/9 = 3 * 13 * 43 * 661 * 593083 * 2942461 * 19528806151021486114814487712589<32>
(34*10^50+11)/9 = 193 * 36191 * 109423 * 1061771 * 78544867 * 5926813068317861006975203<25>
(34*10^51+11)/9 = 5298033227<10> * 1461284701469<13> * 487962999606593887652881227533<30>
(34*10^52+11)/9 = 3^2 * 7 * 2521 * 5858106178289<13> * 571562302981711<15> * 71039876211755019787<20>
(34*10^53+11)/9 = 83 * 38917 * 344241909791592929<18> * 339746677562141339452550104141<30>
(34*10^54+11)/9 = 1326167 * 2848644083119077595640502122114166449457555328837<49>
(34*10^55+11)/9 = 3 * 13 * 23 * 163 * 21163 * 2554549 * 12682346861<11> * 381036964701403<15> * 989004243019609<15>
(34*10^56+11)/9 = 22963 * 11862217 * 1386889682460629679186960670044274440029944249<46>
(34*10^57+11)/9 = 191 * 907 * 3774193 * 14390671 * 709264977150859<15> * 566085575516122720676971<24>
(34*10^58+11)/9 = 3 * 7 * 57347 * 81629 * 384292521641532483933723204794305211401205252273<48>
(34*10^59+11)/9 = 19473662934142433<17> * 67222599191634235289<20> * 288584803740514051969867<24>
(34*10^60+11)/9 = 643 * 14372428344427<14> * 15655125896831<14> * 26111914682363319980356488238669<32>
(34*10^61+11)/9 = 3^4 * 13 * 331 * 457 * 237172233022592296566767510835260551301037965652827429<54>
(34*10^62+11)/9 = 19 * 19883040935672514619883040935672514619883040935672514619883041<62>
(34*10^63+11)/9 = 263 * 3247859383<10> * 49673132185716215017<20> * 89035232134265662272879495230203<32>
(34*10^64+11)/9 = 3 * 7 * 293 * 26107 * 71244071 * 535083731221924039150081<24> * 6169103389548819116233399<25>
(34*10^65+11)/9 = 9526475183747<13> * 93824861096767<14> * 422655219907839585718011871077753954671<39>
(34*10^66+11)/9 = 253423 * 14907004406773567425915476408130981709544034194914343914237373<62>
(34*10^67+11)/9 = 3 * 13 * 83882936477127960761996249<26> * 11547771326831050315786636646544197322589<41>
(34*10^68+11)/9 = 2341 * 18550333 * 98349559613<11> * 101631739076057<15> * 870325096889873245005651925726423<33>
(34*10^69+11)/9 = 262349 * 237661414597133<15> * 22451103468291187202749<23> * 2698737385257864899756768663<28>
(34*10^70+11)/9 = 3^2 * 7 * 43 * 47 * 11897 * 147773 * 7875718363062647790858494951<28> * 21429242305551795766311608083<29>
(34*10^71+11)/9 = 27431 * 1360142706217<13> * 8303173273035449022278081<25> * 1219456153423182950481381314317<31>
(34*10^72+11)/9 = 2833 * 13463285883113503<17> * 99046416017028231225801389571493874812351873828656221<53>
(34*10^73+11)/9 = 3 * 13 * 8677 * 2593691326593129179<19> * 16628343463154014053769<23> * 2588421073694811679974239243<28>
(34*10^74+11)/9 = 233 * 373 * 460030881313<12> * 9448974314850051146367158531343208041560667372492939937487<58>
(34*10^75+11)/9 = 29 * 23333 * 8081657 * 4797566099770113037<19> * 6009356069178014717<19> * 23961748720641824936114099<26>
(34*10^76+11)/9 = 3 * 7 * 679931873 * 78061270784842697467<20> * 33893474828288980077710968239581822980392068389<47>
(34*10^77+11)/9 = 23 * 127 * 1559 * 7207 * 11510765683450870797865237651561808124009896620938003197502925648123<68>
(34*10^78+11)/9 = 257497 * 177574949 * 323677561 * 3376488547<10> * 75597017456260133342662575923492942212726852429<47>
(34*10^79+11)/9 = 3^2 * 13 * 89 * 113 * 21067 * 53047 * 2687231 * 1891969988009<13> * 5650661977456537288465586313929614317193133021<46>
(34*10^80+11)/9 = 19 * 1579 * 152381 * 116135567 * 8860201297<10> * 1659741826739071676093<22> * 48386085133250261146650842093237<32>
(34*10^81+11)/9 = 113560580581167246473<21> * 11618379035702880726132131<26> * 2863276327475122686511459808920949033<37>
(34*10^82+11)/9 = 3 * 7 * 963430522463<12> * 2003279381377<13> * 61234289359667<14> * 15221607129119880148193596992056383827024547<44>
(34*10^83+11)/9 = 1433 * 6065954803<10> * 43460132606606211616033124245944273982770134052275832540859452422138921<71>
(34*10^84+11)/9 = 1733 * 21367729 * 102018627822120021182693117948744712774091688260990050157455758268655319047<75>
(34*10^85+11)/9 = 3 * 13 * 414721 * 7330537637<10> * 53394645695461317008591<23> * 5967359969139914142159410895852196229337196223<46>
(34*10^86+11)/9 = 7451 * 29231 * 399403 * 4342770195978497770196901210643394464062588795429613801232365327683773653<73>
(34*10^87+11)/9 = 71001863 * 10550637036601<14> * 5042988533837111799701288110017926258621120363456591870401860922333<67>
(34*10^88+11)/9 = 3^3 * 7^2 * 75379813 * 378810063235828189678295450972323686284579278232674196964723967949661473246821<78>
(34*10^89+11)/9 = 209269 * 390839142047<12> * 21646509855017<14> * 213376002147353974833986947915623689398437086784717534783409<60>
(34*10^90+11)/9 = 1607 * 2351 * 9679 * 3460463 * 173788198975128936245335930123<30> * 171784082362729428603632754214419643178678257<45> (Makoto Kamada / msieve 0.81 for P30 x P45 / 8.8 minutes)
(34*10^91+11)/9 = 3 * 13 * 43 * 641268141191740661980039<24> * 266337491609586139221487433981<30> * 131895924247857278571257073936088253<36>
(34*10^92+11)/9 = 1999 * 30223 * 178349 * 190993277329133<15> * 15136572633916289<17> * 22222460580646676897<20> * 545729698943106610429181469307<30>
(34*10^93+11)/9 = 59 * 436808002737940710442965739561399<33> * 146586443987740617480492818719864970252923227021916233919519<60> (Makoto Kamada / GGNFS-0.70.5 for P33 x P60 / 0.32 hours)
(34*10^94+11)/9 = 3 * 7 * 83 * 21673997577612035443360744565563842672276407216166252310830624083636131828902913240262637853<92>
(34*10^95+11)/9 = 28411 * 1670824523623<13> * 7958276910088005851284820496881766680932025126676900702166497002433177962890543<79>
(34*10^96+11)/9 = 84467 * 18773199030181<14> * 21863734279811<14> * 7008019089919575149<19> * 15548605211595439274411721761210887252700894443<47>
(34*10^97+11)/9 = 3^2 * 13^2 * 9127 * 37117 * 19291918427189<14> * 276741212804783<15> * 150117528707313569537<21> * 91479885647754932178562925050316342219<38>
(34*10^98+11)/9 = 19 * 19883040935672514619883040935672514619883040935672514619883040935672514619883040935672514619883041<98>
(34*10^99+11)/9 = 23 * 61 * 613 * 653 * 2557 * 932950592723<12> * 127314656966398611461<21> * 17294071976991865832005267<26> * 1280678272234445656829992120241<31>
(34*10^100+11)/9 = 3 * 7 * 148763 * 12092669541094216584761948864581911777787096246659444497616623750138132074500660775473732996773<95>
(34*10^101+11)/9 = 16357992419<11> * 10930301662692283<17> * 2112877201169262261102180730376104010304894021962130683670335290499525306627<76>
(34*10^102+11)/9 = 1879 * 2010525693335698657678434155283543255868961031281414463958370291526225533676305363372952516113772101<100>
(34*10^103+11)/9 = 3 * 13 * 29 * 94794758099501<14> * 352362335610996593749303855728820689405970773477771629868234171584900615994215221774109<87>
(34*10^104+11)/9 = 2621 * 434458667 * 4212942863<10> * 78747241980789845005081093652084765795067500683068963092887568656206948601789771619<83>
(34*10^105+11)/9 = 17886299034173<14> * 16642721591827131487<20> * 2292442362620348761393<22> * 5535962592976042011169135119336831614685653466101953<52>
(34*10^106+11)/9 = 3^2 * 7 * 24942105209745798849827323<26> * 24863616848674778486384620939<29> * 966937596227739437787889498418727054692816376895589<51>
(34*10^107+11)/9 = 4671999136380284872610917<25> * 80859984505576746936871394603040401309754524359176489642971577730736117609930884087<83>
(34*10^108+11)/9 = 131759 * 865687 * 24176574767<11> * 1369936540648703004475867504307598401690060040679753888186255995823848126526427285013989<88>
(34*10^109+11)/9 = 3 * 13 * 6359 * 1428811 * 69088672629181921<17> * 279173844998619244488422173<27> * 5527472793432819034124928213884355318384368208974141933<55>
(34*10^110+11)/9 = 140171 * 10325458862673127323701<23> * 261017048899010479131697366260212385023233213094522248987773438080311960716464540149<84>
(34*10^111+11)/9 = 563 * 354251 * 16073446231421<14> * 204299239343543061430688025255617<33> * 5768211505423474971537140751833607331304181131758554013919<58> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=996241474 for P33 x P58 / Nov 29, 2008)
(34*10^112+11)/9 = 3 * 7 * 43 * 523011353 * 79990339692194332609802244576986241861904748816907210318551989797232945814250840134328471940052406781<101>
(34*10^113+11)/9 = 6211 * 51431 * 470501 * 2513560592666153871884567944432136538344630711187926677218273628936942836075065423475537397066271419<100>
(34*10^114+11)/9 = 7321 * 36877909 * 109800841882992679242587083<27> * 127436560800862305642638208616879202407261546540391613056160282716439524407517<78>
(34*10^115+11)/9 = 3^3 * 13 * 1648813801501245593<19> * 29415027840806636275258180245178147<35> * 2219158965639345523025597599430986517293980929370944685537799<61> (Robert Backstrom / GMP-ECM 6.2.1 B1=1164000, sigma=3694281782 for P35 x P61 / Dec 3, 2008)
(34*10^116+11)/9 = 19 * 47 * 3265567 * 912615983 * 718932414762110124051881<24> * 195341378603014429427925793<27> * 1010778431048020697415646748417370899286898534631<49>
(34*10^117+11)/9 = 358289 * 10166759834121798343<20> * 3169840304725009685413906056034592944278811<43> * 327177165093027581456207742002827740502041351113407<51> (Sinkiti Sibata / Msieve 1.38 for P43 x P51 / 2.55 hours / Dec 3, 2008)
(34*10^118+11)/9 = 3 * 7 * 47325683 * 38011956403076083271718271851286307728489450409871505537467717030978695897509641835318022600940419580247768253<110>
(34*10^119+11)/9 = 127 * 3467 * 1614479767<10> * 134550578004032969503029919091315931135151<42> * 3949668719875040095385887177491447940304626316925380622724998143<64> (Serge Batalov / Msieve-1.38 snfs for P42 x P64 / 1.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 3, 2008)
(34*10^120+11)/9 = 60340365636059<14> * 8872235961827781761<19> * 7056598150586340270808036955433201771239447655503530701247560219861439653167011347730121<88>
(34*10^121+11)/9 = 3 * 13 * 23 * 97 * 1518383 * 465530412425382869<18> * 2599966734034160812117<22> * 236251757642263068137680077063573529919810678159110615148730296943490309<72>
(34*10^122+11)/9 = 5351 * 89620398463348176243456330223<29> * 125930051109900781050517676232507094612633<42> * 6255545776522447969252532683162886614264007977331<49> (Erik Branger / Msieve for P42 x P49 / 1.47 hours / Dec 3, 2008)
(34*10^123+11)/9 = 89 * 22921 * 726360457 * 14180130100679<14> * 179796167906705307828134465665977534399064390859357087335199277220172714856215775646232210082797<96>
(34*10^124+11)/9 = 3^2 * 7 * 18104626277<11> * 508906763885687<15> * 11755544030123143<17> * 5536372951547840166766473283801980588108620330672434288807431665902600729333068169<82>
(34*10^125+11)/9 = 1487^2 * 255487 * 1876151531<10> * 5443398684485062745608459470540440836230952784999<49> * 65479839726556724918536912328130937246647388805273851297<56> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P49 x P56 / 2.85 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Dec 3, 2008)
(34*10^126+11)/9 = 149 * 786024630613<12> * 11556605817444769<17> * 592347093289943001319<21> * 1178639942837215622989<22> * 3997847901617201584774775484762707242737251846659038673<55>
(34*10^127+11)/9 = 3 * 13 * 2607991 * 3094954575702726439122095056342669879877024807<46> * 120008341231712023239286079666107104918324943560165096405970394211220012853<75> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P46 x P75 / 4.45 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Dec 3, 2008)
(34*10^128+11)/9 = 9293695219<10> * 2054670884986014473<19> * 19783617863870913661387483571021429610851214350345072153780623859832786211758528002306969338346495417<101>
(34*10^129+11)/9 = 143113603 * 1082237551<10> * 355198028399<12> * 68669256744502359611329780267906101936039106377915784758776917915693678658956078726976186204060817457<101>
(34*10^130+11)/9 = 3 * 7^2 * 167 * 223 * 709 * 41549 * 234256110320670127824315456614053740364386397929155534631813219194978579739572450756550275658295065172783472554419497<117>
(34*10^131+11)/9 = 29 * 1109 * 115877 * 8389061 * 13778025829<11> * 877019548285502174566419252203951012406801495831598253057765537680793326383119414145074813722924140863503<105>
(34*10^132+11)/9 = 10018907 * 2005869806923<13> * 704443609565155929330823351494758617941251<42> * 266849926365080321478332525760082425809629672857355064497940552907853289<72> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P42 x P72 / 7.58 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Dec 3, 2008)
(34*10^133+11)/9 = 3^2 * 13 * 43 * 3041 * 7157041348997849<16> * 3858971354503959667<19> * 1611364825756490385391657092199601092037<40> * 55483865437642055596519639266633036099126609006735619<53> (Erik Branger / Msieve for P40 x P53 / 2.47 hours / Dec 3, 2008)
(34*10^134+11)/9 = 19 * 374047 * 2174281046333862930037878901<28> * 881826597797799257233689206803<30> * 27724119158394433966044807026838624228049298969437410695567232496220401<71> (Sinkiti Sibata / Msieve 1.38 for P30 x P71 / 15.31 hours / Dec 4, 2008)
(34*10^135+11)/9 = 83 * 1271659 * 38820576214206694652531103157<29> * 1841221420817442296175794794789<31> * 500748491627872924290376533581931521233778005915252163983598241292459<69> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=327529411 for P31 x P69 / Dec 3, 2008)
(34*10^136+11)/9 = 3 * 7 * 163 * 526424108506853<15> * 53655775625396912603<20> * 129875636537331934293962710004963<33> * 3008496924078089501053188927281925523873777858397632239079606003769<67> (Sinkiti Sibata / Msieve 1.38 for P33 x P67 / 10.19 hours / Dec 4, 2008)
(34*10^137+11)/9 = 313 * 24601879358045760753375775352802939606580539840588556396176557740009<68> * 49059575445962897342059554987416196312658920843681835646967035583187<68> (Serge Batalov / Msieve for P68(2460...) x P68(4905...) / 5.50 hours / Dec 3, 2008)
(34*10^138+11)/9 = 140076367 * 334616317985480536983994258642411534504181<42> * 80598029134143922014930835608991813141358557739630559737319918330172366613804758172608777<89> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs for P42 x P89 / 11.59 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Dec 3, 2008)
(34*10^139+11)/9 = 3 * 13 * 5345839 * 1884412268365297588349011991<28> * 61263556015151357159648903389<29> * 1569559561447692995353475586965088057887602109337254519844390598571223732001<76>
(34*10^140+11)/9 = 461 * 1667 * 33013 * 5286853178190512842446697555047849243640583<43> * 2816551137745142953027574742897451096765053262076789526378442459821368042472899695804823<88> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs for P43 x P88 / 11.70 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Dec 3, 2008)
(34*10^141+11)/9 = 829 * 39514398764869549287206850885745348933<38> * 115325806065567829009781861388333198225804023813540351062894513229056794230954742920893255484355270947<102> (Serge Batalov / Msieve for P38 x P102 / 6.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 3, 2008)
(34*10^142+11)/9 = 3^6 * 7 * 137358923287<12> * 53895680698328729005239142091806814511250221757236504908265647724083778577196751138112263565460871973596681198465861452608324939<128>
(34*10^143+11)/9 = 23 * 11317 * 5137768343339<13> * 10992452472143<14> * 25698521657638310298209293908976366967819298857126758835269092909835808490962801802807060177945333362888080805597<113>
(34*10^144+11)/9 = 79360672873<11> * 3263574903539507363<19> * 2765096793442649994707<22> * 5275056830261371553431060568154792950422206653506199598610941606963961916770182265471453910003<94>
(34*10^145+11)/9 = 3 * 13 * 307 * 29935852087<11> * 105400288782557346242115717074821615669582623048404153536225217901439453662072050200727805901886125681094540923336589051304219800929<132>
(34*10^146+11)/9 = 14399154510373<14> * 30707128827701843942496821713<29> * 854397963741117079849124370596098618105875785226810199169027633660966290421542926320142812466532166897671<105>
(34*10^147+11)/9 = 54309556366955599<17> * 69560092744126140128293744390799474716734315489767246732329378324047762231368915694251316089074365214349326203319677030543389169821<131>
(34*10^148+11)/9 = 3 * 7 * 126227 * 23834221709387491<17> * 136061100348900004453193777393<30> * 4394706727315139875544870349149726531886612053921328903129416402633146507216189846137880348388399<97> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=452164895 for P30 x P97 / Dec 3, 2008)
(34*10^149+11)/9 = 132173 * 2858206878695178120930733037592986296579314820559250208270810057861876311937973548135986758095660821633599735027409363317604789009690161967858623<145>
(34*10^150+11)/9 = 613 * 5474723484518379372701766368967546866644000693<46> * 1125676874566949097792931739812198215757230882784080543645476831099365405414404627756124731207967774331<103> (Serge Batalov / Msieve-1.39 for P46 x P103 / 9.00 hours on Xeon-2.4GHz; Linux x86_64 / Dec 4, 2008)
(34*10^151+11)/9 = 3^2 * 13 * 59^2 * 131 * 708068422809222190523664976401131157631914558099818250706423725641829298685529492827270000773856309504937864049084319355577431954244501895033717<144>
(34*10^152+11)/9 = 19 * 191 * 414131 * 144447487671082637<18> * 152412726796011179<18> * 1647053817762964230889<22> * 523250770448871794120979543373<30> * 13248380905122142260981540230290450565685829703184329552191<59> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2096998275 for P30 x P59 / Nov 29, 2008)
(34*10^153+11)/9 = 229 * 5326817 * 8034989 * 156893179 * 2456652896313984652621441382953752376780644987183076612373765030257201664599107326326921639025887369733132935375519274289003543113<130>
(34*10^154+11)/9 = 3 * 7 * 43 * 439 * 95298076968893306235044858766848489791754081630651000783966827299984051586530794031985958669224018590973085861044752817809977316254796786660959993587<149>
(34*10^155+11)/9 = 109 * 38431 * 26314325321<11> * 1367414235817844393835674902661<31> * 2506316354241965358478287885021487172210327240182297461454627912939386465253844371489098898542813986043072421<109> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=415686968 for P31 x P109 / Dec 3, 2008)
(34*10^156+11)/9 = 431 * 20428085369379755054381161567133<32> * 1641290498119364233612216509348496842037<40> * 261424338685306378465746420265055797130828604401971263690053114734342542603363295229<84> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=2478402618 for P32 / Dec 3, 2008) (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P40 x P84 / 50.25 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Dec 7, 2008)
(34*10^157+11)/9 = 3 * 13 * 998831 * 3105225669289836823<19> * 312310524870381881792219816752975998234898296844374821852823182802880431713265522560541206072967432909980132943852999938274610700797<132>
(34*10^158+11)/9 = 701 * 6716727673<10> * 115696420719886279056203125891<30> * 424348478505207862622619592123<30> * 1634248430116588547843715417096243925400542422743322491451597699563285471904612357271511<88> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2575294176 for P30(1156...) / Nov 30, 2008) (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=1928600631 for P30(4243...) x P88 / Nov 30, 2008)
(34*10^159+11)/9 = 29 * 61 * 11092973448917077<17> * 56960796213499206995819411589421<32> * 653999055531658257880633332837128587<36> * 5167820598800979524424252379458124776983707013484074238580352480196575329<73> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs for P32 x P36 x P73 / 45.26 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Dec 4, 2008)
(34*10^160+11)/9 = 3^2 * 7 * 22543 * 15640944141321185099322247466507075594820802996029162961<56> * 1700674430149138207643706969225336809928813149676112024635548084053368737429115806131547880354595571<100> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs for P56 x P100 / 45.26 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Dec 4, 2008)
(34*10^161+11)/9 = 127 * 5981 * 452260176298104765469994838125306203<36> * 39385795018549293522153408826555650505362558093119041313<56> * 27920996888392742207968069111544861147664525260952212315370251203<65> (Robert Backstrom / GMP-ECM 6.2.1 B1=2720000, sigma=232161349 for P36, GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs for P56 x P65 / 31.55 hours, 2.91 hours / Dec 11, 2008)
(34*10^162+11)/9 = 47 * 459443 * 67124546794083294248340603185287579<35> * 106851167940478740045730236724328448611032403830368245522011<60> * 24391935925025616413012597364043838783569401954353983491549671<62> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2188203815 for P35 / Dec 3, 2008) (Erik Branger / GGNFS, Msieve snfs for P60 x P62 / 59.21 hours / Aug 26, 2009)
(34*10^163+11)/9 = 3 * 13 * 2995517639<10> * 1786997605439027<16> * 19883035843764619<17> * 2414031517419368222581<22> * 538538060804192975491860866957<30> * 7000578264100615505009002316587714144643825814097360015482214397616419<70> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=384210140 for P30 x P70 / Dec 3, 2008)
(34*10^164+11)/9 = 2839117 * 98039113 * 27696226951<11> * 49004180944197928846313606168899774542017143028376670814261180759038310191400232218316572907455276349236524606191161763830137695348362240449<140>
(34*10^165+11)/9 = 23 * 541 * 11059 * 132305034338835795699004205791407388620792643<45> * 547267159590746377431429613203845746240770116543947<51> * 379157534695536082042970312038325842573501978968316577268679027<63> (Serge Batalov / Msieve-1.39 snfs for P45 x P51 x P63 / 27.00 hours on Opteron-2.6GHz; Linux x86_64 / Dec 8, 2008)
(34*10^166+11)/9 = 3 * 7 * 31626402448477<14> * 7433469121613363106548924286466391259517809872867192997109258626823<67> * 7652014390216588291222042775069211091736777411099684795795933848178270670770807272469<85> (Ignacio Santos / GGNFS, Msieve snfs for P67 x P85 / 52.08 hours / Mar 13, 2009)
(34*10^167+11)/9 = 89 * 643 * 4729 * 1395937949567846904982236264651814500274822615116266273828706475033996498331531647543074259209797208862880495615714659299540088904668571470803830302808087624513<160>
(34*10^168+11)/9 = 112010779 * 1237487765219969<16> * 216088201207134256529<21> * 21007045637904397929220783078171057473056938111949250991<56> * 6003985612856955994763940375687682631208042011489199930435766202839511<70> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P56 x P70 / 32.90 hours on Core 2 Quad Q6700 / Jul 28, 2009)
(34*10^169+11)/9 = 3^3 * 13 * 6316473139<10> * 407799232266689<15> * 75988493960251357<17> * 18996040647697883281745471417581144798771086079754053<53> * 28946583100012908073644120379111826298817121794389208345765758626662639919<74> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P53 x P74 / 35.34 hours on Core 2 Quad Q6700 / Aug 27, 2009)
(34*10^170+11)/9 = 19 * 601 * 673 * 8663 * 70439611822049<14> * 5949365760417332575874777487329<31> * 338927312633634574452868348574459<33> * 39951286071499425676165028250701904891033092637792693030891274330699036140072514381<83> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1331521538 for P33, B1=3000000, sigma=1686472867 for P31 x P83 / Dec 3, 2008)
(34*10^171+11)/9 = 331 * 119099 * 71210173187<11> * 1692232626843596402810016701<28> * 795239956135960979283373766579296498924180852836613625191624143408347518527251468430535827344245379836871080147849658814157693<126>
(34*10^172+11)/9 = 3 * 7^5 * 22906207 * 13399547216048116206746496990163592721856158829124504594553373<62> * 2441077953299866038839432759567807758029461670857114077392486299910968603071411404050302508894875309<100> (Ignacio Santos / GGNFS, Msieve snfs for P62 x P100 / 85.38 hours / Sep 18, 2009)
(34*10^173+11)/9 = 1451 * 23175336529<11> * 6061403725747<13> * 33356516879350872097959604347349217261<38> * 55563428979535597429283367913886066893955421083855121284705414022229840742979307014569462000972114986360128703<110> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=158554100 for P38 x P110 / Dec 3, 2008)
(34*10^174+11)/9 = 67809251671896677<17> * 871262030956586718476929020328982046964678693<45> * 63943833305933253761085814975906493936986488115559973784320240741833923834982072049153780500007631755976072034539<113> (Wataru Sakai / for P45 x P113 / Jun 5, 2010)
(34*10^175+11)/9 = 3 * 13^2 * 43 * 5651 * 799161371 * 5619289401813401<16> * 68283976253221383129980111964581005725634244507906747338308899546608547239506744937601527649285844765928012756045636938739156677420626385504499<143>
(34*10^176+11)/9 = 83 * 135510466756369<15> * 11939552774240499093602363<26> * 105493503227471151710342078335819475754116367630927754652711191<63> * 26666848887345724090561940482203141702676554180635283322652939197456085269<74> (Robert Backstrom / Msieve 1.44 gnfs for P63 x P74 / May 31, 2012)
(34*10^177+11)/9 = 104911 * 3492397 * 613004352173<12> * 112902670633223<15> * 5586712586440183841<19> * 48678432732124999451<20> * 547811424570882037172757010704253748196491607993020085483071359498143157587286843921022133197921799833<102>
(34*10^178+11)/9 = 3^2 * 7 * 7903284196861<13> * 370914301673863<15> * 23790888888083088808633102675450246635895790592566080543131784503193<68> * 8598130079091312700741291998144179687278150164163586820217023170133564393167279167<82> (Dmitry Domanov / Msieve 1.50 snfs for P68 x P82 / Jun 18, 2013)
(34*10^179+11)/9 = 2053 * 52489 * 21276949 * 407809981 * 14288866482636506091536998811553811470825902159107193361429611288914520083<74> * 28275752910320852158064153112279375730920451968428231923517603068612087083661808581<83> (Dmitry Domanov / Msieve 1.50 snfs for P74 x P83 / Jun 18, 2013)
(34*10^180+11)/9 = 5574632468914608146858989470643476643459042798240453257348585029<64> * 677672976441677150691405869835421581232568399868727814349136619956892166941871909050801747283982312193551902356049751<117> (Robert Backstrom / GGNFS-0.77.1-20050930-k8, Msieve 1.39 snfs for P64 x P117 / 37.44 hours, 3.42 hours / Dec 13, 2008)
(34*10^181+11)/9 = 3 * 13 * 19495139 * 49687307623760397962213091615349275579346265172101038159751565180477485232019169940823128317713506359763254879519503229034102345649393351900115252764341339703638992707924199<173>
(34*10^182+11)/9 = 13537 * 9723774509<10> * 30573458093895943159715711832540359718349<41> * 93871668236822853142197850466588711564936093483270939017013669219316782796615989304676032166930192321283026832613776066611969787<128> (matsui / Msieve 1.47 snfs for P41 x P128 / Sep 22, 2010)
(34*10^183+11)/9 = 4444217 * 95276716275441940516747<23> * 1725654345624579851537080952513256030063784273<46> * 5170119259893688080093548800749618164270114694598258164337972134503577775272620264534821317140876547423760177<109> (Dmitry Domanov / Msieve 1.50 snfs for P46 x P109 / Aug 12, 2013)
(34*10^184+11)/9 = 3 * 7 * 3153381182245925815602116031604202495320047121667445799461559645437791<70> * 570480286072025881760890891024077848976969633603699632299856594817956338766406814897528070489702511123803391082489<114> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs for P70 x P114 / 28.87 hours, 4.22 hours / Dec 17, 2008)
(34*10^185+11)/9 = 1039 * 553108953256060747840665463564358923<36> * 84899358098754026519470500100735842692276241566795948069<56> * 7742937698796390773077022171625908268690825320600198553953076059596260413718230752249653803<91> (Robert Backstrom / GMP-ECM 6.0.1 B1=1830000, sigma=2182743119 for P36, GGNFS-0.77.1-20060513-athlon-xp, Msieve 1.39 snfs for P56 x P91 / 70.68 hours, 20.58 hours / Dec 24, 2008)
(34*10^186+11)/9 = 619 * 1660638461<10> * 5640194887<10> * 734453961140147<15> * 887180481434705408180445454581547197447625768663363189639083524571944333864662146609371430968189652074474724742447156741065752539433229327131038017929<150>
(34*10^187+11)/9 = 3^2 * 13 * 23 * 29 * 4507 * 24517 * 12629051188104313<17> * 10814380909580603832865415013640151<35> * 32077273038757439502227946351326334158873254442164989291984478067428460172208338111517326174859166416312314024377270067926413<125> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4005143672 for P35 x P125 / May 12, 2011)
(34*10^188+11)/9 = 19 * 3167 * 54673 * 6828917458921<13> * 141522473677954575496709305193<30> * 365021864306737230644472625478203133<36> * 325511011730868505991011219543030124578864016134756641721660178929408642696335008497093839603429962699<102> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=2017253979 for P30 / Dec 3, 2008) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4259421936 for P36 x P102 / May 13, 2011)
(34*10^189+11)/9 = 3067 * 15464730703661<14> * 357781113701518234380868750508244311951238222888642101437<57> * 222619323274082885652345959293548017638031197429771911931120030220889199754811371777266820862976732782907589338075441<117> (Dmitry Domanov / Msieve 1.50 snfs for P57 x P117 / Feb 6, 2015)
(34*10^190+11)/9 = 3 * 7 * 557 * 172313 * 106356828202199<15> * 176229454466682572178645523243819116963382277253468182750317781623160517470532922590564660805491858655478926180504866055708509446624515222255427372686476190774536277661<168>
(34*10^191+11)/9 = 113 * 1013 * 1367 * 2387502161115178976633<22> * 1337145504619678888281505265819<31> * 120026378003113347218196971409257395549<39> * 5576459049616245331794588700591305015687512059<46> * 1129854043384976187722965516017107068808930983589<49> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=1897034879 for P31 / Nov 30, 2008) (Wataru Sakai / GMP-ECM B1=3000000, sigma=314363672 for P39 / Apr 5, 2009) (Serge Batalov / Msieve-1.41 gnfs for P46 x P49 / 1.82 hours on Phenom II X4 940/openSUSE/x86_64 / Apr 6, 2009)
(34*10^192+11)/9 = 3719 * 20681 * 49117776049496595452637865901048822128932252315224520872021798364996652601892619726359640029745667389956256445416959074538812506196514434744304870071845770079190466703109456142543461261<185>
(34*10^193+11)/9 = 3 * 13 * 73872414964991438154457483704634845335532705457402330595616523903<65> * 13112620849338994250152717854469097344358167518774155826832299075626325663630475733433075729484006608794021173456736425417519787<128> (Wataru Sakai / Msieve for P65 x P128 / 628.47 hours / Feb 10, 2009)
(34*10^194+11)/9 = 2691197740780502992199450526686456932840409619277<49> * 140375332534358627509741440328961748053188124694231767125239461652617980761194328247328425405232588742773325753465604320143168823613280390506804927<147> (Wataru Sakai / Msieve for P49 x P147 / 658.53 hours / Dec 15, 2008)
(34*10^195+11)/9 = 953 * 68729 * 366881 * 163526601981859077723120884329093<33> * 961368412381412555919169196401372670874273950056658053981702077542462574970668135158370153464855870781156614873514062672211297852212038598474097727399<150> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=434059175 for P33 x P150 / Dec 1, 2008)
(34*10^196+11)/9 = 3^3 * 7 * 43 * 4648428421038240159687188110960720779842226870650643260462381909410333182943002064449092872865482684604131632555405165224286671315095087704906826353854777627387446508893537317309927129048576077<193>
(34*10^197+11)/9 = 3851 * 2356687 * 4807219 * 4137153370606657<16> * 27527335396057439103339324249372334509808621<44> * 76032851746237609692333287224809767326160757994640372359920880241941399416843009296302514904427560028053388207642778819969<122> (Bob Backstrom / GMP-ECM 7.0.4 B1=40850000, sigma=1:3561299276 for P44 x P122 / Mar 28, 2021)
(34*10^198+11)/9 = 110501 * 345944962629092687143<21> * 487431470528644422733146459735402767<36> * 202744752573318372422323054839304128700408443189463262974309331874473226300108176768945751786926898861429679103905594441113327049733804159<138> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4272672805 for P36 x P138 / Dec 3, 2008)
(34*10^199+11)/9 = 3 * 13 * 5507 * 130459864858669<15> * 123087461470591216202586986987<30> * 505115346390625654716507569256692292963981636202538159086476182451120601171<75> * 21685798664609889141384783674621956200009323125309041636875135643530170261171<77> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=1184990995 for P30 / Dec 1, 2008) (Eric Jeancolas / cado-nfs-3.0.0 for P75 x P77 / Oct 16, 2021)
(34*10^200+11)/9 = 491 * 1087 * 130747449269309<15> * 3106275864957336201694961142327261618863<40> * 3190193936711052958505070127239129976521363998551203041<55> * 546304828148536822461022977016359333068328530502908292543752656119493709515207523389021<87> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P40 x P55 x P87 / Sep 23, 2012)
(34*10^201+11)/9 = 613 * 10463 * 947638487444381399137523776727917<33> * 22962795803852915929054703659613613679734221791020487514530584303634200841<74> * 27067756006230535982739405278223737388349909668807705887156003574604993423113831280653253<89> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=3942574903 for P33 / Dec 3, 2008) (Bob Backstrom / Msieve 1.44 snfs for P74 x P89 / Nov 14, 2023)
(34*10^202+11)/9 = 3 * 7 * 499 * 3739 * 14047889501149291283455750209175223<35> * 68635692462657843755409791947893461882738756765772323734696621539462564393461204796011941878836844194249805344896486677932706382334694441512487192134842024397233<161> (Makoto Kamada / GMP-ECM 6.2.1 B1=25e4, sigma=2362313126 for P35 x P161 / Dec 1, 2008)
(34*10^203+11)/9 = 127 * 4157 * 1084987 * 1576097849<10> * 267522701219<12> * 241852534709016633483041799377417<33> * 1079686769799435549615969851322779813252480674739389358753527582406033<70> * 5990125028529243756969763931512389043026407645831818561136584813883633<70> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=1984248884 for P33 / Dec 3, 2008) (Markus Tervooren / Msieve 1.44 for P70(1079...) x P70(5990...) / Mar 9, 2010)
(34*10^204+11)/9 = 1217 * 56009 * 233922761312504944866945368108459798097079851995709097274699004498639238021<75> * 236927531027995335872677107221051822016894046850508432737749313828852960423659094062772540170659342030002668269609536829983<123> (Robert Backstrom / Msieve . snfs for P75 x P123 / Feb 8, 2011)
(34*10^205+11)/9 = 3^2 * 13 * 31908161 * 5616458432361743950772380525979298049908466291581623369<55> * 1801715530613045708077018601697737070508351049714731144539498092836486246648691440764920776873297078920939991083701817576231762527272000913743<142> (Bob Backstrom / Msieve 1.54 snfs for P55 x P142 / Jun 10, 2021)
(34*10^206+11)/9 = 19 * 1059271 * 13571400134441519<17> * 9587551376645350758608226476535336980139738313<46> * 144259148544732724670964389151244764889566841918781458095342607039210737039155275994274644529902428394147381494991815764542362271243342993<138> (Bob Backstrom / Msieve 1.54 snfs for P46 x P138 / Dec 6, 2021)
(34*10^207+11)/9 = 179 * 53633 * 119159418817<12> * 66481726913827<14> * 261232717246176588167<21> * 1940877989774008029308897471874767<34> * 97970385104784357951693543016729561534379784466979538705361917199070679661741259738563243638567741438553250238832998790547<122> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3447814892 for P34 x P122 / Sep 10, 2013)
(34*10^208+11)/9 = 3 * 7 * 47 * 907 * 42199953058758097581433807946275984465949044053151585582559801987890847587298360246353396556310065892744351070842426492336178230757038610847051110721382132862580445211987120077856431043228763090828820731<203>
(34*10^209+11)/9 = 23 * 59 * 2593 * 114197 * 18768980369577823967<20> * 5166429335660814499121546149861<31> * [9695454541587331472174657881590101683051443466384398721564616215351942835516754917562183558145820662455957114061264630433663658103662937707447037561<148>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=480676415 for P31 / Sep 10, 2013)
(34*10^210+11)/9 = 293 * 63331 * 7511891 * 119505385029653981<18> * 62796942561650507631022339<26> * 3611413267176917448370003106043870559102751798517952626066546926145734174951642295210409894192348664553144677530369862762918497916348988459632535552602377<154>
(34*10^211+11)/9 = 3 * 13 * 89 * 523 * 204781 * 917893 * 970013414532974419447462605926192563756751<42> * [114135474189348091893967656228312810530138921108555137914183490497799411970062147568327547484717790486224811344253993028904496918498922670769847801341561<153>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2065717253 for P42 / Oct 28, 2013)
(34*10^212+11)/9 = 200587 * 62560725294173<14> * 884702774676535486923908029507<30> * [34027846117292226783151595026430032404237130764279387808178758813703114772112711393498746116299307079113399855340009740017886648244178101663665078625079865423592047<164>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=4041754691 for P30 / Jun 6, 2013)
(34*10^213+11)/9 = 457 * 599 * 45408761 * 41615463761036621<17> * [7302961216503737008503436036120019289179132824968947333249941436413915924143018428719209182050542088032080218573893906719656367348851066477820325686531512774126758641445938100446196313<184>]
(34*10^214+11)/9 = 3^2 * 7^2 * 40136091058370613899143721039<29> * [2134335779314488344386634581739097084055941659701111933801748112530732284705676620385891555882615125535249311715588778178247820719771533118066649169099016308109418321170381385014844421<184>]
(34*10^215+11)/9 = 29 * 1861846957314107280205069447223615967845607743916526505321511528682976879795019913<82> * 6996718968869538047593519524167585253593452667301645627821929973100141013393256992701615844416252146432539514962416593776967381176727<133> (Bob Backstrom / Msieve 1.53 snfs for P82 x P133 / Nov 10, 2017)
(34*10^216+11)/9 = 1853323201424456808423831603557<31> * [2038380448091402983751543248003134634554819824071143090336505396115744113776079491236172650307963384359440520535717287815589353705576138890109229566303668383404516265533470331155403545847<187>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2142428108 for P31 / Jun 7, 2013)
(34*10^217+11)/9 = 3 * 13 * 43 * 83 * 97 * 163 * 2912686301957<13> * 3383812242929<13> * [1741670288444990967435971658867350298769798372481654562551313413678440929496452240935364910728503483911862473972267667200166880417796274555428526922959482705975214403103395095537438843<184>]
(34*10^218+11)/9 = 35311 * 18379941856333<14> * 909688407475542119<18> * 639866829690612811942708396139790591838234172373294914696859641945647136144503293752651848724519783160149230274300908602919583185555042688929047899741638871749316088726381175198218407<183>
(34*10^219+11)/9 = 61 * 2131 * 29061841033439067149093227821755181341614248507802676937463191896191103828555652143438990220690492247753904330128837979381478546805377124399210543635926931693561691023053732779790737649358630811192911646019938132469<215>
(34*10^220+11)/9 = 3 * 7 * 5643509879456484997168717790319469<34> * 18202385621771962068147529690375316190861636607831<50> * 17512151771867864508846794257223358611956684049099487848627274865246401479060624828843889767759701511710162453203426101505833971422619541<137> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1480786882 for P34 / Sep 10, 2013) (Erik Branger / Msieve 1.52 snfs for P50 x P137 / Jan 10, 2019)
(34*10^221+11)/9 = 100924357 * 13014696521<11> * 8175776991824386710449<22> * 5407971868771347336780928051586280146993441531458980229729691<61> * 6504934234837325005950680827807899635754888744428064577102671277347395360652839098540107259246857216165207774591226916573<121> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P61 x P121 / Aug 9, 2021)
(34*10^222+11)/9 = 18214599547<11> * 36953467745864003108151359<26> * 492809059050818201014535206745044218168176402726949321569<57> * 11388929331311343764529089258103561378539892893888586158173873990693896941561075861080398504660791982945595480572871092953677827767<131> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P57 x P131 / Nov 15, 2020)
(34*10^223+11)/9 = 3^4 * 13 * 7193 * 1178753 * 11884327567511201843<20> * [356041442012814840804073392384765371292109350595313217201456434341543460633206064045714074199689105805752981515590465875926540533014009224873948429326805516091204447535390635825839776550951869<192>]
(34*10^224+11)/9 = 19 * 5843093 * 36377611 * 446842393 * 115740605348692344292754212451678892147511<42> * [1808696569844119412512404751811102129090606697625765087923485803100707041046647162709283563290415732277261818290343307314147844355410944875327154433110627615529<160>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=778667464 for P42 / Oct 28, 2013)
(34*10^225+11)/9 = 31601 * 54561977172425905487<20> * 1024051014698948342701891<25> * [2139557142381635539113516720683180951730291828913802472084559554528562437828616767488084155131399552581873835361874253228788014605060484129347298956436995414287834226727540239887<178>]
(34*10^226+11)/9 = 3 * 7 * 12301 * 86365504601761514294303<23> * [1693309635181657750725568149896490306991074720564216460128395768368390959199369190558127371094132023121716925153874401625381472163277872984646761474859271441924393487536007208620958620630438631600733<199>]
(34*10^227+11)/9 = 4665911 * [80965491578767314202473595783926821102626641995052579823699547157624261966800862206282498268350548859114067494595970171265113667572694330812949020625935166311097185046559563133068285652636275697881459328687962067381434789<221>]
(34*10^228+11)/9 = 181 * 739 * 11351 * 17747742844931875738004923<26> * 1788467584495103515331533459<28> * [78388990243343712371000937935578918103369675413296605953316454356310315884706928508966206232969538839686991645049561145769578607707795700777420869992452841581160096283<167>]
(34*10^229+11)/9 = 3 * 13 * 4247443726643311<16> * 48943765747442216123015617001<29> * 4659580142817311804694358224711098565638276352866044625813701316244255515631483323270977841699630605605963741037987028867255964191942493418307755772218122584351590152351143632794134851<184>
(34*10^230+11)/9 = 60356033 * 293064871547677517<18> * 25555121427776515814541371634157<32> * 588410603811731673318185922318022357583<39> * 55052187904392295887912740385878453627696847932573043337<56> * 25799954065946315168162472983932245704503625716108872721411938540818056338836237<80> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=911560590 for P32 / Sep 10, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3284060469 for P39 / Oct 29, 2013) (Youcef Lemsafer / GGNFS (SVN 440), msieve 1.52dev (SVN 942) for polynomial selection, msieve 1.51 (SVN 845) gnfs for P56 x P80 / Nov 25, 2013)
(34*10^231+11)/9 = 23 * 2729 * 8669 * 76471 * 727759 * 3266293 * 408167914158219660504929808187<30> * 52697557545133685096502794940511<32> * 10011475958347133844776410378382994203<38> * 714563599352418866651290816865656299813969622751<48> * 248215096467187723722111971847609270065265379506248679968269<60> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2909605426 for P38, B1=1e6, sigma=3338663117 for P30 / Jun 8, 2013) (Rich Dickerson / GMP-ECM 6.4.4 [configured with GMP 5.1.1,] [ECM] B1=3000000, sigma=2064099589 for P32 / Jun 13, 2013) (Erik Branger / GGNFs, Msieve gnfs for P48 x P60 / Jun 14, 2013)
(34*10^232+11)/9 = 3^2 * 7 * 7835501 * 35726972310627805723727<23> * 3973685086263326559940127<25> * 3642155734069712569454047137679921<34> * 148006543460845190334912622379383451426201062011406718587958855269098210594211696297844084880387986831992594928837911643258936973170326642555937<144> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=398522539 for P34 x P144 / Jun 8, 2013)
(34*10^233+11)/9 = 971 * 6835395797000275819<19> * [56918508422369558250591188548799155435148201468308796274212923560544288136858405103378746030499910817887795315485061252123849193699837368213442177021954367141897152400751880786149095978805367712926145974826684971<212>]
(34*10^234+11)/9 = 7575833 * 3925381141412250425006617394011694151152635668717177948139591<61> * 127035231491267644644401568797789773968086093646826409282751468190055906083257598510528928659825121763609232239242281592056293334426581715294669175351309975635317839293<168> (Bob Backstrom / Msieve 1.54 snfs for P61 x P168 / Dec 23, 2020)
(34*10^235+11)/9 = 3 * 13 * 683 * 527343692891<12> * 5731651781189<13> * 193630893356171494669<21> * 21279128354718485663958563<26> * 187622354914911863424387180435492606731<39> * 17835755016932614767634635960622517398276470143<47> * 34030864256963052890391573480255930586446393664859502945960779974808229603283<77> (Ignacio Santos / GMP-ECM 7.0 B1=3000000, sigma=1 for P39 / Jun 28, 2013) (Dmitry Domanov / Msieve 1.50 gnfs for P47 x P77 / Jul 1, 2013)
(34*10^236+11)/9 = 577 * 770348091589<12> * 14203137867956041<17> * 4870091337882025253<19> * [12287178693612599804844755558891622285311501746987932994171823184549601137902499538296204449795390216214375903793898424030408465562933200884784797180079985760201443798257188690279520304691<188>]
(34*10^237+11)/9 = 6451 * 55813 * 1412651 * 260679109 * 10847924268353<14> * 3327452114859920837<19> * [789358756001636634315926166044694126161998406109063813874164194220860078724639747390318518999344588384710066500947292552150015705341736860480548538691794589581975137463168153198842367<183>]
(34*10^238+11)/9 = 3 * 7 * 43 * 504857 * [82866744027208024127990090260502453206710101743376420143053255049831929925676020298900155600079515905369609004131162858034215712242983239499821607276303980427105137850999066776907805896396771151036128026388819094983046267248273149<230>]
(34*10^239+11)/9 = 1319 * 28922031404682552858638123278759<32> * 11879655275194836157756144711003417<35> * 168924501084842630664001326661839802604484637<45> * 4934763403810474443116985382910585450736511657416184238197206442190050641045746048814743394080527932399775635203443702906948631<127> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3197716312 for P35, B1=3000000, sigma=943622046 for P32 / Sep 10, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2815466948 for P45 x P127 / Oct 3, 2013)
(34*10^240+11)/9 = 691 * 532849 * 561359553838230450124771<24> * 46850098417983745439430042971<29> * 390123919879069928107772654293796516939981678624061248598413704190365023691673592987421082012032504091823784609416101718619718988546743069445398499988270128841064881275860491153441<180>
(34*10^241+11)/9 = 3^2 * 13 * 183580336337<12> * 662061845787003133371710489365597217335027<42> * [2656597894969874082997207583943014148141324804990760065378033888981103878938509574630805009060876210824906778457273064434123196359020693403095221214478106467101189622193269550926489406413<187>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3237269486 for P42 / Nov 26, 2013)
(34*10^242+11)/9 = 19 * 193 * 3697 * 18433 * 620743 * 128904857054702606693<21> * 18892912429412551425274537325428685136520798746259880625396655102610016290604769250777617417813828946276003375539640091825445717113705587123189965844717126809998267846846626567969907965362161386400822947963<206>
(34*10^243+11)/9 = 29 * 219433 * 1549391 * 2094028523<10> * 57012788637194326851626701307<29> * 1201904331039982591345126636759<31> * [2670242248774383350501571361435590749145369830819266154521504919478609406441675029356804467645772352759398860395760137755716482172980384335198120184903039627104183<163>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=868083884 for P31 / Jun 11, 2013)
(34*10^244+11)/9 = 3 * 7 * 568877 * 1194671 * 306731387 * 8010761281<10> * 418543510421<12> * 152158003038193<15> * 207872314794931<15> * [81374127089797431143801043131152101929377813824033479334467661289275947790496062875537042422418103800840246085402571507336986522104524797153556063247200650860405171177201257<173>]
(34*10^245+11)/9 = 127 * 211997 * 3705190337<10> * 247412999402101197113459104746610622205313<42> * [15306289893408523700734120165945519847004502372240932650395598059913878061702772677667233858127089244453789478201827560306333162647675413544563487431685025631285953193248893509133518549361<188>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3624857713 for P42 / Sep 11, 2013)
(34*10^246+11)/9 = 56799511 * [66510744745280954580362105190972115548279593072161796917191378245805281277470465859781394557741487911362085102771004098570105256324790855642714561007008982485391076303064964375798548296969982325688997177771086405616727541506084053747888389<239>]
(34*10^247+11)/9 = 3 * 13 * 191 * 49633 * 810941 * [126002351085264719871093063193433466178316599732967139230510112313779417423153801418856397970068407122415153361158343778235379640305825330513920042771092059199102188197132279488789059088908030270795117397619670366157513629719169191207<234>]
(34*10^248+11)/9 = 14243 * 32792164945259415100622730838026622757<38> * [808844140135041618537658121670924109567518554864849773776063334222742264583435655940268235690313909406431525243276974055513111578529786376668317250924037643453427350360765505441639362275464515451364267627229<207>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3425872430 for P38 / Sep 11, 2013)
(34*10^249+11)/9 = 51226499433149<14> * 73746553435840538382232297742077596267014246519498119754459243920876004676686127390354323936390669974422719558222224475136969024501845847084489435028114325845010131423142627060556529719604251820154949611713295269578653912207691850245871<236>
(34*10^250+11)/9 = 3^3 * 7 * 269 * 20306603360081161<17> * 52586204797007454653914826760933499<35> * 415434741282230902251394048809351768581<39> * 24594976174737781773300998513181124687688200254527449298195719<62> * 68102646731956116804964716194364531939297283973737577516681250358033264490565383162753959853539<95> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=449555282 for P35 / Sep 10, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3928943733 for P39 / Sep 20, 2013) (NFS@Home and Rich Smith / Msieve v. 1.53 (SVN 988) for P62 x P95 / Jul 8, 2022)
(34*10^251+11)/9 = 367 * 2562841 * 1169456693<10> * 2391127954376897888007650477978117<34> * 143635476561067232185242701747247209227992397370800599313886978284388709754930475022670891166430080850735200060258169716272322621400890627032918694031783666824418821121335345210446167718318256310123997<201> (Makoto Kamada / GMP-ECM 7.0.4 B1=25e4, sigma=15052025896032885450 for P34 x P201 / May 13, 2017)
(34*10^252+11)/9 = 613 * 1511 * 81916517 * 7109066837<10> * 20809216332859<14> * 57204990848615220223<20> * 5795143819380134655319834809315973<34> * 1015251241116410730225599491027141531738176343579909986018078515441517734979209949688413268510650939882742000334480169620827505185126998491107818056990074954934737<163> (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=3014810941636013253 for P34 x P163 / May 13, 2017)
(34*10^253+11)/9 = 3 * 13^2 * 23 * 2903 * 36849641 * 108897854720455573<18> * 33948814903895883614560547<26> * 7719716104135731419477943132211<31> * [1061145760482418650599457170296824899651954679292291954318433195062480032737096467619998809779366253090385104459439002132707597718234259794508061792594765980044693973<166>] (Makoto Kamada / GMP-ECM 7.0.4 B1=25e4, sigma=3234657547649248543 for P31 / May 13, 2017)
(34*10^254+11)/9 = 47^2 * 194323 * 23637861863518538160281449250439543203<38> * [37231308067717960639237482273701412820035489630855204828451222218359292187582898805090064950168717373628628100958084612470003688938502665443964999417999940135934781846842487557692173778691837952414108268834699<209>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1076215700 for P38 / May 25, 2017)
(34*10^255+11)/9 = 89 * 77932037 * 130786836396000444419431643<27> * [4164533291054789867251321681965316550752804523488104308684019143688651610015534211260924463957409869202982883058231711792173174595934166186693594504614395930101057469741690368688370526091505944500987139470176560592714621<220>]
(34*10^256+11)/9 = 3 * 7^2 * 137221858164238952443<21> * 1872818871578931141998536232660037124238297635915244021034691507795459869067319662828020232876260167088954787983262263324464397726260449457725658050678498944924523295131104652380380709334115793015402472704578172786145086699777923418899<235>
(34*10^257+11)/9 = 23567 * 933922299379416829<18> * [17164112822591417540481527049798004024629601043590302528063798114011342533897648648229003102859325593892986162992277463586357580293445087992871568682526558575296660509826173656262333511802885671614876912535507025072763279743490766339553<236>]
(34*10^258+11)/9 = 83 * 1654127 * 670513730934839117<18> * 865464126150386970530737<24> * 6415586123844901272177745583<28> * [7390883870542371858355330751324441931812524571088656847664512886185615690291422987413939141097200202192293156967377721797120272663045309422183447812749361444792607301569722653293717<181>]
(34*10^259+11)/9 = 3^2 * 13 * 43 * 1045469 * 10049756617<11> * 4355360447359<13> * 932854341276680915167513<24> * 20503138863066294181966111<26> * 382694555133137230254809927979462055521127<42> * 51050698369435297871806797170646461355378059231<47> * 439140126453548457419212052059366743662303621856321796126837966936894233972064536683885857<90> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2682807456 for P42 / May 23, 2017) (Erik Branger / GGNFS, Msieve gnfs for P47 x P90 / Jun 1, 2017)
(34*10^260+11)/9 = 19^2 * 257 * 373 * 5443 * 7696243 * 507264127 * 238060494899<12> * 21184216196226511<17> * 5731485578703537497121735364679<31> * 17773340364977250149824594514766428428180110375329928053121107356470997588504886897060357378389849222433854673120825998408416496993927902333353944938290466484144508919389399723<176> (Makoto Kamada / GMP-ECM 7.0.4 B1=25e4, sigma=13269797034793843806 for P31 x P176 / May 14, 2017)
(34*10^261+11)/9 = 1987 * 95272559 * 38305416906857<14> * [520967362600246747563796455317276332285253860874021089046268037531503305819269868133569291898457002282172044314096940121573212978200269481711547129139374791712549779801041394243145746293287454386175129296805319879691254076340086091013159<237>]
(34*10^262+11)/9 = 3 * 7 * 994324532681152114982591<24> * [1809209910662700801898326925168617382578205674415715264459531548501820412358766713442931575688453188114295129789231722489117882605844048286359297194541285887172305497270483646195312621196528918167480648154990855664593620228542749633203289<238>]
(34*10^263+11)/9 = 109 * 40299369349<11> * 1375385419198062191<19> * [62529829406389138346300314695564474606977499116578221254020783450563209283158922091049361487157361666139847689451041903835208872038707275086054168308463160917712517779637948065535171786769684234380587532906515973873958973093505089309<233>]
(34*10^264+11)/9 = 48673 * 544068853207447743922710049<27> * [142657440644352207142293067924986496250072174109457264947900395785001811600774286137281148153495248141590836786990958584345294313760825472071064712997388699271312534889508949077441815581528414667260698915489121134267734406935554914227<234>]
(34*10^265+11)/9 = 3 * 13 * 20989531 * 15137949737<11> * 3048610963119271865427524363157653021722395021603592992864723859736847389188151782608532356808374708956485501936148549592661714828920721991643729842259563373170729283175550004966460446325040818457235388857231035138163383611243007875469178766377463<247>
(34*10^266+11)/9 = 2399 * 8431 * 14401549 * 425960371 * 3044729165167239068843284641959332505182395602645562844019264384335296715014175552746529002378560082563309554409580363893783472789373786778410027376721599571857831144126432370439344050746270247088460560683763852944437081756205031711738823918229<244>
(34*10^267+11)/9 = 59 * 25237697 * 104534666521<12> * 1342124930371<13> * [18083454271548721017833737327342339044787887339969314393971095656971877002780215085666944910643149899796780296715905102856762787656136901135347937415293994912723507502055335095247715374512290855648021445842443042721368569392013158291803<236>]
(34*10^268+11)/9 = 3^2 * 7 * 344021 * 1183672108141<13> * 1472582008581158779413388299245598128228506895521954875916707281702815615554358713402925512825999036159122346174526230285239262448919929784949702713565099443706328808621389641706077546700025258113638404156965958341879297644833056743657698897107481053<250>
(34*10^269+11)/9 = 479 * 661 * 620902614805531<15> * 775534651804791202769511910603<30> * 2477848438437144725589921033883828902418658877243131820945520883541087926276269242761959460076993447382044727948164865157875754530245088424988369975722417919477270700163927320240483655653891626543862695686536790045099537<220> (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=6547415398021016911 for P30 x P220 / May 15, 2017)
(34*10^270+11)/9 = 62659 * 60291063977685213261906155185652145386580982425154850504760334154355763382399619811643623067361077862362594005294974030510824905883875864245803121303847456515070106094539934850185572348390139928466425857064073441608991170905660444274210852036862665822591770979073681<266>
(34*10^271+11)/9 = 3 * 13 * 29 * 33613 * 4052021 * 6257120369<10> * 2035101684117084888784052699<28> * [19259021429153844010728905864779525723768583198853722825891419357616057835137541951104404998571531076988654930047174786597954994516498776936420455020173111207666193412203420882441301560084686260760716015788993895105755643<221>]
(34*10^272+11)/9 = 522905321 * 241685247905598620873917<24> * [2989256648793994966362317588696724966806334277698180948506489307879330695842834656722418461912950620561927161905368067562683135645175018703349417994843205819264600530506859190902285039868037594008422839795076627570998398698196021060758721047<241>]
(34*10^273+11)/9 = 5827 * 1407844703<10> * [460507426505517042863201400465968827866368694280500262106662032994839498799992592139585460475084026513734489601141244370109144314379303128396829174791736755113297055926743915089916924421201821780009419644686639505874307919206520384651447557089151396644448185359<261>]
(34*10^274+11)/9 = 3 * 7 * 149 * 643 * 408127 * 44215995574659943<17> * 320261182999217479<18> * [3248933581130834147919777177304493857407115685915405481562948221761326766968132284240466092662407357192831764334519135552372936401489036075418377316174309373391224437994886152358202076137925098507194702777277671028215257080314103<229>]
(34*10^275+11)/9 = 23 * 1033 * 901997371799731<15> * [17627997406796700836291655257565702459936790703482220068627456693488077948927222043186694657532696488040492403600393272447128642128621206750741858203256176356571127260136021587758178437788297802269667511605868125565366784703695799585280515452642183072397551<257>]
(34*10^276+11)/9 = 35206646533<11> * 259926915251<12> * 578280156893<12> * 768108334629463025827831<24> * [929393705976370306746632005379853185113849152007931372585779664089826586787291110466203914041059988126648715892627802084895476846678939004861148975411721316482375862599867242887582020651746085025868432401738241493505111<219>]
(34*10^277+11)/9 = 3^3 * 13 * 509 * 97958304474869795306698731315774033823<38> * [2158590440056783273455985037475804351122716759383051391436425017853754010494648318710183189313126708516244345444167801899972151299449236742438874407362103531672741287721274318593265149233469931844135991379796647029487393214311225280047<235>] (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=13558875479419193712 for P38 / May 16, 2017)
(34*10^278+11)/9 = 19 * 647 * 395309 * 43782252401<11> * 5434973405801558853409249<25> * 3423589921208851956734955163<28> * 4917942982647336620127757363363<31> * 4507253130524038829811945338935407403<37> * 186692931679365396701127977248968024635733406784394906894259087<63> * 23059041299299013790260954880311988896379512210148904931725964075254943088887<77> (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=4994062681600548342 for P31, B1=1e6, sigma=2215372538674022845 for P37 / May 16, 2017) (Erik Branger / GGNFS, Msieve gnfs for P63 x P77 / Jun 14, 2017)
(34*10^279+11)/9 = 61 * 2057451121864429829<19> * 4519340183545669723<19> * 275396340412260028455773<24> * 9411398994238224251978363183<28> * 2569742826176297585111384792766340942217850317718176551523159576580339360770928915390511638859631429770790516973903510388312475429828313026701964473673032556402318534584109767994094092083363<190>
(34*10^280+11)/9 = 3 * 7 * 43 * 1735739 * 7132249 * 741925753 * 10487753982617371344464131963<29> * 23396855835324524979311212443425020736753<41> * [18562535717523646535961159508147668096428858204397832615675653525171385058906680981269265355047899880064191476925326703138493311576589825405372790643483781219699385867275690051242091872189<188>] (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=3435711441251791989 for P41 / May 17, 2017)
(34*10^281+11)/9 = 131 * 331 * 37128137 * 183626149749049879121<21> * 1277907538712676194553618463904255181970705189115879437854106489227944001224018526273223722551475955092593872338924853652920036927656752553109994888572262472199878940371212446706648386801523818323341618743901982569507238539127296967203027470665372107<250>
(34*10^282+11)/9 = 29761 * 250007 * 137817014578039<15> * 1760595060650480138090454036373<31> * [2092543052260843906142642054040270942235921317390589953210316808848901960479640647153640812243870526510613239019473913187925610944885429937370351047985138870729480724654503335051510249193854066693004989506821795964748782013810391<229>] (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=8517451267858150786 for P31 / May 17, 2017)
(34*10^283+11)/9 = 3 * 13 * 107277549677<12> * 12767020754351<14> * 108204523204713841127<21> * [6536239772156212822003109749478657950130452460005500995198391782429966483507289213649032394347958028501629463434814809326003892642184621930725328517744546683789892021031881488646594351413045168760618675658134715413084868676602462914943009<238>]
(34*10^284+11)/9 = 10294301 * [36697759058898489346462453135747417700121433964071749774732425035733633374211398887382230010350171204220449526177423583959491545640425491519800885730636570445897956333099039728659359948555786136210489452151999225375067017933298995024312751082154852260272725440782990295094128079<278>]
(34*10^285+11)/9 = 2503 * 54668381 * [27608279659309966800672646281061543499116277047874627797006521544802213256587310900328904030468562840901041618176618547044320348843898079868226307276935543588530694319234092575556231962678371914682478663964092135088452104500628991931304045105588601711507877897591711814008953<275>]
(34*10^286+11)/9 = 3^2 * 7 * 730591 * 300495079 * 20138284000337992446371587<26> * [135631859134887042472243077253517640825147420787441717190771997475546679763838781221125673948012863436869158523264413432931603548687241469780089641547715170989377650682477179112518187898734529563074038883721274600358744313860399130312601142851431<246>]
(34*10^287+11)/9 = 127 * 1021 * 741056431 * 4316737567<10> * 46676067776153<14> * 223932339994556869288523311<27> * 8461265560773671596763819784633942050659<40> * 10298017163633164731322351131910744941512416181589164181535076184027751729242125477417643458783047692257698728648789500763959654456316435101495358208748573114444320196812936863285727373<185> (Serge Batalov / GMP-ECM B1=3000000, sigma=1:1503665160 for P40 x P185 / May 23, 2017)
(34*10^288+11)/9 = 20341 * 20885429557<11> * 26305044496148489193103<23> * 199143795975019277948379426159312259589<39> * 1697519898822218351227359556171933091951465632695975121846383579121336500885490384825467696223793157911771354097545133939419471090211835209670441573576149663704392257776300600175910010945022382695311547652625227201<214> (Serge Batalov / for P39 x P214 / May 23, 2017)
(34*10^289+11)/9 = 3 * 13 * 44977573 * 49924301059<11> * 977919502593791<15> * 123420715502835318428449<24> * 3574148747866720778995870955735679566622680208962079652528382262310589650379375190844666966987854372952181489418617776864519022370662241446346660060439507398641653782957714694713112050161598054615306883533768535600533470762127348197<232>
(34*10^290+11)/9 = 123059 * 483824907268050703<18> * 256060807170502784435337553<27> * [24779451777386962608802647903386501957111296218105456308639867474599034690100736822816932579786695026886597472664016738461524525018299112921725285347263397404826670364995490405793996684846434957173510168078011091670830951589209154683530997759<242>]
(34*10^291+11)/9 = 1669 * 4871 * 318339451 * 486813342832091860413531393017641<33> * 2998534191125067177287625456833769937754789823924498397122635666311514611898694259441265613814237241441778278044387428181799470259114426064777436419861248657489752363665272023052814980451028424959130041785909776205296907454970152148134288349131<244> (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=2356768234903647545 for P33 x P244 / May 19, 2017)
(34*10^292+11)/9 = 3 * 7 * 631 * 1333583 * 115089984851<12> * [18575057640063191239345357303665857395954745944889086545591759093513246416586783962718394198199527316762068616172479901018118655409270054720727531671251798195048859376331590985147323338272056098032532749606221755812411873443423530945189250377395258228893137021714197428613<272>]
(34*10^293+11)/9 = 2777 * 168409 * 32431673524700456287<20> * 247096383741209402291569803361<30> * 148908159521716607262629193209531<33> * [676925673723968624256520045159975412975167211703480093465621387158184656980542403707264518028306128259971889141404006653194105849455953790973704247449057632327441393027163659686206158963852686529460444359<204>] (Makoto Kamada / GMP-ECM 7.0.4 B1=5e4, sigma=12768794876138884679 for P30, B1=1e6, sigma=11976314112702310130 for P33 / May 19, 2017)
(34*10^294+11)/9 = 66863 * 6981728043613<13> * 54210106976776845689024854510399<32> * [149281969730218625537473484380271660045044892788109893334070693793738789181560414186397137617293898310910499573505458760679615166437566129256464918513242050065073731038258204543924432085395610092116302782701560811323856193337190449401228871974559<246>] (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=3052089566866265560 for P32 / May 19, 2017)
(34*10^295+11)/9 = 3^2 * 13 * 153421 * 4249380833<10> * 11125684057<11> * 866898314217050473176461250257730251<36> * 51350561968198010764946671988215656615317600659432968556061072215565028175210088473684612665858651505090139820033278772574687457307465088395670943281753478271344463158129601341090676966119095403156547663292586475953907627532199637137<233> (Makoto Kamada / GMP-ECM 7.0.4 B1=1e6, sigma=9685336366895768862 for P36 x P233 / May 19, 2017)
(34*10^296+11)/9 = 19 * 167 * 203317 * 5771602471<10> * 182550989775779<15> * [555791678244964897597270404416404939709482054750472158204118277329636362028563911134395003180757149689315796084818179497219051330382515922942106866604236419439683612389358425255449446398131486870578502727110149848407158488807019811635344208881391494988910610606991<264>]
(34*10^297+11)/9 = 23 * 63150299 * 181222742904436470048421<24> * 14352265543223195007769563578232514476631071927826040000558667976189473842392250379905944618194881321756257730413760161091486417986348434272409231719864220542667038178393125440099341345237669724335196485925249730885588071921669317783964148082085266683664860984620787<266>
(34*10^298+11)/9 = 3 * 7^2 * 163 * 307 * 1523 * 22541 * [149596010130620291585657472400087624086002859297568387375574216377760971624267429730833479635506293656945456512499245137709943338544152022038741880725600591911524108379219755643135964372919372168419712673712076257605170373677204084448735085090135922020949754586222263858402281439947839<285>]
(34*10^299+11)/9 = 29 * 83 * 89 * 1193 * 3331 * 130846704375133777153<21> * [3391504875650295972745007926557932468686966369725749080002488627143258315396736968927545232667928506929505072700101012569528411059414780396990498047840031822724344717075066095809484957303630314330032084072282622229674407902373202356898225283842212486149319208338141127<268>]
(34*10^300+11)/9 = 47 * 8389 * 149927467156400059893236537<27> * 63906811683212964592002603391060573403649887348713293367716344753267780959237867027933366943089599949888825389851323567828328631319732693821285489752859897004463503895027184521370244614437656926762696527921089352367498314300011995952420745026170718784211266591613593249<269>