(14*10^1-23)/9 = 13
(14*10^2-23)/9 = 3^2 * 17
(14*10^3-23)/9 = 1553
(14*10^4-23)/9 = 103 * 151
(14*10^5-23)/9 = 3 * 19 * 2729
(14*10^6-23)/9 = 1555553
(14*10^7-23)/9 = 13 * 53 * 107 * 211
(14*10^8-23)/9 = 3 * 43 * 149 * 8093
(14*10^9-23)/9 = 5801 * 268153
(14*10^10-23)/9 = 233 * 66762041
(14*10^11-23)/9 = 3^2 * 173 * 99907229
(14*10^12-23)/9 = 118603 * 13115651
(14*10^13-23)/9 = 13 * 7687 * 10711 * 14533
(14*10^14-23)/9 = 3 * 139 * 373034905409<12>
(14*10^15-23)/9 = 1555555555555553<16>
(14*10^16-23)/9 = 59 * 372763 * 707295209
(14*10^17-23)/9 = 3 * 47 * 505691 * 2181630463<10>
(14*10^18-23)/9 = 17 * 91503267973856209<17>
(14*10^19-23)/9 = 13 * 229 * 1973 * 2648375772893<13>
(14*10^20-23)/9 = 3^4 * 53 * 89 * 3677 * 110723804857<12>
(14*10^21-23)/9 = 29 * 53639846743295019157<20>
(14*10^22-23)/9 = 383 * 40615027560197272991<20>
(14*10^23-23)/9 = 3 * 19 * 199 * 131023 * 104667067134977<15>
(14*10^24-23)/9 = 433 * 16164324871<11> * 222249124871<12>
(14*10^25-23)/9 = 13 * 67 * 16486415027<11> * 1083281041709<13>
(14*10^26-23)/9 = 3 * 479 * 782855737 * 138276067375037<15>
(14*10^27-23)/9 = 71 * 435277 * 24016151 * 2095839650309<13>
(14*10^28-23)/9 = 17207 * 273570967 * 3304535045082737<16>
(14*10^29-23)/9 = 3^2 * 43 * 61 * 22312729 * 295319439496412351<18>
(14*10^30-23)/9 = 1601 * 13216087 * 135280027 * 543447536197<12>
(14*10^31-23)/9 = 13 * 2153 * 99607 * 5579667044486208324011<22>
(14*10^32-23)/9 = 3 * 109 * 17273747 * 27539193601771877507437<23>
(14*10^33-23)/9 = 53 * 739 * 55469 * 213622247 * 3351725186414413<16>
(14*10^34-23)/9 = 17 * 3767 * 5749 * 4393019 * 6241793 * 1540906306369<13>
(14*10^35-23)/9 = 3 * 167 * 16693741655978017<17> * 18599193473095709<17>
(14*10^36-23)/9 = 97 * 13901 * 35297929 * 32682744846054276013981<23>
(14*10^37-23)/9 = 13 * 211 * 743 * 1223 * 6101 * 772617589 * 1323972095956751<16>
(14*10^38-23)/9 = 3^2 * 103 * 33851 * 161856344281<12> * 30627007309557453269<20>
(14*10^39-23)/9 = 1783 * 2180060011<10> * 400189541240542990093931381<27>
(14*10^40-23)/9 = 127 * 421 * 266719 * 45293323297<11> * 24083054473302840013<20>
(14*10^41-23)/9 = 3 * 19 * 2729044834307992202729044834307992202729<40>
(14*10^42-23)/9 = 307 * 5066956207021353601158161418747737965979<40>
(14*10^43-23)/9 = 13 * 17971 * 27563531 * 13832523096409<14> * 174635959238971709<18>
(14*10^44-23)/9 = 3 * 65957 * 22990344727538334691<20> * 34194628854561384773<20>
(14*10^45-23)/9 = 607 * 1399 * 288494143345957<15> * 6349537896926407107152453<25>
(14*10^46-23)/9 = 53 * 2045347 * 143496946101580489816555236316874585183<39>
(14*10^47-23)/9 = 3^3 * 1433207 * 30235831859<11> * 132950789257792820827798453703<30>
(14*10^48-23)/9 = 162051799733<12> * 9599125453210159045210654991964300541<37>
(14*10^49-23)/9 = 13^2 * 29 * 614636741507423<15> * 5163953298354856624412081275411<31>
(14*10^50-23)/9 = 3 * 17 * 43 * 863 * 109469 * 750835759088972533581112604410097281243<39>
(14*10^51-23)/9 = 4073 * 224460857 * 5302895035685447051<19> * 320861395887082431523<21>
(14*10^52-23)/9 = 1741 * 184259 * 1530871 * 125672833984963<15> * 252044973296057426728619<24>
(14*10^53-23)/9 = 3 * 619 * 907 * 305157673 * 302650949633349478417012470070474680139<39>
(14*10^54-23)/9 = 173 * 199181 * 3044956543<10> * 26533939877<11> * 13136202789901<14> * 42534255041671<14>
(14*10^55-23)/9 = 13 * 70321 * 20284471 * 838867656001084459172941005332901247666291<42>
(14*10^56-23)/9 = 3^2 * 17155679103227321090880517<26> * 1007476912647106993772269495301<31>
(14*10^57-23)/9 = 25253 * 61598841941771494695899717085318796006635075260585101<53>
(14*10^58-23)/9 = 67 * 1254623 * 11704249 * 1947152442047<13> * 107581504781351<15> * 75477300320019461<17>
(14*10^59-23)/9 = 3 * 19 * 53^2 * 54642371629<11> * 716332198979<12> * 24820750993347587299312168233991<32>
(14*10^60-23)/9 = 107 * 139 * 104589225815609194887080989414076215662983631786159857161<57>
(14*10^61-23)/9 = 13 * 181 * 147227 * 44903080531866943439376387377495299426055656324643363<53>
(14*10^62-23)/9 = 3 * 71 * 730307772561293688054251434533124673969744392279603547209181<60>
(14*10^63-23)/9 = 47 * 21757 * 1521208195704738270153753945226291128172547603222397052507<58>
(14*10^64-23)/9 = 89 * 1187 * 4500115726290143<16> * 1967350859267210479<19> * 16631801725387390351777043<26>
(14*10^65-23)/9 = 3^2 * 17283950617283950617283950617283950617283950617283950617283950617<65>
(14*10^66-23)/9 = 17 * 2683 * 2212066517<10> * 76223806368511<14> * 202267970950829237286335407931991108329<39>
(14*10^67-23)/9 = 13 * 211 * 6791 * 155740579 * 17452701214939<14> * 170745876096151<15> * 1799332093245296658023351<25>
(14*10^68-23)/9 = 3 * 173647 * 2000238733691007323<19> * 286437840548874202781<21> * 521176425583411297061291<24>
(14*10^69-23)/9 = 60623527701025007<17> * 25659271483293352172745293516217242839274400524940079<53>
(14*10^70-23)/9 = 15555555555555555555555555555555555555555555555555555555555555555555553<71>
(14*10^71-23)/9 = 3 * 43 * 418933 * 1528568143<10> * 2305681019<10> * 1038515657593163<16> * 786419306656359720649266513499<30>
(14*10^72-23)/9 = 53 * 103 * 193 * 700211 * 158880234809<12> * 341152052769044203<18> * 38901677755833633008449766149027<32>
(14*10^73-23)/9 = 13 * 174532327300239439859668003<27> * 6855928727305494416473190170945280812044053527<46>
(14*10^74-23)/9 = 3^3 * 59 * 9025537 * 133976091789830401<18> * 80754995012865759912628640977968731769883737833<47>
(14*10^75-23)/9 = 1234168553<10> * 486646509046265167<18> * 2589986125987191254813024116629210048190296800503<49>
(14*10^76-23)/9 = 15555555555555555555555555555555555555555555555555555555555555555555555555553<77>
(14*10^77-23)/9 = 3 * 19 * 29 * 541 * 1091 * 3875185189<10> * 205789477959783383<18> * 199928648367587693357508320833376828038633<42>
(14*10^78-23)/9 = 163997 * 309031 * 30693582074145087759910623742291160692115328291549710208468347975779<68>
(14*10^79-23)/9 = 13 * 151 * 2267 * 8464769 * 179088850816329283<18> * 2305844657503323478518077697667361062920395358259<49>
(14*10^80-23)/9 = 3 * 28365390008393903<17> * 1827997141463869213930316334992557048452667926130183903295668517<64>
(14*10^81-23)/9 = 257 * 1423 * 11004640440491587<17> * 2065370303431774380011<22> * 187143056075928856695442966398374580239<39>
(14*10^82-23)/9 = 17 * 127 * 40241 * 1405365859846438769<19> * 603457191412612751497334099<27> * 211119453541976624303440752277<30>
(14*10^83-23)/9 = 3^2 * 17283950617283950617283950617283950617283950617283950617283950617283950617283950617<83>
(14*10^84-23)/9 = 553681 * 126884437 * 3221129333<10> * 13391709893<11> * 1471014508151<13> * 5629096323250535813<19> * 61989440573778412967<20>
(14*10^85-23)/9 = 13 * 53 * 98807 * 478213 * 271168098455263<15> * 1762051580186247463677713663035517266064821004921449505269<58>
(14*10^86-23)/9 = 3 * 70383368176253003<17> * 736706031487512809474607156920730025299172269514109724554026201583617<69>
(14*10^87-23)/9 = 1867 * 431731 * 13584121 * 980432157397163<15> * 144903503400195637144140557016606001006799678025358334443<57>
(14*10^88-23)/9 = 334349 * 319770476934591750709<21> * 34767905371304838482291<23> * 4184741211892614429738725166351759714763<40>
(14*10^89-23)/9 = 3 * 61 * 331 * 557 * 647 * 2534269 * 257392021 * 2575342630448831561<19> * 4241936459554019510732444836460061583275208631<46>
(14*10^90-23)/9 = 599 * 647027279 * 1072747177<10> * 67386709779973<14> * 55521920552118367440969705496382915380316096559998641133<56>
(14*10^91-23)/9 = 13 * 67 * 113 * 6367 * 5289959 * 62576780113959036348891475596437<32> * 74987445459634293470985419629997447514090851<44>
(14*10^92-23)/9 = 3^2 * 43 * 22229 * 381496731283119775021<21> * 47398414457140543066846648802182975106827346135932024719103396091<65>
(14*10^93-23)/9 = 595081 * 308472100142477<15> * 8474099359831458287675343670454608915792869413540557841335566667423511869<73>
(14*10^94-23)/9 = 64127825590973<14> * 2811616995955777<16> * 86274579644370783320078993204171002947349937670353079037217888693<65>
(14*10^95-23)/9 = 3 * 19 * 2729044834307992202729044834307992202729044834307992202729044834307992202729044834307992202729<94>
(14*10^96-23)/9 = 6947 * 11867 * 1404384717277886137249178175817932689438717<43> * 13435727599871396270623421592459579787658500741<47> (Makoto Kamada / GGNFS 0.54.1-k1 for P43 x P47 / 0.55 hours)
(14*10^97-23)/9 = 13 * 71 * 173 * 211 * 12060159629692163239<20> * 38282669191078943297350851463888678918750948181606795139151211749378483<71>
(14*10^98-23)/9 = 3 * 17 * 53 * 131 * 348527 * 2111023 * 597088616978540758369130876536892418647164636429964581101653701118096399159192101<81>
(14*10^99-23)/9 = 232780179879760690691495655682739808881<39> * 6682508606871322871620337288648741203745956570691457692192113<61> (Makoto Kamada / GGNFS 0.54.1-k1 for P39 x P61 / 0.70 hours)
(14*10^100-23)/9 = 3329267 * 58527627011971871517073<23> * 650694856387684694850917<24> * 122687017894405167126515029285046960909723656399<48>
(14*10^101-23)/9 = 3^4 * 1315199321<10> * 14631864529417562597576447<26> * 2600685447201513269911716803<28> * 38372618186348478922258245355867815533<38>
(14*10^102-23)/9 = 47295629 * 15552687889<11> * 2114750147384747297066562268843016044689345194034395537443578657494494837774959856213<85>
(14*10^103-23)/9 = 13 * 2719 * 2963 * 3994098543731<13> * 37186263224361869527909765336350093178192764657340356371168739143675655088402341283<83>
(14*10^104-23)/9 = 3 * 33404358037<11> * 1552248116680424498344681415912817107967697473995669825895533399974851067420076217519553341023<94>
(14*10^105-23)/9 = 29 * 18047 * 24988768909003<14> * 118942660683193458664543014395598760958477006055707201496041422980163810087730505057377<87>
(14*10^106-23)/9 = 103 * 139 * 9347544516743237437692714740238292837<37> * 116234742855085529578876954254245021476557271363549685111789948257<66> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs for P37 x P66 / 0.51 hours on Core 2 Quad Q6600 / Mar 19, 2008)
(14*10^107-23)/9 = 3 * 1951 * 8748821 * 70116552119131233253697742765797176049<38> * 43324835157711520807946225794361876690197612007341872469969<59> (Sinkiti Sibata / Msieve v. 1.33 for P38 x P59 / 10.09 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 20, 2008)
(14*10^108-23)/9 = 89 * 37589571408989130690449<23> * 464973439559709285605137949845964387735240683932426360667766245159744621417203084473<84>
(14*10^109-23)/9 = 13 * 47 * 12343 * 44357 * 3384149 * 6092287543815372516589769<25> * 2255441421089903280059237075368887214257827941773275077964640857533<67>
(14*10^110-23)/9 = 3^2 * 770540149 * 27922045303759<14> * 803342080779088191747135814248837180148317461365838900015662335281416744837451004829787<87>
(14*10^111-23)/9 = 53 * 11000347 * 1166008763<10> * 198106763636305933502724201941<30> * 11550536428798048239992277769495694954756923267653289965174536401<65> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=925895173 for P30 x P65 / Mar 12, 2008)
(14*10^112-23)/9 = 19421 * 8916931 * 2328765211<10> * 8602097249074871783783820192981298307<37> * 4484029687158018042424643794202980992275372478191873239<55> (Sinkiti Sibata / Msieve v. 1.33 for P37 x P55 / 3.67 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 19, 2008)
(14*10^113-23)/9 = 3 * 19^2 * 43 * 107 * 7975586407<10> * 1923781173683<13> * 113861384206662076954599416574707<33> * 17869404599998095262189940211282723567677418286716373<53> (Sinkiti Sibata / Msieve v. 1.33 for P33 x P53 / 49 minutes on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 19, 2008)
(14*10^114-23)/9 = 17 * 2093635143787091<16> * 33190574528295321018327947<26> * 1316803083964091209651656859890157570340556640505695494186450336183239617<73>
(14*10^115-23)/9 = 13 * 881 * 17189 * 21428391549316742681539165554993157989289<41> * 3687449493348667986819089625807553114935732965345671067328548973481<67> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs for P41 x P67 / 0.70 hours on Core 2 Quad Q6600 / Mar 19, 2008)
(14*10^116-23)/9 = 3 * 1920966953<10> * 238805465963<12> * 113031662368232506228630272069852925506560133998461089816798101159758002230813559501868093466809<96>
(14*10^117-23)/9 = 18946693 * 82101692129362921305346297401639196642683530870297816909555433001186832739389167046489619880131881355524975021<110>
(14*10^118-23)/9 = 331068349 * 5144266036542673<16> * 4090898917791232952071545697006570921621<40> * 2232675951016315988867127284632626987970566041942101009<55> (Sinkiti Sibata / Msieve v. 1.33 for P40 x P55 / 6.54 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 19, 2008)
(14*10^119-23)/9 = 3^2 * 43109057683<11> * 99484979175401771013642049<26> * 4030110682080828568536205520950736175318526512435161590792485722221503773912484451<82>
(14*10^120-23)/9 = 269 * 1915957 * 3018196341186009526755228002262026915625196141666200123577591515697622893806738438388278695499504075092921582641<112>
(14*10^121-23)/9 = 13 * 10513 * 29704232772359<14> * 54319975343707<14> * 93952054161401868097<20> * 57278874674008250373769<23> * 13108012561498270317989780241213240203030858993<47>
(14*10^122-23)/9 = 3 * 199 * 536261906753<12> * 5896821347655059<16> * 82397925284424932984761632284734846215744595150398113982099508068604199562283902355048537487<92>
(14*10^123-23)/9 = 12211 * 657201752020148171<18> * 10753755444545527374527909643755701962882929<44> * 18025006361564828534200757555861583140142606308789337325697<59> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P44 x P59 / 3.51 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 19, 2008)
(14*10^124-23)/9 = 53 * 67 * 127 * 2157251 * 15989336924926466965309383384985073746626862566410228467736705351324841209100445574875922458828009088412932724139<113>
(14*10^125-23)/9 = 3 * 809 * 1549 * 829093 * 390420787 * 152409673209489480057821<24> * 8297473811469535462668654101<28> * 101081046350574258914032457200842371779074933912306401<54>
(14*10^126-23)/9 = 1096928051<10> * 12498625107494737<17> * 363241471005671447535513678139960218287887<42> * 312355901867046413627024946541023325632565835499451550899237<60> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P42 x P60 / 3.44 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 19, 2008)
(14*10^127-23)/9 = 13^2 * 211 * 21997 * 190181 * 104276341302104083479378482682379842023889540687209962066943072775415091540183074442678010134662153069249864598531<114>
(14*10^128-23)/9 = 3^3 * 10490799089<11> * 10003931977271<14> * 187409363464363718474869100062621<33> * 292921450878592546975162520988878794100375547144807005806036350434938361<72> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P33 x P72 / 5.79 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 19, 2008)
(14*10^129-23)/9 = 5749413403024550933574604752036293641351380377<46> * 270559002547500945368356658064162976416834648929786395630819569640571746923377726089<84> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P46 x P84 / 4.45 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 19, 2008)
(14*10^130-23)/9 = 17 * 373 * 4423 * 3038389 * 12085781 * 3303360245933166137<19> * 4572321924001725823794251150502971374840191554462833330728995598114211679819578229552924987<91>
(14*10^131-23)/9 = 3 * 19 * 468056747262877864591378985344497462087808873<45> * 5830585394328821340439305519151218975641216570980360445799468073046721537499689235073<85> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs for P45 x P85 / 7.84 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 20, 2008)
(14*10^132-23)/9 = 59 * 71 * 97 * 7823 * 16007597 * 7196110320984271887768290805077603<34> * 4248211658617179794953002753092149992005253913469193885224487376180475161049101837<82> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs for P34 x P82 / 6.85 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 21, 2008)
(14*10^133-23)/9 = 13 * 29 * 971 * 29501 * 323898532409<12> * 342938753117<12> * 12967691312172783495101018378271608494239538754959883604221427070811550320549623397163950994116468603<101>
(14*10^134-23)/9 = 3 * 43 * 1841849 * 6133187 * 266089199 * 1845161925989<13> * 215339786052217239372566579524945255357716889<45> * 1009647045755365143845638829136615216297983945249227441<55> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs for P45 x P55 / 10.16 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 21, 2008)
(14*10^135-23)/9 = 421082122543377471948099040072049191<36> * 3694185699834148430250517608597883013280312326005666129435829336555704216470266353772323806409529783<100> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P36 x P100 / 6.90 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 19, 2008)
(14*10^136-23)/9 = 2609 * 40819 * 2874721 * 14085762626082570811<20> * 86564637715095292547101787933942319569693<41> * 41670863835479319614069605921391221377496695827764326594084421<62> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P41 x P62 / 11.88 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 20, 2008)
(14*10^137-23)/9 = 3^2 * 53 * 5247336757753<13> * 1012034696022175271124641<25> * 61409110757786658318573930022081397624692201851415884603167119897779242701292472583518462028097693<98>
(14*10^138-23)/9 = 8111 * 108711266578758459613216246008874649<36> * 10324155343485704388884033718797007786067<41> * 170876381427759404236156771629665436841780455921013486760381<60> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P36 x P41 x P60 / 19.92 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 20, 2008)
(14*10^139-23)/9 = 13 * 3673 * 1069028582430889519<19> * 92779164177377894189579<23> * 1567043611324685007165806069<28> * 2096043973615344713780961867647195768255142797193957922009367254213<67>
(14*10^140-23)/9 = 3 * 103 * 109 * 173 * 1193 * 9137 * 9887418549347<13> * 3653026826618340659377517<25> * 276074000621840928447803428231<30> * 245611720891811892901120676708909017057356129504810761086189<60> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=3793969810 for P30 x P60 / Mar 14, 2008)
(14*10^141-23)/9 = 1712841877619<13> * 61736068926919837<17> * 1597968823904215417<19> * 6852333907469386435676977<25> * 1343452951977395928139316833822750830249499010311553712084749087795839<70>
(14*10^142-23)/9 = 1039537 * 60893798366372502814337<23> * 5467112110189474188168761<25> * 44948430316762565339365149714241095108033743005131702684634795476562034298305616506575417<89>
(14*10^143-23)/9 = 3 * 22139693374793<14> * 4033985856450760851705573910811<31> * 580574956790360292326396245650795930374736048470567567465451678105744062669016644038536851027792137<99> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=384416447 for P31 x P99 / Mar 19, 2008)
(14*10^144-23)/9 = 16223 * 2610589 * 260187979 * 704543423 * 4062596873148470469101<22> * 49319325852680104588708546670487082718384162219860693035527302072930167256904085520722019697947<95>
(14*10^145-23)/9 = 13 * 499 * 6852047 * 3493453704044789145257<22> * 100176603499705247375701656798315453568586396187726388776916074710410767246292454630938774108608453933975138684961<114>
(14*10^146-23)/9 = 3^2 * 17 * 9007 * 2781397012235323853321<22> * 105919920953310151356411194198742339101<39> * 383153944492844763111161253251402110359504657912538041799224423031962917815854683<81> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs for P39 x P81 / 32.78 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 24, 2008)
(14*10^147-23)/9 = 179 * 415957 * 16374811 * 653133609550067634665059<24> * 56584859883732260957279040013<29> * 80733674721485964418028247214298861<35> * 427612866165966729085518073472242602764976743<45> (Jo Yeong Uk / Msieve v. 1.32 for P35 x P45 / Mar 19, 2008)
(14*10^148-23)/9 = 587 * 1291391 * 20520581793736485904275390998934641309822884596876995551917502650507601442558380036136430867019675991144426768147205345652363911007265475709<140>
(14*10^149-23)/9 = 3 * 19 * 61 * 3356563431989464838102279492452770144334227580418669<52> * 13328644255702782199398300118670013826308047575946272170431865182527315159031646426963541568881<95> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs for P52 x P95 / 34.05 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 25, 2008)
(14*10^150-23)/9 = 53 * 4057 * 5525769348620168759<19> * 1309217783653636249523226352730711904534943143029698622280130352048628821352765940855107575748679977749650003777761721210857827<127>
(14*10^151-23)/9 = 13 * 2213 * 517619 * 7681936333<10> * 1717634052520051<16> * 16820895951350324317170195241<29> * 4706521871418196358281662023008824663095196031484100339389156478064745201226851468713141<88>
(14*10^152-23)/9 = 3 * 89 * 139 * 917089 * 2381503 * 201865139587280209<18> * 19527071389306231327<20> * 486853623781516504565205805756151871533306455303502735177191650647219706829723172279250349407875801<99>
(14*10^153-23)/9 = 3282864968103111044049116015189636325629<40> * 750520966883775487075871543212035736560922760348863037<54> * 631349262219539973921775256331377718345779965714457540134361<60> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P40 x P54 x P60 / 47.73 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 21, 2008)
(14*10^154-23)/9 = 151 * 10993 * 71999 * 525466275970973936861<21> * 8444521211546589929213<22> * 95870625299777853092472666927690315569741<41> * 305957037399167054607851451384826644981270222698168907376933<60> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs for P41 x P60 / 40.32 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Mar 22, 2008)
(14*10^155-23)/9 = 3^3 * 43 * 47 * 195929 * 39917387 * 27496531615303751255508385977877<32> * 13256128530106065804015121820004168812872800900839223596915403773061273707418701227696707739151908971363929<107> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=4156413895 for P32 x P107 / Mar 20, 2008)
(14*10^156-23)/9 = 149 * 1913 * 103549 * 14054418746919697<17> * 57400451032787671<17> * 1777209876209396357887<22> * 656668226029593033131031253<27> * 55979042258987604079274159967318155578791519061107961758900769133<65>
(14*10^157-23)/9 = 13 * 67 * 211 * 8011 * 9241 * 295591 * 70240674289<11> * 55068003987204403822513101674134476924614931701479497698727892234421582420021187578161366017266372801589992878144096627413386137<128>
(14*10^158-23)/9 = 3 * 727 * 14588197216044197579705519152242955035773942876598287<53> * 4889092283367864506268890541041439684319959055354301808203619167574234059984462242015485343648252218499<103> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs for P53 x P103 / 41.96 hours on Core 2 Quad Q6600 / Mar 28, 2008)
(14*10^159-23)/9 = 2360483 * 226593244838333<15> * 118365524892972602913743693<27> * 2430749538295306145725728141599656700945070902478673<52> * 10108163321139107412078827980136296192052017344921530333358643<62> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P52 x P62 / 19.76 hours on Core 2 Quad Q6600 / Mar 30, 2008)
(14*10^160-23)/9 = 540138013 * 9632404889<10> * 1337121542699<13> * 2236017346754735316469514214422910633959537512267817583172952588924738079000571847015386659034684643962878474640588054996282072471<130>
(14*10^161-23)/9 = 3 * 29 * 270772294485683676142991<24> * 6603315508476819103018070980698950586810043814569808134596905498264231805501117989152860734376107466631841293627841155430617149231260809<136>
(14*10^162-23)/9 = 17^2 * 30817 * 372124977656909<15> * 472035414783518016243135774561543103921057694177<48> * 994337733365949129428898253056275129686355332723981707011105870757951405338818661021405862917<93> (Robert Backstrom / GGNFS-0.77.1-20050930-k8 snfs, Msieve 1.33 for P48 x P93 / Apr 1, 2008)
(14*10^163-23)/9 = 13 * 53 * 61331 * 2625397 * 1733650622473273939<19> * 80877867907940573594677903268497999686743493334162239092885110429876797395185167989522023865284371723811428777318881596054911071749<131>
(14*10^164-23)/9 = 3^2 * 17283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617283950617<164>
(14*10^165-23)/9 = 1081741 * 348427632923<12> * 535728913589613419728258074511925624737<39> * 7703792187315390144299929098071704967894750175677556891822468858120439691344477047932722475841300620157500383<109> (Robert Backstrom / GMP-ECM 6.0 B1=2066000, sigma=719258285 for P39 x P109 / Mar 31, 2008)
(14*10^166-23)/9 = 107 * 127 * 507742003 * 3383246862790582749480921165155169175417<40> * 432508300655604026409962871945358873577669<42> * 1540730929988680743737736570091962036281428096254323888738391539667343483<73> (Robert Backstrom / GMP-ECM 6.1.3 B1=2628000, sigma=1836372263 for P40, GGNFS-0.77.1-20050930-k8 gnfs, Msieve 1.34 for P42 x P73 / Apr 17, 2008)
(14*10^167-23)/9 = 3 * 19 * 71 * 531673 * 7992763247753<13> * 1048346677119340274186763357587<31> * 165955976565647236763131624364023<33> * 51989177484774335000405160411396907020013131516634989264049871020067619937769816371<83> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=1391144125 for P31 / Mar 15, 2008) (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=901988464 for P33 x P83 / Mar 15, 2008)
(14*10^168-23)/9 = 1621 * 43711 * 198072079 * 269142119431463<15> * 559440037805248819<18> * 349947121727773524854047<24> * 2103540464478753400091498266152686095898898902063646750881443163670455411966542223015647351040983<97>
(14*10^169-23)/9 = 13 * 252943541314486559<18> * 4730625618518871009682491857664371174175170296663387073243761597500862962071807969623886074722061160414602899349170245914493191402536839586998533574459<151>
(14*10^170-23)/9 = 3 * 691 * 22263472690475736337<20> * 4140183215192466077295603949<28> * 630117766017269648087725009336287261566800724122723<51> * 1291968818028846496792599442959506376604417781810432273538694583529439<70> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P51 x P70 / 43.54 hours on Core 2 Quad Q6700 / Dec 4, 2008)
(14*10^171-23)/9 = 1451 * 123427 * 587334193 * 194692625467<12> * 47132222294384190599<20> * 1611592496028237840546090881909548629613705450440858236588038365229528855497202361107413363975311614306273704509758458653381<124>
(14*10^172-23)/9 = 146620853411992717<18> * 48732841755745228357<20> * 157497047898162804731<21> * 1087171254746335852469<22> * 59153305041058215728786305575326180793937<41> * 214940696862403157894398875584911842395797860592706359<54> (Sinkiti Sibata / Msieve v. 1.33 for P41 x P54 / 5.29 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 22, 2008)
(14*10^173-23)/9 = 3^2 * 14537 * 5771837 * 18090041 * 11387138877331679651639289574436619823599425509905812059251812186153963191018557836689028356024613827584487999242029921591182901482972047263606173709988173<155>
(14*10^174-23)/9 = 103 * 5279 * 271483 * 40339734767<11> * 45735309576132815144782499<26> * 99116071380420986197668503315898839491273606904399<50> * 57626900123099745229955931269971891412641816187378696237985321097977648459929<77> (Sinkiti Sibata / Msieve 1.40 snfs for P50 x P77 / Apr 14, 2010)
(14*10^175-23)/9 = 13 * 7573 * 2038700949876497258819164740062522064954709<43> * 77503388727423169575714188322817654539111949909475491882640338731051584806905658501368959790339414055676600291226770718963064333<128> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs for P43 x P128 / 19.92 hours, 3.6 hours / Nov 27, 2008)
(14*10^176-23)/9 = 3 * 43 * 53 * 61343 * 224478847 * 14212882222309<14> * 234702867347322669726379416879684047505133531274778971582413091846467<69> * 495312124835995920557634547516701277873203021011998714924966356518732869651763<78> (Markus Tervooren / Msieve 1.50 for P69 x P78 / Aug 30, 2012)
(14*10^177-23)/9 = 7499 * 143177 * 4021680564974489<16> * 551070279090733843157124777559998214735819<42> * 678257271786770080886865976540564306772539931538851<51> * 963828789294137997437321079907552931491795841898920587638371<60> (Ignacio Santos / GMP-ECM 6.3 B1=11000000, sigma=1100047172 for P42 / Oct 8, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P51 x P60 / Oct 10, 2010)
(14*10^178-23)/9 = 17 * 2225841655194472268016781853809366714396313<43> * 411095136800562521541539475829738868608002274427477071385840597838998349260485047470252329367328208883411589540139084008392762907660793<135> (Robert Backstrom / GGNFS-0.77.1-20050930-k8, Msieve 1.36 snfs for P43 x P135 / 103.73 hours, 6.73 hours / Sep 20, 2008)
(14*10^179-23)/9 = 3 * 1186931 * 13952284178326762085737<23> * 3131075106735273320708357651973149834863337243623520848700828176170527093809520936108449818042594205339430959586649373269974191809587739891005854184033<151>
(14*10^180-23)/9 = 421 * 9629 * 21863 * 2233574101365973<16> * 7858001794546506070215040992182123585176151245151853289182735415609134331239631256354605642883390430046741001089690620390122105215078142931025748936047883<154>
(14*10^181-23)/9 = 13 * 3701 * 37507 * 41647 * 187168335282403<15> * 1105846021496587577110798195166422657798840728199783307285116955417574946612974785657330763213532023739841480705198351222195505942504906929140968972513863<154>
(14*10^182-23)/9 = 3^5 * 44683 * 219683 * 23004238659828299<17> * 100143278055502237343<21> * 451344638653809780151646232464668802251922144892060586583<57> * 62719490575793045441757950900246719553423646117253091908112789360783052414569<77> (Robert Backstrom / Msieve 1.44 gnfs for P57 x P77 / Apr 27, 2012)
(14*10^183-23)/9 = 173 * 22501 * 12153853259<11> * 989929583017<12> * 1872165481279<13> * 21311468009719<14> * 634859922851017<15> * 6013661672725536345979<22> * 8747097848694413689758101801203081<34> * 24927620489480658641554644061289498862540687696094550232089<59> (Kenichiro Yamaguchi / Msieve v. 1.33 for P34 x P59 / Mar 20, 2008)
(14*10^184-23)/9 = 334395823 * 270341297921436232766081<24> * 11530738827474680344340095285882094371<38> * 399248416356628216931980618453190939377<39> * 37377646311513947369563642937369624137333302442851722145520171406714562870293<77> (Ignacio Santos / GMP-ECM 6.3 B1=1000000, sigma=1289100372 for P38 / Oct 8, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P39 x P77 / Oct 11, 2010)
(14*10^185-23)/9 = 3 * 19 * 225961 * 906348409 * 2686263519704587<16> * 20720035798179847<17> * 239410332664536635825862044536719373022026659039251613715188203703235669187529463804812987729594182638274817611298643587945988622921404589<138>
(14*10^186-23)/9 = 28006829 * 8831504096685906854961851854652321<34> * 6289076996190171773132127311967162875386222790205267180773358694979298005392875675088270427791547856615819841843276720754972757597039614088969317<145> (Wataru Sakai / GMP-ECM 6.2.3 B1=3000000, sigma=2074512981 for P34 x P145 / Jun 18, 2010)
(14*10^187-23)/9 = 13 * 211 * 1381 * 144701 * 733561 * 602126233 * 74139381966718203922912865719163125511<38> * 866606143915455010448947146563672029714252286988620529684323320853314484760104943267014959261466106615178212774253838871937<123> (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=2164012053 for P38 x P123 / Feb 26, 2017)
(14*10^188-23)/9 = 3 * 389 * 2216272392681634303<19> * 27160785900659997888588313244157337<35> * 2214364964204326418867159465034646764633749122982406100696852937558853207149879879683642424650608830501960166764162582240480693628569<133> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1661170279 for P35 x P133 / May 16, 2012)
(14*10^189-23)/9 = 29^2 * 53 * 732592079 * 322714021476163981390505328895549<33> * 147616059132510885887106989471477607062069521684636691879276858897150996114060841566812835013683535769907964239404688756865880797960299065769591<144> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=3396517256 for P33 x P144 / Mar 17, 2008)
(14*10^190-23)/9 = 59 * 67 * 146953 * 13002427 * 30378811 * 67793032216937003563118106091923038172939982231224530128284685352078116488123555758770177967673683327944921171609755957986109294555241848367601101137482407345254159761<167>
(14*10^191-23)/9 = 3^2 * 827 * 8206987 * 3598465183229085294499173214049<31> * 707679241761299541712417487810079463164495158192167808861559999579405873611117043978013451576631655109578525920464298098877911368288678903590008167217<150> (Ignacio Santos / GMP-ECM 6.3 B1=1000000, sigma=1606400259 for P31 x P150 / Oct 8, 2010)
(14*10^192-23)/9 = 379 * 3863 * 21317 * 2751537751<10> * 232887734578818521640958585789<30> * 77780983619540818178456968808494515771224331468110066063223236543570238196233647061937766041972180986435517565064180071607922264967669310621203<143> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=1947626991 for P30 x P143 / Mar 17, 2008)
(14*10^193-23)/9 = 13 * 2035126146827<13> * 726549843007673<15> * 809255065674717562791968671642820867418524943328237889696819614601201607844141665239130970919593762335626181725432567879119051437940853981153568390904908302046866311<165>
(14*10^194-23)/9 = 3 * 17 * 659 * 8555317 * 37411239761941<14> * 16017356713461169207690816324785616034907328460547193619<56> * 902819397317637795287565649613985785907793845983174204562788702221650522111969837567369819809912113139602862622619<114> (matsui / Msieve 1.48 snfs for P56 x P114 / Mar 2, 2011)
(14*10^195-23)/9 = 307 * 13299166367<11> * 362711739096277067303<21> * 459677278245238185567873636228214391<36> * 2285115115129383661600997441443524486382279947226925876095131334689763789253307221014791602935849336209894859533061101128087269<127> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=417253223 for P36 x P127 / May 16, 2012)
(14*10^196-23)/9 = 89 * 2119944355908590009<19> * 610549116237318628374373127254607<33> * 135036275477909590644828044635146967514082249300158584146137750683861603708636990567352097221628528182486666349621734915832535731127812338875679<144> (Ignacio Santos / GMP-ECM 6.3 B1=1000000, sigma=192517581 for P33 x P144 / Oct 8, 2010)
(14*10^197-23)/9 = 3 * 43 * 3571356734592851<16> * 8160764602194575029<19> * 376501481719133389972453446383<30> * 32763791234608198379299093687572314288256794009<47> * 3354060502527202463361127118745414757822316829596690824311908468084791433260081976489<85> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=3518916396 for P30 / Mar 18, 2008) (Sinkiti Sibata / Msieve 1.42 gnfs for P47 x P85 / Apr 22, 2011)
(14*10^198-23)/9 = 139 * 13681 * 2588724134417<13> * 62839098078157<14> * 4280333875923656164217650925571001<34> * 1174788052497803975185733772410188456265149505648421038417931241819507178125460724839687630679774634721312204403834609371885184937543<133> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4136792943 for P34 x P133 / May 17, 2012)
(14*10^199-23)/9 = 13 * 331 * 58913 * 130409 * 4205923 * 24565687 * 3575555279<10> * 5834025858339475153432096237<28> * 45172230179509180703033453351<29> * 4833056433746272759307516699689455294101942713051243275069843293792624473744746626864254467648010864858111<106>
(14*10^200-23)/9 = 3^2 * 3033496037622857307870842268067364837548775059726949<52> * 12252998283212933037938412743529586470315179061764978083771647637<65> * 465004560406171829084976708697089017173510355031372707962704278582642195060480525009<84> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs for P52 x P65 x P84 / 83.40 hours, 26.62 hours / Oct 30, 2008)
(14*10^201-23)/9 = 47 * 167 * 1789 * 20269 * 12861733453<11> * 22389769353745427841394724213905932787661<41> * 119305004153842178761686037810752942844750446073<48> * 159081892526100570686976331024895454073292933365768980754351784861050248698496786500926910113<93> (Serge Batalov / GMP-ECM B1=2000000, sigma=2292340594 for P41 / May 16, 2012) (Erik Branger / GGNFS, Msieve gnfs for P48 x P93 / May 16, 2016)
(14*10^202-23)/9 = 53 * 71 * 173273117 * 16393113374114277878498826000101634119<38> * 176219705769526729777409657350634573173241<42> * 911046783069864422972230812802826621105738216666949481<54> * 9064910629611245580503420624930331919633663592575550922257<58> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3454838635 for P38 / May 20, 2012) (Ignacio Santos / GMP-ECM B1=11000000, sigma=1:844617378 for P42 / Sep 25, 2021) (Eric Jeancolas / cado-nfs-3.0.0 for P54 x P58 / Sep 29, 2021)
(14*10^203-23)/9 = 3 * 19 * 113 * 223 * 657508069 * 287366779836973<15> * 75613197907045044881<20> * 2488386683021826130779011036496995958120146461<46> * 654591677528045397490883596276681066741838463129629<51> * 4653757635698959185611146253903714422957075631008342682047<58> (Bob Backstrom / GMP-ECM 7.0.4 B1=50710000, sigma=1:4112060293 for P46 x P51 x P58 / Oct 19, 2021)
(14*10^204-23)/9 = 907 * 1701375899<10> * 286137686909647426989001808532803068162496876484066221908821795596878835609837516050549<87> * 3522920969317765144098981345965949280569941935864733481131256730464438242446979930694703356934448774979829<106> (Bob Backstrom / Msieve 1.54 snfs for P87 x P106 / Jul 9, 2021)
(14*10^205-23)/9 = 13^2 * 88093 * 1102697839<10> * 1474902144004481<16> * 13322859631652701699721<23> * 48221447066329765168002023513231765815936624946284620630047009888486807478964832902866805703493299226877140817204978112159342672979480241364228927133931<152>
(14*10^206-23)/9 = 3 * 2122723 * 14551441 * 5195780598241<13> * 338061792319793<15> * 5973656861273071<16> * 12435119653441743289<20> * 2965343704455737212851543928289<31> * 535101678471722252215665138995967718027<39> * 8108050728465961194843784063632336596850533651404808974016077<61> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=186714475 for P31, Msieve for P39 x P61 / May 16, 2012)
(14*10^207-23)/9 = 2067212190462149611<19> * 752489542550439781503175957304575391277415711232103895209881869781700487205423271268083376408816235953337018169981204714354364328465632724912911414704933380047556179603247359745526971719523<189>
(14*10^208-23)/9 = 103 * 127 * 2089 * 48023 * 51736454279<11> * [229118518412757373746033264623628013555542924385136488031345833220600580945722637593258442022292519806214216478399309069387861961157085360409706469490342639882134672816753177839664148801<186>]
(14*10^209-23)/9 = 3^3 * 61 * 941 * 22855774488046831<17> * 75986741396980289<17> * [57792108629016632513480430248051671324634832778985752819217686762635869227536924404865988398395798192219115343500311258366616898283908702322533391037356654925008313136421<170>]
(14*10^210-23)/9 = 17 * 86287 * 4166641 * 1062076473703440683221<22> * 239634511002095642625898217238302262117634106066231264364109161906167035759407329154984547362248140753607141124967386696151039241957008048492460578450754092051057847794356687187<177>
(14*10^211-23)/9 = 13 * 13049 * 91699072463882027833288466287163505341143474333757114046791416704820030745389010390159903532575767996106719380533465903992381117065000887516022775429626529327655850761069551781483730292068095731211678793869<206>
(14*10^212-23)/9 = 3 * 10337 * 15932823146116233610761083867710201576457<41> * 314830659944655519411148209684762149550557202442967275661987544041322371977742702501820789706280626276787960987940992762363758630259063173374094463111741477525136027539<168> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=61898396 for P41 x P168 / May 17, 2012)
(14*10^213-23)/9 = 59767117 * 8729779849606365068962271274294477056090491627<46> * 2981397805053830071121383554126096294245246874500171302667458416802360776437916254220617958300186002910396419959177675941375381623093099652222726894431823251567<160> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2002506396 for P46 x P160 / May 21, 2012)
(14*10^214-23)/9 = 8885568466920727<16> * 1750653952357231343623022510649524143612935066813005939005052851995350351093274960405273611346960184370594769989201380238141776120442083199126775781221374100302717024194739440773085782947460392893639<199>
(14*10^215-23)/9 = 3 * 53 * 53966118115270660024446727349608395064961138348499340058865288337529544102744415304052640688171<95> * 18128723383507430666006957753049737784860733539070634825496231706353166623494506987265409511802855050314217665777102077<119> (Serge Batalov /  for P95 x P119 / Dec 13, 2014)
(14*10^216-23)/9 = 73121929 * 3123259849<10> * 211052011421962339390748947<27> * 32273069461506641712670856527015453237695288251228290520106876722771608064522272569193213970322281695689205512553813890627169107936370142752929168926962070653220472135431819<173>
(14*10^217-23)/9 = 13 * 29 * 211 * 740123 * 1384079 * 17849423 * [10694802260844792999191807207954418743571323101262233932741998180421283396165399674123160065229944031992106983066327776199541433307333738633288584043464987900601374226844828911922010164810300489<194>]
(14*10^218-23)/9 = 3^2 * 43 * 1171 * 2508559 * 151408447772673203853997054825024166757396839971<48> * 30139152688717542959640158828892344126299845404734170141904351835087<68> * 29985562518777891581238449865171690036899983878731155372434123541624188632349801850813541923<92> (Bob Backstrom / GMP-ECM 7.0 B1=23550000, sigma=1:3992909585, Msieve 1.54 snfs for P48 x P68 x P92 / Dec 28, 2019)
(14*10^219-23)/9 = 107 * 2118613624426168872354237160902572806079<40> * 6861988529082220315108092199695675323120916152661531512632558347231039078656695263418652454063044615163470852437727814186000601315162241623294031473683262751106359497854940596701<178> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3313060108 for P40 x P178 / May 21, 2012)
(14*10^220-23)/9 = 13611267630581926363<20> * 1443871189866857296468580071<28> * 17822464873065334324509324567275204432333<41> * 79624809417174635727667837952347714118128698485612076869994232241<65> * 557753531513395325577559620079103641354397078819521838231830662964537<69> (Serge Batalov / GMP-ECM B1=3000000, sigma=2170693389 for P41 / May 18, 2014) (Erik Branger / GGNFS, Msieve for P65 x P69 / Nov 12, 2014)
(14*10^221-23)/9 = 3 * 19 * 199 * 3926501 * 155648023 * 468887355248850843174017<24> * 3930134634527193064930261<25> * 133496679660483171860351910203<30> * 91214075289010245489394956704979392046432414368504068384811811028816988321639725046930563219263502732590978455327859087787507<125> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1005054750 for P30 x P125 / May 12, 2012)
(14*10^222-23)/9 = 1997 * 3434047 * 67854525113<11> * 230813727458517053139393068413516994271110042033361582937108720687930099850099<78> * 14483074897652044419999365996112856615613478027986534329866847812737257589284417370585773689295148363138465123077859982114241<125> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P78 x P125 / May 24, 2020)
(14*10^223-23)/9 = 13 * 67 * 263 * 3290879 * 110665127 * 54011047139251<14> * 9635461794175346180127226554589<31> * 1330683692599308087529269064612588155503<40> * 269252011229237362812593264302061560649133992595916636112136199975560660977530362021537890059955505385917109083474246001<120> (Serge Batalov / GMP-ECM B1=2000000, sigma=2973624528 for P31 / May 16, 2012) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4138720335 for P40 x P120 / May 20, 2012)
(14*10^224-23)/9 = 3 * 51851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851<224>
(14*10^225-23)/9 = 34527720371<11> * 156001979632653303403921<24> * 288793564358763388581180397339253089783642676894981267458882735157645462714396079240698481046002484660398846531150710532240088703633495154355885044428859679339621646713460010808209127984098283<192>
(14*10^226-23)/9 = 17 * 173 * 387416684503<12> * 12102424326001<14> * 1444733186064827<16> * 278560539580560180407<21> * 2803061084314279620857116929188724220107736663059593509792171157784882192479781914477045411471663819453255549726737487730180868268570586252332773324388073163324399<163>
(14*10^227-23)/9 = 3^2 * 5657 * 3055320950553995159498665479456240165685690404328080363670488000226966699184011068991329435616749269450937001464371684158379108588288954796526536553641615217244231444926748680210467966051019495130036642027685572556234273281<223>
(14*10^228-23)/9 = 53 * 97 * 131 * 43521630709<11> * 53071512779141600310369299764130759218443368692353353815781108228406821006112007052405456986437183702576833981794226805330706317995234049572540652457539422501013927044933755182380125554438346787339678906707101827<212>
(14*10^229-23)/9 = 13 * 151 * 419 * 4289 * 4409558995791497271879063731555761712769575598193095224473097958489126403132062484238265627364944424960855266814668657546142907962435128304711480709662406844609040909794672845459915649998894207016412873744314330261138241<220>
(14*10^230-23)/9 = 3 * 1601 * 23167 * 20982606196897063<17> * 779737387867113821<18> * 85446711327959099287995566852452312319219361596925044178164915072985641894666474697601467815500733989881360267572815799749702074482847807287414592493761155670757533286070856030599364470111<188>
(14*10^231-23)/9 = 26952876983<11> * [57713896610617552921569521325023574221073183293709227090993381378264110320617922569307174118509779700705858245394550857307845842571423261393199360470496143456373506780515681900092600424701591699301065872992841372608714791<221>]
(14*10^232-23)/9 = 284792051 * 11483217360949<14> * 11528239151873<14> * [412601782819916147211620993485467770985873704748398496500912599238809105421916344691467864152901666990002900855419891106748299512811401775742417149805678870722691094624422049310020314103293549151439<198>]
(14*10^233-23)/9 = 3 * 1786483 * 13189173451<11> * 2172872850853<13> * 1012776207830197109135917035889106760068180640411967146762231607593150048097496818508251713268926164571909422153868094761694476185087728537428283823516809245280831428539256012161215817127958367367911381599<205>
(14*10^234-23)/9 = 45971950571059459652127937<26> * 33837057950175781673616932127529383273728646708735827653248873845992586766561788000548601582446253440372656611778417991649823031645850820769051263002347453268572457183380639648208967619527667812060352903156769<209>
(14*10^235-23)/9 = 13 * 206299 * 606655601 * 8585320918764283<16> * 284629982795855149<18> * 3905144390541876913<19> * 2391874934623913010034499669297<31> * 7370391906149901523797049700481450225060417173441<49> * 56832860318080291716956424475808405464261234722441043620899972870606002492417197854000657<89> (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1804778703 for P31 / May 13, 2012) (Erik Branger / GGNFS, Msieve gnfs for P49 x P89 / Oct 7, 2012)
(14*10^236-23)/9 = 3^3 * 40406353404443649977<20> * 142584430095945956844951067691102436081655682294155180135928200315709146247483393670956648461975662535006065842187021169138432988281236358812941412639648106405753654176544712642499192425934002143109806715613967068107<216>
(14*10^237-23)/9 = 71 * 1481 * 5314213 * 163837947166697<15> * 314029070066251460669334830544347<33> * [54106421401172627753642546315559784144195528323604030174821373014831112664191668371847535857237801465349945343391717828567047321301738224176278685273674088475471079623011422642209<179>] (Serge Batalov / GMP-ECM B1=2000000, sigma=2293139550 for P33 / May 16, 2012)
(14*10^238-23)/9 = 161568634998439<15> * 36259167366243883<17> * [2655281950688839718351685008438136361736855640055626148612938990909593694447331595784863183042099528001875600627634658150752619231113763488891237694043492792649180801902470761313376911374001462306728024920869<208>]
(14*10^239-23)/9 = 3 * 19 * 43 * 1423 * 2232493 * 321674727411703<15> * 11159498864200221654747479<26> * 656516856624185708201245430173643<33> * 9461374145182077330591891178948860417948790193576752746397816788643<67> * 895953513537552237716067392585906423054100975812428340873288482583685768839092355130329<87> (Serge Batalov / GMP-ECM B1=2000000, sigma=1496248512 for P33 / May 16, 2012) (NFS@Home + Rich Dickerson / GGNFS + Msieve for P67 x P87 / Jul 13, 2022)
(14*10^240-23)/9 = 89 * 1301 * 11159 * 578031500797<12> * 814047196964402290883353<24> * 2558537893737562826885863298282558115305323892373432797111522314797630889837498617857613189213733940407839661554849499151683509048691271894804862033418268739801205704576027592731771872802827516983<196>
(14*10^241-23)/9 = 13 * 53 * 181 * 4522157 * 2850216650744127766178291<25> * 4805922915238233815897571643<28> * [2013665919515515085695793021044493667838171489639651274783522266522285703237030497185889365733794381569598528200680956695773923401130388320382702848438448520268726244831884519137<178>]
(14*10^242-23)/9 = 3 * 17 * 103 * 233 * 16221493 * 26504427480537821<17> * 7194613900028841072261379<25> * [41087097343838758952683934339864249696838797471574928258408598013321694917797234451913780202866624270315984621120929249840591416428651643925731779230048777770195347129657825314558690227831<188>]
(14*10^243-23)/9 = 1543 * 4651 * [216757064426253262638945729558372809052493405282434687187119886489899113056412868451980034754518057156267769724788354918698528035289040978031408315392428524009645875158737778404515346918830068608100858672272871380987281051560359015964421<237>]
(14*10^244-23)/9 = 139 * 5693329624010957<16> * 19656418829279164031775766172073894256828484018900883765670948770187912324120723722319973973685674090068694827125098825563767463284016358582210820608147622433844379352600420926344390981129163525538733432056829380776971573500111<227>
(14*10^245-23)/9 = 3^2 * 29 * [595998297147722435078756917837377607492550021285653469561515538527032779906343124733929331630481055768412090251170710940825883354618986802894848871860366113239676458067262664963814389101745423584504044274159216687952320136228182205193699446573<243>]
(14*10^246-23)/9 = 206083 * 884984669 * 116515221100803571<18> * 21342415342204769649187818544849<32> * [3429899382865703095812843230299297489820982742113125255608990123967353992451605003072563177413136149437710353977412932560099707001176542678269492785105166037669631587949259232810020941<184>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=296399998 for P32 / May 16, 2012)
(14*10^247-23)/9 = 13 * 47 * 211 * 229 * 607 * 25717 * 82243113539167207833581<23> * 53910490230172307095094189<26> * 368643151518117166466620070329517<33> * [20650871665621735859297935771744889358335533203419330484564434018155381974508423158073841375796226915391039277483033613379200423211104119421656340464931<152>] (Makoto Kamada / GMP-ECM 6.4 B1=1e6, sigma=1919614420 for P33 / May 14, 2012)
(14*10^248-23)/9 = 3 * 59 * 109 * 158913156761<12> * [50737131147276794013957800120108811492349202762025573393098996709612025361632646035388258439744448505922722506147196678315184388369287025370284742136696709379670652652402300131450098617830394601690675424179122192682704108771328786461<233>]
(14*10^249-23)/9 = 706847 * 857842198914221<15> * [2565385885243686541561836822003723144762862522298471755767207473496326790113703881945243887929051923482878469689090113879978283624671225022793426793919066995983980679135269249287207868255798312530283063214553751614213476361869019<229>]
(14*10^250-23)/9 = 127 * 95958168611<11> * 179366346146499441290297227<27> * [7116376113566465729786343068988381165167975094979264915770816756106504692591979718183266278434340345451409815123213283005804431682103321017762024630057420147494605111027504618583239638335796294169902932518486687<211>]
(14*10^251-23)/9 = 3 * 51851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851851<251>
(14*10^252-23)/9 = 292841 * 60581123 * 177697061 * 13218152809<11> * 103701632982644713<18> * 6678826303243633821381797<25> * 16175121385392087627779902016929<32> * 70490083947972354753664238336266496279863123069123<50> * 47272001616959818911942405108760611464851338189770033157469808630339834849255963867021105631048617<98> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=1955104180 for P32 / Nov 9, 2015) (Ignacio Santos / GMP-ECM B1=43000000, sigma=1:3332015905 for P50 x P98 / Dec 12, 2021)
(14*10^253-23)/9 = 13 * 8527 * 48520583 * 84129282113<11> * 15477882442548901<17> * 96989437761502919<17> * 129101472234740935907<21> * 197198193060662198335175909<27> * 113479354632432265273363730549333890450363831891<48> * 7926578200837329081401061430754605410654363759418680778405331451314714018696547481748094620565287606891<103> (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:2837901922 for P48 x P103 / Mar 6, 2016)
(14*10^254-23)/9 = 3^2 * 53 * 313 * 3907 * 66071 * 349206810651596212015391<24> * [11558083114656410981431773449087980139509495626042112556456992947002928222566085830001262748581211531342122087156848479513485936244448682128197066162400364075902125879690192463843743302451299000577718707916177434506439<218>]
(14*10^255-23)/9 = 2161147240624572510139798179195888458017<40> * 719782311133043998768434243652232434860504601997099495034380890576149652239800334676298193989836358776385003091626366894363219174356410576998591908110517686067355871756283458756823250825102408247115597164385143990209<216> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3715794685 for P40 x P216 / Nov 21, 2015)
(14*10^256-23)/9 = 67 * [232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859038142620232172470978441127694859<255>]
(14*10^257-23)/9 = 3 * 19 * 1439 * 42649 * 1870802629<10> * 3506983927<10> * 563630250733560680458543<24> * 117573680451145598958690701<27> * 102276267301923930347700849146636355016879693879962211033277766842418398206352292009344349070147479538312127419593514099265317562438534557266450833183693335485888570331734506168231<180>
(14*10^258-23)/9 = 17 * 4511537 * 29419388209<11> * 221017423851639397<18> * 10048103737767252819586008011<29> * [310432956927304741032779012771113682752897505488634420358968627908463975344476145191384185278438803861522324440699187257834287210455910104840879595073440704952160750550945240891155603972026222519<195>]
(14*10^259-23)/9 = 13 * 1279 * 16871 * 1242782659<10> * 44620621931262792754438322654117391914691177893444296833714673220292698824730303095622026981627192842001391004093429472780813138404558857899537706221361311741191025883169384074861174320529196650182955742870276927022783382723226025474279531151<242>
(14*10^260-23)/9 = 3 * 43 * 17447846222174704216742831<26> * [69112084348724265712845615819723433295974655711361947871687119018555867805469902883259072965435124803372068993547861625895136548704181551682669488035048597753410127363869759034748219990616092464127097217455314753799743328473313988847<233>]
(14*10^261-23)/9 = 111996966820587056653<21> * 12546380910391874604073<23> * 1107033584951308995293723748929307752343055492154108018609915683687803791090647485820373261683093059381439242407057486383094309911678585915791359572881805476658277697086526437639404974434677430697081711661655720715182237<220>
(14*10^262-23)/9 = 324011 * 16711428606397387563522702004643<32> * [2872844992537460307347155966850384323285026565530900739457269988372239356141303407576158618386411593571732586890004532266565828130186654471334295681640139844814126515849481571481140861540862061274625402723347170189504902069761<226>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3163008725 for P32 / Nov 15, 2015)
(14*10^263-23)/9 = 3^4 * 9473 * 140401403 * 51846443410639<14> * [27849830264964636473440314512204813829325925978771620906040377794946963537158201917257687818417450158588910410100386500894464267680965144163216874673545887288287873240924201837142566381231250077451700685766134628709708686830455079461293<236>]
(14*10^264-23)/9 = 193 * 32587 * 2952661 * 20070585976214553805513<23> * 815539468068828821752164761<27> * 5197542373888654942020598447<28> * 984616647500455653247533119766786490466127836141500373930750369661591471119094314731068717510840558673812872193614067446704096741834663389229682587085077383113087710753407193<174>
(14*10^265-23)/9 = 13 * 479 * 26833 * 105673417292771654947<21> * 880991418107900675643029588295027617102714323806180700999466569959314225508415226558188738593840348804243592790805823068060927193493334262739605924727891316512581211396001720230290253288059217364900986536943678853388631037386969879066489<237>
(14*10^266-23)/9 = 3 * 85628897 * 67852137469334638542637<23> * 4682874337001970947602327<25> * [1905758583738314452499108637216874851197789081696902014000811778692750294223798670083864581123030956752892821801673402778767129129535747086585256263093479091968054306370245998554270436694777944409090933226174817<211>]
(14*10^267-23)/9 = 53 * [29350104821802935010482180293501048218029350104821802935010482180293501048218029350104821802935010482180293501048218029350104821802935010482180293501048218029350104821802935010482180293501048218029350104821802935010482180293501048218029350104821802935010482180293501<266>]
(14*10^268-23)/9 = 1574371 * 685082322966820105857641<24> * [14422338456223052955473193219452101636746056474915265604974920623182833054823862513693178711730068481066260098306292257282130546377842676743315503486110559516354557229355748538981748294398754232544791494661126013637261324794123623792863923<239>]
(14*10^269-23)/9 = 3 * 61 * 173 * 173219 * [28365654337972427318024337696937449140332385385117241788371306303199202075261890063802456823919830464463501873246507847173115791380902512114619993428545473690897147083587957148295078165121329655614163558209800502961300471007725168779340470061172198441135361793<260>]
(14*10^270-23)/9 = 250069493 * 2425894733<10> * 14310556999<11> * 78212377121<11> * 510683846574903707333<21> * 11272216026857928662213<23> * 62432091864824334067021445535499196276167<41> * 891653565582253848987378705910801199127712839055559337754753054325417<69> * 7149165914721597245185384977088539416213290086502518657207308818467420509977313<79> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4274018705 for P41 / Jan 23, 2017) (Lionel Debroux / CADO-NFS for P69 x P79 / Mar 3, 2023)
(14*10^271-23)/9 = 13 * 2766191883311<13> * [432573460937549224543438293267592265576162129887578069652496488407659091269844211019353580963986305248440655721610384268406065483746815772053699389541768845921051777411982767509789036527822170186170162242970351720541657448030377916571939072942001017684366571<258>]
(14*10^272-23)/9 = 3^2 * 71 * 107 * 196499 * 1050243178479653963389177<25> * [11024291202543001003209531892223656330123857296295713602583464307903441530254986955869365203691498898787688424463243215341288531881874905126154078384619072396802657040992560138135886624105999685900122852040278450333447118745219402792020807<239>]
(14*10^273-23)/9 = 29 * 1153 * 14141590959103<14> * 4686284207386886608703<22> * [701990647634440736721538904753699092241237117469239005073613405168211395787597944878795223142749034303375825814776708975400136913962860175576807230841516269841945727046579284588107252009843363824281331266597870468970669125408652371541<234>]
(14*10^274-23)/9 = 17 * 2665939 * 7489711 * 102231764825019806708760986268737<33> * 14161468661065763087752538616030967<35> * [31653896862020044281624046855101681922770510327200752169990871299568570933392806942777059946301256082695425172950782318136365337048985652303761693945447254068652372219926655053321148235832055299<194>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2941117722 for P33 / Mar 14, 2016) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3411193915 for P35 / Mar 14, 2016)
(14*10^275-23)/9 = 3 * 19 * 2663171132144261<16> * 1801904447033912832600287488781<31> * 565270010956338656936213268802399<33> * [1006060025634753205724376046654798860886187756832839942917326101978314193722077211509427464195245027142860637241076671963471749672167146811361183541107090042595595872094589440441877898267945312631<196>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=1660017775 for P31 / Nov 9, 2015) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1159630214 for P33 / Mar 14, 2016)
(14*10^276-23)/9 = 103 * 6173 * 1176702583044190732319231719<28> * [2079147583258996072587393333349456213019381457946451850443658501744697760199885106738251507879015889157499914700176964732270485912703498687010259195008005965422580844391667834892258433258386478063365526502862637586451268858377660120022782284773<244>]
(14*10^277-23)/9 = 13 * 211 * 491 * 577 * 3523968794791<13> * 193649089633366937<18> * 4623985086488977625601543733396397<34> * [6343639212174646134073240603997366623055915470704705375754062030829016938621228941201735303961121164127585252526670478756340381900171861399088127664481485509710577971126359378512964900937895796836630587847<205>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1565544095 for P34 / Mar 14, 2016)
(14*10^278-23)/9 = 3 * 8200265783<10> * 6323191616465177181422566075362517533640757098842420758138474577276009719775670818870073183803761089855866669517174093752401470406322298572240295866987248339027629277007283051846400360978623154933398071769773495871073018347782478436754328777571507629736524096252192397<268>
(14*10^279-23)/9 = 337 * 739 * 6664309 * 16587829 * 410204336561<12> * 750036643040123489<18> * 117488424319394661157<21> * 49343763652889826635827440015261178699<38> * 31677903529457784431460243260815585357246740464851544541621742223408176030036813196850870379043483657195418874268309244802551037254184525828446029540633902070658005645365013<173> (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:1045272105 for P38 x P173 / Dec 12, 2022)
(14*10^280-23)/9 = 53 * 461 * 633937 * 260082223891164864361<21> * 3861463738651372059801481640085707740131827663637457696486441419960943331611066956118026371116226412376539553071758019192270350234237281748137130731684031261734944117004140913814496641625922236709515317884102248655582203159316544461613138788436241913<250>
(14*10^281-23)/9 = 3^2 * 43 * 1721 * 77694214333987934479873<23> * [3006110991547377843828513400939011196725869664999568882113139111503894989285801112452009590460734607693569730723170160196251477846269198240888752626801367549525601970769886517347262310805132336515964791593521836269434161875418459914305527027020622619043<253>]
(14*10^282-23)/9 = 3041 * [511527640761445430962037341517775585516460228725930797617742701596696992948226095217216558880485220504950856808798275421096861412547042274105740070883115934086009719025174467463188278709488837736124812744345792685154737111330337242866016295809127114618729219189594066279367167233<279>]
(14*10^283-23)/9 = 13^2 * 6961 * [13222914441793250098864897799622032435620226941102588942753375361422392684479254711206353874847570492537506560690674379025964231449738616038771851928670688132745971473828877163941754573074122652543082852609556332496228399778950650288764839061547094212604252054817291907453577417<278>]
(14*10^284-23)/9 = 3 * 89 * 33997 * 8965538837<10> * 74226543785431<14> * 25751233360920357415888039315923811201013488453065440023566298076979190221025323595699368197476526306571273864882871792892213665457992274142483702284073806517149428902085381172497781243544882506984159796649393852930287987045355977045739372945076199475301<254>
(14*10^285-23)/9 = 16553 * 24311708287<11> * 3456828182095352942807<22> * 2228193787316602840818185750773<31> * 501836888938184426578867078334067120832907878141111847904256447012173158760785806874952367562697199478413212655124451077871265462956493182692198470715714988573351608728789389215735470640796485801583240484052883288054893<219> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=202739422 for P31 x P219 / Mar 14, 2016)
(14*10^286-23)/9 = 45979 * 225900251783233<15> * [1497646409770951743805120304585866817544198616278788312514151742974070758555665339276368154792013471836574736151384720049179499321697102772613509461213876111269936933781777952666239236855738934028055795896681261522365132796030449475100049893797145853256353535866955379<268>]
(14*10^287-23)/9 = 3 * 1877 * 287501 * 1714706963720089049446057686106560877<37> * 6527614494268126415690439098453502607<37> * 8584524206909748807023709068739733590823134921351997803093942834964416707750210211864938270276478584470761317573810353372138584314088531778589831935502240574986296766542396069904347299855949463366628949417<205> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3503097548 for P37(6527...), B1=1e6, sigma=376764216 for P37(1714...) x P205 / Nov 16, 2015)
(14*10^288-23)/9 = 701 * 28813 * 631569648803<12> * 17010020963389489177<20> * 10867435100257389052457<23> * 1338390907618279423033078507<28> * [492881929896889498218560752527348136495542655077039833211531873788154825012842736956476834313875150995012472851948978058902980106989931708468428560995423339753290580190948598089815416901292329456588649<201>]
(14*10^289-23)/9 = 13 * 67 * 2379917917009<13> * 374080547990939<15> * [20060431339339356921115917709297461635469717608370481539809293399421318906148667469487463634507921309083283105313036485942775872937697124813097948318755079976014835371661030329237774049107396774902642268113215301232314949745137303456194745907509195118234596293<260>]
(14*10^290-23)/9 = 3^3 * 17 * 139 * 7703 * 4249951 * 51246271 * 390748981526331101299790159<27> * 3719239076217282875032562233770392952215971781933518094436033450464571887770371914991439323343906656456733779042957830287203450455194274744455400901833412686217025231457136851825145958198672641459531102693855129073333672826424207278177290609<241>
(14*10^291-23)/9 = 1571 * 2243 * 2693 * 4207241279<10> * 2499944620163<13> * [15585326586292613624492321075874865002778569747422038482785670927841227365835124921160160036506674345354768262913074581699148315593448995294304463193613034484250316840783663599247150986043326806853569801862160421947071826951543193321906798108960096942147373641<260>]
(14*10^292-23)/9 = 127 * 367 * 7782468611<10> * 22876765135153<14> * 754261772755034807<18> * 371965152080708183802139<24> * [6681583463698681697430236145388660869769550917487934714725525780054241120216280323190493004869888964444077995772037039111483914647967752254399644205663787244236432178819202795821606492286220002836344198987250460342856689463<223>]
(14*10^293-23)/9 = 3 * 19 * 47 * 53 * 3917 * 38083 * 90847 * 117709 * 759327747587371<15> * 4004861967785383<16> * [225847421044932614921449325268438622357569652980603519466940202782724743551128549094938543325032466234069760482941173699057149702462753488356167000681891913665047326290197019779150135510644259049349348338396856868180969142974914018021412811<240>]
(14*10^294-23)/9 = 37850772078187214449<20> * [41097062758516277988502634171139276662977800412117596328206898216914249913543781313663251476979332906455817251429696482134317494500211947878238940829203614353757188312894852555714562619585812611319008694365006294168671395979845984136522793032643979983704893392947375823946097<275>]
(14*10^295-23)/9 = 13 * 3989 * 12823 * 20747 * 298118030503<12> * 301591200357371<15> * 26600441924561076427<20> * 40271390449071057625511<23> * 17863529414961590473610431073<29> * 655350346183050728126587371419538714793409656149643808971739469445141837251834031422892514522039705788211050279265622743666771928899536678881032177095552659755082569315865096575907516653<186>
(14*10^296-23)/9 = 3 * 9209 * 219250905233<12> * 1634705782635083<16> * 131956142508955998537567829876603<33> * [119053232908678254294982690396351134942381856068675608311017654019447956123509670636567905431810198858621412793574783335113310096834837374688614169461055405574992371874890249792846688242744593709117945707325015155770217077210786242267<234>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2675702536 for P33 / Mar 14, 2016)
(14*10^297-23)/9 = 5783 * 24799 * 260999 * 559907 * 10376819603<11> * [7152850665361216822370124913789201682097980115552610075681199561224273838315957911628159238535159334894448813237796395535787623768937670855152517035685893708931743610013828292688718200469491579654083571442453704398627285183005021496549409730732143824736027693596511671<268>]
(14*10^298-23)/9 = 262911349 * 6843573432563804686390636433<28> * 262456545527149281921575495667593197<36> * [32940929738802856110629445026636979357635787563746484882186067832329780432356864285328375317343432644786210881307377359726768753299249130962171828541149818626518287968403665936377394061990808231665275471665873835804280668599297<227>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4056380004 for P36 / Mar 14, 2016)
(14*10^299-23)/9 = 3^2 * 354199795700573037449702094524826324953<39> * [48797178392206475252423253911684508484600967091179512054901330690831784325978534987771587483393466984225195325154694270210013694940440384261531587646461934160831239501078203456255311472470632737882398956979507519760371985334625998626334455902849033112861786689<260>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2391955236 for P39 / Jan 12, 2016)
(14*10^300-23)/9 = 1233088067<10> * 262984590893028174924568097569283192105004863<45> * 4796905123133142027320389505752389412479283574557036286215019272899851452570483923436394321574308382334343612610940019924909001784683965257324702279598892493753572978872255619559045484016179985192556065136219069229130445394948167552898005651338293<247> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=765806021 for P45 x P247 / Nov 22, 2015)