(145*10^0-1)/9 = 2^4
(145*10^1-1)/9 = 7 * 23
(145*10^2-1)/9 = 3^2 * 179
(145*10^3-1)/9 = 16111
(145*10^4-1)/9 = 73 * 2207
(145*10^5-1)/9 = 3 * 537037
(145*10^6-1)/9 = 43 * 374677
(145*10^7-1)/9 = 7 * 151 * 152423
(145*10^8-1)/9 = 3 * 537037037
(145*10^9-1)/9 = 131 * 4451 * 27631
(145*10^10-1)/9 = 17 * 907 * 10448869
(145*10^11-1)/9 = 3^6 * 2210028959<10>
(145*10^12-1)/9 = 73 * 220700152207<12>
(145*10^13-1)/9 = 7 * 773 * 35963 * 827927
(145*10^14-1)/9 = 3 * 712651 * 753576487
(145*10^15-1)/9 = 19 * 443 * 1914115612583<13>
(145*10^16-1)/9 = 161111111111111111<18>
(145*10^17-1)/9 = 3 * 199 * 2707 * 996925961609<12>
(145*10^18-1)/9 = 567181 * 28405590298531<14>
(145*10^19-1)/9 = 7^2 * 223 * 14744313270898793<17>
(145*10^20-1)/9 = 3^2 * 59 * 73 * 19149569 * 2170446613<10>
(145*10^21-1)/9 = 61 * 7193 * 36718556317528907<17>
(145*10^22-1)/9 = 531662371 * 303032751420941<15>
(145*10^23-1)/9 = 3 * 23 * 103 * 14202603689<11> * 15961408357<11>
(145*10^24-1)/9 = 16111111111111111111111111<26>
(145*10^25-1)/9 = 7 * 461 * 49925971834865544193093<23>
(145*10^26-1)/9 = 3 * 17 * 71 * 444935407652889011629691<24>
(145*10^27-1)/9 = 43 * 359292067 * 1042820137144801831<19>
(145*10^28-1)/9 = 73 * 13792023017<11> * 160020144930854071<18>
(145*10^29-1)/9 = 3^2 * 179012345679012345679012345679<30>
(145*10^30-1)/9 = 367 * 370873 * 627128371 * 188746002655051<15>
(145*10^31-1)/9 = 7 * 13997 * 1644343288981425725013636709<28>
(145*10^32-1)/9 = 3 * 47 * 11273 * 12301 * 58923239 * 1398427136047793<16>
(145*10^33-1)/9 = 19 * 307 * 18121 * 32773496713<11> * 4650809766853279<16>
(145*10^34-1)/9 = 991 * 13181933 * 2963386230473<13> * 4161831374069<13>
(145*10^35-1)/9 = 3 * 10393529 * 3686898584543<13> * 14014577652922571<17>
(145*10^36-1)/9 = 73 * 139 * 563 * 17737 * 121291 * 1310903415131419300853<22>
(145*10^37-1)/9 = 7 * 1867 * 12327730592326200253356118380221219<35>
(145*10^38-1)/9 = 3^3 * 97 * 2803 * 3631 * 26417 * 730069 * 3133958516928516821<19>
(145*10^39-1)/9 = 7649 * 1867652933<10> * 1127780698824307033101458683<28>
(145*10^40-1)/9 = 7474851527823135431<19> * 21553754012560395905281<23>
(145*10^41-1)/9 = 3 * 22578270936350711719<20> * 23785569698891984232523<23>
(145*10^42-1)/9 = 17^2 * 55747789311803152633602460592079969242599<41>
(145*10^43-1)/9 = 7 * 163 * 141201674944006232349790631999220956276171<42>
(145*10^44-1)/9 = 3 * 73 * 665311 * 11057493022411149175348832886682679579<38>
(145*10^45-1)/9 = 23 * 3709 * 6791 * 14281 * 1947369993649961572803874259739163<34>
(145*10^46-1)/9 = 337 * 8612132143<10> * 62494863913<11> * 332620524911<12> * 2670493564447<13>
(145*10^47-1)/9 = 3^2 * 4383539 * 10987063 * 3716862487157031173531751827060147<34>
(145*10^48-1)/9 = 43 * 181 * 2070038688309278056162291033163447399603123617<46>
(145*10^49-1)/9 = 7 * 8736666609323<13> * 518527739138953<15> * 5080537895071104825067<22>
(145*10^50-1)/9 = 3 * 196117 * 125951690993<12> * 21741274244153195823796046424647177<35>
(145*10^51-1)/9 = 19 * 23357 * 5450019958907<13> * 6661265416565971801416650616940531<34>
(145*10^52-1)/9 = 73 * 1619138795476707263197<22> * 1363071237768859254219038122331<31>
(145*10^53-1)/9 = 3 * 167 * 247429065551<12> * 6821846867477<13> * 1905175928048037631618542193<28>
(145*10^54-1)/9 = 701 * 5096029 * 13174014053<11> * 246277091717<12> * 252002946313<12> * 5516045335343<13>
(145*10^55-1)/9 = 7 * 23015873015873015873015873015873015873015873015873015873<56>
(145*10^56-1)/9 = 3^2 * 4217 * 50497 * 551651 * 25925982721<11> * 1325674002403<13> * 44338135691044305167<20>
(145*10^57-1)/9 = 103 * 293 * 1091 * 489323301341747102390236000999447904955704750567599<51>
(145*10^58-1)/9 = 17 * 3911 * 4967 * 198323 * 165066072565477<15> * 14902656592705700958035489708729<32>
(145*10^59-1)/9 = 3 * 38447 * 449567 * 600697 * 51723974937401373729768151005442995178641829<44>
(145*10^60-1)/9 = 73 * 57017369 * 15164788169<11> * 255246097643087308751826999403255598243887<42>
(145*10^61-1)/9 = 7^2 * 71 * 477809 * 22430683060392571981<20> * 4320900237224064659381140309346021<34>
(145*10^62-1)/9 = 3 * 37061 * 39779 * 8652162599177<13> * 87817553701369<14> * 479432240577785756493551971<27>
(145*10^63-1)/9 = 32494025760754441836517<23> * 495817638286289262223594711260487574810683<42>
(145*10^64-1)/9 = 5483 * 2203853 * 175873726046964252511698107<27> * 75809504698842502341981322027<29>
(145*10^65-1)/9 = 3^3 * 157 * 2658424981<10> * 1370907234149<13> * 160990486970389949<18> * 647782758675378192996629<24>
(145*10^66-1)/9 = 55213 * 296237 * 7053039761585159<16> * 139658867005370202558733573444802027741209<42>
(145*10^67-1)/9 = 7 * 23 * 2633 * 380057019037187137717199310026140059661088740168645715302694447<63>
(145*10^68-1)/9 = 3 * 73 * 18074089056389<14> * 118575342904814942074161997<27> * 3432658273304162557230972293<28>
(145*10^69-1)/9 = 19 * 43 * 8101 * 102149 * 17813149 * 80262719580443<14> * 118912181997155321<18> * 140168286617417281961<21>
(145*10^70-1)/9 = 63264603401<11> * 48317604256771<14> * 52705909325438252354092745903417711403978259141<47>
(145*10^71-1)/9 = 3 * 26553623 * 20224623850275988215884402555426694015993110884983078845287403419<65>
(145*10^72-1)/9 = 1653949616107298718128110426909<31> * 9740992684547359925602400121404054881961779<43> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P31 x P43 / Nov 22, 2014)
(145*10^73-1)/9 = 7 * 2663 * 290998905653<12> * 29700580012299548647827711590108724227013191236320264279707<59>
(145*10^74-1)/9 = 3^2 * 17 * 317 * 1499 * 10379541037639<14> * 44343821589803925434893<23> * 48146187002352116932135098677507<32>
(145*10^75-1)/9 = 4113580544629444615934854355479<31> * 3916566343193461368490060090348298978139104209<46> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3101213507 for P31 x P46 / Nov 20, 2014)
(145*10^76-1)/9 = 73 * 113 * 60439333 * 1504701784172073853<19> * 214760343725181156646011912663322736273189744911<48>
(145*10^77-1)/9 = 3 * 40993 * 13100701023029225405240822507185056888664821726563975240578563097041861709<74>
(145*10^78-1)/9 = 47 * 59 * 1515721 * 4814263 * 15777023 * 25674465181487965189<20> * 1965622339769619552049880489770976447<37>
(145*10^79-1)/9 = 7 * 331 * 491 * 10273 * 97749061 * 357137246710161315836869<24> * 394887092551427515432293594890616577009<39>
(145*10^80-1)/9 = 3 * 15569447 * 147092535486218802881<21> * 234498687617456923001045096076676231172891181009386891<54>
(145*10^81-1)/9 = 61 * 5233 * 15257886473847347777<20> * 3307886074891707485332221788897869655266368192946460076611<58>
(145*10^82-1)/9 = 109 * 139 * 151 * 693304311041<12> * 9905459279773<13> * 3266513408819743<16> * 3139238300331113347413256191993784789<37>
(145*10^83-1)/9 = 3^2 * 59209 * 5063801 * 7634846339<10> * 4741730518312133<16> * 616856639629253799107<21> * 26736048105002450593441259<26>
(145*10^84-1)/9 = 73 * 3917 * 22907503 * 3299863111<10> * 28535332724380664447<20> * 26121159068116024304978726627447199848299021<44>
(145*10^85-1)/9 = 7 * 773476724549<12> * 11894992949366869<17> * 22104843635115584597974129<26> * 113169283748768259410012677252777<33>
(145*10^86-1)/9 = 3 * 1009 * 2753 * 834123730087<12> * 67093372923047<14> * 1413669613304017637<19> * 2443705326706052925932778628115158217<37>
(145*10^87-1)/9 = 19^2 * 677 * 34039 * 1224930652919621<16> * 1581034426607155918260868043067295918518047248957641753468354577<64>
(145*10^88-1)/9 = 263 * 5039 * 441366380617<12> * 104950754850203<15> * 5396723858804914969300990339<28> * 486306834898346681281361532007<30>
(145*10^89-1)/9 = 3 * 23 * 986497 * 1392697 * 1215234020701<13> * 34368061288583970233829995261<29> * 406920003686694900810600160198270331<36> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=4172361324 for P36 / Nov 20, 2014)
(145*10^90-1)/9 = 17 * 43 * 431 * 51136481859421226718353306537816838996610532916200707517309699109414085244162594263051<86>
(145*10^91-1)/9 = 7 * 103 * 313 * 1229 * 37967 * 75217 * 51395704001<11> * 137061191669<12> * 28875558629650250243549069388880047035818623238904513<53>
(145*10^92-1)/9 = 3^4 * 73 * 4083571 * 8251465850856043<16> * 2534986131334001665409777<25> * 3189854019744472395542450054001249589848287<43>
(145*10^93-1)/9 = 257 * 269 * 97871 * 183650693 * 784358477019419<15> * 14190498600190275062543<23> * 1164880143747269249075060412639350239717<40>
(145*10^94-1)/9 = 4463 * 1160474658753883536137<22> * 101617610923106533158433<24> * 306121592895428234297219925095336121919339968257<48>
(145*10^95-1)/9 = 3 * 36156915999652439<17> * 982203169040782939<18> * 2354827313896943372018269646081<31> * 6421736215558731247979160116737<31> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=727535416 for P31(2354...) x P31(6421...) / Nov 20, 2014)
(145*10^96-1)/9 = 71 * 28974942316958695447236320817037<32> * 7831492999044263541577003855413570089014244314425809077081495493<64> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3563201301 for P32 x P64 / Nov 20, 2014)
(145*10^97-1)/9 = 7 * 30449 * 1525351 * 11742660128151981628995425861993<32> * 42200552448072931368951343448281149730212576580680816239<56> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P32 x P56 / Nov 22, 2014)
(145*10^98-1)/9 = 3 * 2290372811675886745865084977<28> * 234475817342628217162010309308264408601156028395828212589973619736710781<72>
(145*10^99-1)/9 = 10556581813<11> * 4060352214097<13> * 375870695029973468073724520706768153409897132096836180852558028155559682948251<78>
(145*10^100-1)/9 = 73 * 207821 * 5480599 * 1662967857548353<16> * 1165202265095649993410297408143275955019134787727485477240173080368742061<73>
(145*10^101-1)/9 = 3^2 * 919 * 3023 * 61843 * 412967 * 1016534193287<13> * 995522414344427<15> * 3315448440528271<16> * 34115052306192879401<20> * 22042562086393962135233<23>
(145*10^102-1)/9 = 10781 * 15551 * 23635349 * 241804500697<12> * 18680424208679<14> * 4649844045948844197897986671<28> * 193578270082185763026142750212908953<36>
(145*10^103-1)/9 = 7^3 * 977 * 1595127256207590794050726146677<31> * 301398768220257680122574231152075082769785081975609242802694459139613<69> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3991678299 for P31 x P69 / Nov 20, 2014)
(145*10^104-1)/9 = 3 * 6599 * 1802319658093<13> * 2868090542262557<16> * 10777916111225373622374979559<29> * 1460718850065067530091886357351325016885155557<46>
(145*10^105-1)/9 = 19 * 135394529 * 2005675577<10> * 7545834567499<13> * 500216014752491593<18> * 827266081679907555985209687409780024898341332604769828599<57>
(145*10^106-1)/9 = 17 * 419 * 180651881 * 7445436511<10> * 24230452357564253426801111161<29> * 694014227687937634274829916908001301150797972084143877507<57>
(145*10^107-1)/9 = 3 * 1327030034806024678456777442433769257199<40> * 404690943649619123320823757726154161462058922953586482669152309966563<69> (Dmitry Domanov / Msieve 1.50 snfs for P40 x P69 / Dec 6, 2014)
(145*10^108-1)/9 = 73 * 401 * 73782253 * 16925611169<11> * 4943723561393320443818279936587645367567<40> * 89147221026022354033155332459425016755454203253<47> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P40 x P47 / Nov 22, 2014)
(145*10^109-1)/9 = 7 * 145307 * 62893182239<11> * 2518473275945099519862161461975688935301319915594770741295890248227877140878884469023216199501<94>
(145*10^110-1)/9 = 3^2 * 5658378716503<13> * 31636685108565132152141384558128475267344357552814273987161442918072460085088072471148649998920393<98>
(145*10^111-1)/9 = 23 * 43 * 229 * 226158490799<12> * 7077959595530853544481221<25> * 91841978766033934571137706834779<32> * 483873134736208364539398595497109798591<39> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1423558108 for P32 x P39 / Nov 20, 2014)
(145*10^112-1)/9 = 139384943 * 57898027639<11> * 75714811140505403567239366205639949330226184581<47> * 263672610113263006929605695958826754759643021203<48> (KTakahashi / Msieve 1.51 snfs for P47 x P48 / Dec 6, 2014)
(145*10^113-1)/9 = 3 * 110986943 * 23634966511457643030437608665176093012799238679<47> * 204728053522359366923714202981283975741667517983237356272421<60> (KTakahashi / Msieve 1.51 snfs for P47 x P60 / Dec 6, 2014)
(145*10^114-1)/9 = 39331781 * 74828889150713<14> * 116859468911249099177865798034573608167<39> * 46843428529368559381562840474428404354968821473225304661<56> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P39 x P56 / Nov 22, 2014)
(145*10^115-1)/9 = 7 * 25589 * 6095077 * 147568934655736669422320333043649724507984755515019592623333163873278959790663310248431629688919671498841<105>
(145*10^116-1)/9 = 3 * 73 * 199 * 467 * 977343795749<12> * 1322035112858234401106754720626699469064457699<46> * 61266217811964730315346606869074130021425570806554543<53> (KTakahashi / Msieve 1.51 snfs for P46 x P53 / Dec 6, 2014)
(145*10^117-1)/9 = 1188489505250542069<19> * 333658098830394424012915165882625639092496237<45> * 40628283176985904798051625050899811646279245150690740887<56> (KTakahashi / Msieve 1.51 snfs for P45 x P56 / Dec 6, 2014)
(145*10^118-1)/9 = 720709965757<12> * 223545002519685632768667333613501430586838809918320099823987858339591991555215936973776471679508860474439123<108>
(145*10^119-1)/9 = 3^3 * 1157441143<10> * 117093518195864449983800031730229315341<39> * 440281013632906595511764287691567158147953130495914804545847215311206511<72> (KTakahashi / Msieve 1.51 snfs for P39 x P72 / Dec 6, 2014)
(145*10^120-1)/9 = 521322216913<12> * 793871565974811888211821421<27> * 771855376150557184912516716037657181<36> * 50435122356693122524183067524645420052528640047<47> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P36 x P47 / Nov 22, 2014)
(145*10^121-1)/9 = 7 * 3499 * 21192996891404488337745645587737953624049588142369087<53> * 310378146907213038036455290166567066935480943340348595658869239421<66> (Dmitry Domanov / Msieve 1.50 snfs for P53 x P66 / Dec 6, 2014)
(145*10^122-1)/9 = 3 * 17 * 1437773 * 21971767409288614980047657733299101622768522488968418807380132412992668565206175557085487602621924038366239562935057<116>
(145*10^123-1)/9 = 19 * 1049 * 892169 * 170318069931854446486801983652941725477<39> * 5319717228697393464670837915595425802184131420016203662640621724905614227737<76> (Dmitry Domanov / Msieve 1.50 snfs for P39 x P76 / Dec 7, 2014)
(145*10^124-1)/9 = 47 * 73 * 163 * 90371 * 32321685230129034673<20> * 1328179961742937182986374027153<31> * 74256959381864039887657574284160918760646141562730443298355734713<65> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1503484707 for P31 x P65 / Nov 20, 2014)
(145*10^125-1)/9 = 3 * 103 * 1367 * 32381 * 568201 * 33185771917<11> * 10820083460584115613854677<26> * 577329452652533738176241607629820332161057258153279151215397332487129024153<75>
(145*10^126-1)/9 = 1328034988411<13> * 12131541150424154109926796425585737489768133279645497060636787845825483105778563685429138284419759034401727786385701<116>
(145*10^127-1)/9 = 7 * 14314007 * 668983993 * 1057422101<10> * 2576282858254673544332453376055658814268260863<46> * 882284346390427010357379149325433115959714710105982136221<57> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P46 x P57 / Dec 9, 2014)
(145*10^128-1)/9 = 3^2 * 139 * 147141292111720773080638021216991<33> * 8752530194103798019811017196955685077463417865268572012526562489208478071075885247332249263571<94> (Dmitry Domanov / Msieve 1.50 snfs for P33 x P94 / Dec 8, 2014)
(145*10^129-1)/9 = 49123 * 539563970813503<15> * 607851746492398219148621158456147807205887066641920701069894595276185386210605887486382302886124591657790706419<111>
(145*10^130-1)/9 = 19447 * 273924944024625204947<21> * 2046019287625251432047<22> * 14781944711764400750564238205698565667387491427023546436221884690465714831724759513157<86>
(145*10^131-1)/9 = 3 * 71 * 22393557271<11> * 42463049389<11> * 7954476858829133986546917278796076048682717915687196625908579552827190663569197943612703017536294168759935713<109>
(145*10^132-1)/9 = 43 * 73 * 797 * 14798947 * 18879530339921378789<20> * 27027125260385176211<20> * 852813369509160271221118966367563482200607332419350649789305013729282733279008709<81>
(145*10^133-1)/9 = 7 * 23 * 436197077 * 2294123880901003226138963290895291297625193973649768791073293870217751803346277154749501876610004946862786168218325874220363<124>
(145*10^134-1)/9 = 3 * 97 * 46467273444604034816284477814084672821018908592697986841<56> * 119147604086372612689088320835912417949908556379922258121228076459118465704981<78> (Dmitry Domanov / Msieve 1.50 snfs for P56 x P78 / Dec 8, 2014)
(145*10^135-1)/9 = 4483 * 108709 * 182813 * 432349 * 62732773 * 6667380392867193743593472389696355716853492277790737011263984191511486911932276381912303811184352911112540813<109>
(145*10^136-1)/9 = 59 * 149 * 8723193977545507<16> * 325707298175514792342791<24> * 6450363551633922615001175014079162091545172521317185478396017704815927919408154401668244101933<94>
(145*10^137-1)/9 = 3^2 * 37181 * 9306803578043438841713<22> * 517322501679332576546021449462209649528168403423535227471618478450360673145307564844866544383080672632277756843<111>
(145*10^138-1)/9 = 17 * 1901 * 5081 * 98117225647369385525371861696938784445707368772746080815181296411575014158332577678444981205215741465110895305994987591530624748043<131>
(145*10^139-1)/9 = 7 * 131 * 14321 * 325301 * 41494638031834261595018064423552583280905143389<47> * 908877670191980876340445848483222823625553421190898302150011485065851023397954907<81> (Ignacio Santos / GMP-ECM 7.0 B1=3000000, sigma=1:1530991453 for P47 x P81 / Dec 10, 2014)
(145*10^140-1)/9 = 3 * 73 * 947 * 614377 * 115478273 * 109495474437765774679070825224239931641821287849177120338963367818398467660487494401029655991315032740658893556424020657487<123>
(145*10^141-1)/9 = 19 * 61 * 747926791453<12> * 32775476598631729<17> * 567066446707453594995676080791036147810333956185556117364230759517879192606233820119410689212220089427944608517<111>
(145*10^142-1)/9 = 1039 * 42349 * 83282347 * 180025140013<12> * 779257731253<12> * 313400404629067247924497778835001576547095665444010570926988876396970412630643817168805751004236021883447<105>
(145*10^143-1)/9 = 3 * 157 * 24421 * 23496195541588037<17> * 230764851977514601297<21> * 25832945784639626656363454058370979194818622670944652707739583555396978904976229197182605798581462089<101>
(145*10^144-1)/9 = 2643833771<10> * 225059462399<12> * 27076596302971695509813077074160817172007744646172778775163124513469197951570793025194070170247636022151758683171181183910059<125>
(145*10^145-1)/9 = 7^2 * 31973 * 30837629 * 23511784781<11> * 3276628996637<13> * 1402982297565383<16> * 30853183820141192897925251247458539646154036834744470801583911979686374777794845697579966990217<95>
(145*10^146-1)/9 = 3^3 * 1451 * 48649 * 1068761 * 7171069 * 58166205904719064314505143808560494908193849381<47> * 1896204458198054146642857423638435641862225920113494897379777844870316964301183<79> (Dmitry Domanov / Msieve 1.50 snfs for P47 x P79 / Dec 15, 2014)
(145*10^147-1)/9 = 487 * 14929 * 62347 * 4134114191<10> * 652950609099970351<18> * 13167018713273911713685922895069823197619408869737349361526373028761596106845760270865974842019180883491950291<110>
(145*10^148-1)/9 = 73 * 631 * 10140220121<11> * 673108324193<12> * 399093369516710857684165877087801752360208547717917<51> * 1284004118742310597614149530423195499174099917928398388388439862663732197<73> (Dmitry Domanov / Msieve 1.50 snfs for P51 x P73 / Dec 19, 2014)
(145*10^149-1)/9 = 3 * 10996214237<11> * 662500002131978598950390602564644609301943<42> * 124886659084551278498854672704686424329350583167<48> * 590281420659968612843892642382897205949821729077321<51> (Cyp / yafu v1.34.3, Msieve 1.38 snfs for P42 x P48 x P51 / Dec 17, 2014)
(145*10^150-1)/9 = 1021 * 2835137 * 15246657358688724639996080449451342745311<41> * 211518102940513424798006800651012458380803<42> * 1725851871266030533958871515334903198742133138208566031943471<61> (Serge Batalov / GMP-ECM B1=3000000, sigma=286706208 for P42 / Dec 11, 2014) (Cyp / yafu v1.34.3 for P41 x P61 / Dec 11, 2014)
(145*10^151-1)/9 = 7 * 3229 * 103007 * 1268523973696423<16> * 1477100923888249142737<22> * 962099671706474084043293230753<30> * 1568539601493466682259062699874132913<37> * 24471932460729815123065899931519428177469<41> (Ignacio Santos / GMP-ECM 7.0 B1=1000000, sigma=1:2058931936 for P30 / Dec 8, 2014) (Serge Batalov / yafu 1.31 for P37 x P41 / Dec 9, 2014)
(145*10^152-1)/9 = 3 * 37361 * 693727 * 16919645225612847919<20> * 53293149359438998496888412176677978251747825138772999461301<59> * 22979179116622602479615617353752993723873881558835237196044767609<65> (Cyp / yafu v1.34.3 for P59 x P65 / Dec 19, 2014)
(145*10^153-1)/9 = 43 * 317 * 1171 * 105449 * 6641891 * 21595095717313<14> * 579254452858407593768317<24> * 126022937854865016783949612764539<33> * 914181769110920282519831633114268515783278183719830722977436350391<66> (Dmitry Domanov / Msieve 1.50 gnfs for P33 x P66 / Dec 7, 2014)
(145*10^154-1)/9 = 17 * 25949527 * 23763786143<11> * 6455048313979363114390136808381801550827239354104463176453273<61> * 2380849771148461431124715177511618715398443879899370528992752794388431126711<76> (Cyp / yafu v1.34.3 for P61 x P76 / Dec 17, 2014)
(145*10^155-1)/9 = 3^2 * 23 * 16217 * 671577850406566219660433<24> * 714641555999282321113930481338815373557410903501038272053090160956421311025308999680095036761947263468899032625152234389973793<126>
(145*10^156-1)/9 = 73 * 41325563 * 75222379 * 475981447 * 4983443863721<13> * 29930722052169129844656864434685998136426610903465832274538336012987053925181598535698802519584611790485274984879628393<119>
(145*10^157-1)/9 = 7 * 151 * 25463 * 642899 * 2210574327208688291<19> * 41875635736222409459754611279863<32> * 100584636292895281398796971061722555520166299787951885208029589354325314868918915019340409387663<96> (Serge Batalov / GMP-ECM B1=3000000, sigma=1620056165 for P32 x P96 / Dec 11, 2014)
(145*10^158-1)/9 = 3 * 68494156817496887<17> * 2290650962089172210534430805120981<34> * 1229936637392934161604207012278234261<37> * 2782973412264248817333430742810076034138208674808928733282395159348293011<73> (Serge Batalov / GMP-ECM B1=3000000, sigma=1513839079 for P37 / Dec 11, 2014) (Cyp / yafu v1.34.3 for P34 x P73 / Dec 11, 2014)
(145*10^159-1)/9 = 19 * 103 * 238207 * 4632709 * 5846447681847643771<19> * 1276007005326480306704682598630213272854885759569616725722257093632505613937038348033818666094547887659634051404208618964892851<127>
(145*10^160-1)/9 = 283741 * 18076327 * 31411827851596018840467824226924161674548988192945156046029777694856785309396545013373656138875830631101999247077618886657914919740330060071837433173<149>
(145*10^161-1)/9 = 3 * 907 * 1931 * 306630024167309690974243733523790757447847678215431868616689821462870942235365442402944037334933392240133010606290242150805340496887398624677639326920451861<156>
(145*10^162-1)/9 = 784867 * 107144887994128285870318451098560997948947533<45> * 245048576160038018237520265815997977370015583782755904079<57> * 781818215491867943309867281290001070328274626453786889519<57> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P45 x P57(2450...) x P57(7818...) / Jan 4, 2015)
(145*10^163-1)/9 = 7 * 14490051673<11> * 4366813473707<13> * 2255575300512416626116714175976726473471039767380811319<55> * 161263301478462750792717281500744635986270930264736746130990924445818592700479443147997<87> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P55 x P87 / Jan 8, 2015)
(145*10^164-1)/9 = 3^2 * 73 * 12163 * 37217 * 366807907 * 1319881497973551152383<22> * 87442396483378774470119<23> * 7336520163789519387668513<25> * 1469052738767179814905231095944986103<37> * 11872846963725194402799693208370453937953<41> (Makoto Kamada / Msieve v. 1.53 (SVN 975M) for P37 x P41 / Nov 22, 2014)
(145*10^165-1)/9 = 16111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111<167>
(145*10^166-1)/9 = 71 * 9140473 * 68190123301403<14> * 535742914593649940764537<24> * 161395590904802441645871113416778433856627<42> * 42104536990208942408806370945342480010452153183437988165046547499097121069443761<80> (Ignacio Santos / GMP-ECM 7.0 B1=3000000, sigma=1:136232417 for P42 x P80 / Feb 9, 2015)
(145*10^167-1)/9 = 3 * 3793045582811<13> * 68694379217935548033221<23> * 2061080588115794423279872145035373951310582352234887589809725438482022623325541663487054269346243470571090607194701993813773350478827<133>
(145*10^168-1)/9 = 582391 * 200740366729109362365080801183680103<36> * 2724982164052973195621302699939093246302958693598413<52> * 50572271474786378042236083777518957783964234439795339860572671032879730579139<77> (Serge Batalov / GMP-ECM B1=3000000, sigma=2725228995 for P36 / Dec 11, 2014) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P52 x P77 / Apr 1, 2015)
(145*10^169-1)/9 = 7 * 58177774331<11> * 3435512125342934779<19> * 1594042703171484097193<22> * 72240195523617532853623969317881701320246204524775735988180878949119797845846120769800379250056752310304138776329213889<119>
(145*10^170-1)/9 = 3 * 17 * 47 * 498970449894889449941173615296520027859970294553090202618837234383349050734151334617<84> * 1347046637774812074654581221942988218542939465320994955780494329898248305419312944939<85> (Dmitry Domanov / Msieve 1.50 snfs for P84 x P85 / Dec 16, 2014)
(145*10^171-1)/9 = 439 * 937 * 12957739 * 657008927 * 190961376521<12> * 523301123903655586768229<24> * 30952074087156896383208101<26> * 152189106297708600288438472915009750333<39> * 9773505375666645604209441200726777224125550320677897<52> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2827512878 for P39 x P52 / Nov 21, 2014)
(145*10^172-1)/9 = 73 * 193 * 7388102812229781517873<22> * 1547791271673392041695021093338748322289652606751667312053438767705884807190787324612923799361543406877480838634307969711169830719770182368319169663<148>
(145*10^173-1)/9 = 3^4 * 34138061 * 79522019 * 67621298207<11> * 155089083631463183047<21> * 2711970916230934848197021185651787709133806653236039861<55> * 257611035958966896885760716050637483016117998507849974715419929833831061<72> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P55 x P72 / May 7, 2015)
(145*10^174-1)/9 = 43^2 * 139 * 20731 * 20885561 * 1540829627<10> * 40485616519<11> * 62668553063536585175620287555817509453431<41> * 37034146433333902191628496181820185519363485300766438148630145765607755337963679772549132669041037<98> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P41 x P98 / May 12, 2015)
(145*10^175-1)/9 = 7 * 14410417633<11> * 227405986793417<15> * 1275107235151438627025449<25> * 431888088394810543264182777270642714680313216820442449<54> * 12753549002341351708395365431919938569461708799647740494514685948095725793<74> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P54 x P74 / May 25, 2015)
(145*10^176-1)/9 = 3 * 23340024905082840257<20> * 3440770687110695795233051511293141762923338993831929471303816830709<67> * 6687244361990788254470411563379627199827158188092023347718627141765229653128135958814972249<91> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P67 x P91 / Oct 1, 2015)
(145*10^177-1)/9 = 19 * 23 * 5861 * 249579434444503<15> * 25203655698843000424223664272814207355104181659524846643542775410145524702677580314459248680738176924057800779918342849585375678123975675027970935774854280041<158>
(145*10^178-1)/9 = 653 * 162356323 * 144825911024591<15> * 721219422970980421<18> * 836805186868988977<18> * 72579865102082334652051310395225211869974799<44> * 239545987819938248802135682446241868725565849856551782454419628560680301373<75> (Cyp / yafu v1.34.3 for P44 x P75 / Dec 12, 2014)
(145*10^179-1)/9 = 3 * 4107688552591175815481<22> * 841083778527195673625374949<27> * 275710585086635977800033791128166936006839247<45> * 563785670527896700468661551748644031350258445749426405016636555684801065163749146508159<87> (KTakahashi / GMP-ECM 6.4.4 B1=11000000, sigma=3977984342 for P45 x P87 / Jul 14, 2015)
(145*10^180-1)/9 = 73 * 179 * 194771 * 104174230556318473<18> * 4866203106543212821<19> * 14430593821250281386289<23> * 865347556885284460347776597878324587078335447309809256823309673203140294326919847752371538759263663759863522600979<114>
(145*10^181-1)/9 = 7 * 44479557865325539754737<23> * 517448331783334957167251427491069339185348423515332460327296512873713408335127770719111442027244528387510227225876623546959909896725184271416640744719437480529<159>
(145*10^182-1)/9 = 3^2 * 105498094087683137746214031291691640352185168974551584676232197222207055080113<78> * 1696830139227244758082760346490289295811909596696647096664787946717940393213272263635584337270614985245183<106> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P78 x P106 / Dec 27, 2014)
(145*10^183-1)/9 = 1627 * 106819927 * 2479921313<10> * 1044096184087696199544735033180869<34> * 1013538291081503207343300867126180584674904807045665313<55> * 35323773604163029211087651458326249283179364071519182024307855920582136601319<77> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1915434149 for P34 / Nov 21, 2014) (Jo Yeong Uk / GMP-ECM 6.4.4 B1=43000000, sigma=6656394354 for P55 x P77 / Apr 6, 2016)
(145*10^184-1)/9 = 3923 * 41068343387996714532528960262837397683178973008185345682159345172345427252386212365819809103010734415271759141246778259268700257739258503979380859319681649531254425468037499645962557<182>
(145*10^185-1)/9 = 3 * 29294785982579652043921<23> * 18137637986866543838947084631<29> * 1010725398126848936748589613463258398647376200019397644378781485615574616240759413682497693672471295995213050087810453962647301371602987<136>
(145*10^186-1)/9 = 17 * 307 * 499 * 455879719 * 110870794816131013<18> * 774360870194396343710182032463058286459476323<45> * 158061761757855721457938809749889170402601170526007198220947683985466376910622693048336313581514275959610429351<111> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=1092000953 for P45 x P111 / Jun 3, 2015)
(145*10^187-1)/9 = 7^2 * 6501322319569493483<19> * 3482362791196156844255945949742971219357635574350796460063442659559<67> * 145229118450161645387129324315469743481981898065451209999391250279074798782399387036692190482847722387<102> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P67 x P102 / Dec 4, 2016)
(145*10^188-1)/9 = 3 * 73 * 113 * 16747 * 539639 * 1540979593789<13> * 747196399355237576183<21> * 598985156893864749786054437763821374130800455184859<51> * 10445154463007309509576013895643819979869754894674387754092526715832995156457602717670938017<92> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P51 x P92 / Jan 9, 2017)
(145*10^189-1)/9 = 331 * 1466353183<10> * 1535666144506693657<19> * 417792955748542439757381054092238278260333987<45> * 51736969907987321775043408203389456092750744145030661339518657211287722110380388441568155432612702138732581532415873<116> (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=1376911872 for P45 x P116 / Nov 12, 2016)
(145*10^190-1)/9 = 109 * 433 * 1982197109032777809183268080161666042817809923<46> * 1722123369012023704101520977351144789322361103790238618267105293552751768957626864947312233036983677037851079839111312486830169345749021724881<142> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P46 x P142 / Dec 30, 2014)
(145*10^191-1)/9 = 3^2 * 9539 * 20479 * 333517 * 61086754332929000791909355577494564535754593517188491896159713228199424262727507<80> * 44978644395286315905198184771392648543524345306773139979163206557051334948716805669039782950159261<98> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P80 x P98 / Apr 22, 2017)
(145*10^192-1)/9 = 73009 * 132962389435204609184479<24> * 321936924745309507870522593580712191875381652089743<51> * 5155247146204969454651990949595220545911392322375120747384280785714201485188805993025132267452203778502816299363207<115> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P51 x P115 / May 23, 2017)
(145*10^193-1)/9 = 7 * 103 * 4651 * 5501173 * 195435475813<12> * 2162253515283960691<19> * 20667053963648290094623433452177977014408021258593601183356891116511638352946328884219455157076938857360119687898907952873711232250013987082138852419599<152>
(145*10^194-1)/9 = 3 * 59 * 3323 * 805121 * 2323331772189002670715579516019<31> * 10005589710762698510218001300146573<35> * 146354745505513126513222678799213560124307171732545586403132004254362809975378116208916101947216040428690404498552800083<120> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3251336330 for P35 / Nov 21, 2014) (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=648895941 for P31 x P120 / Dec 7, 2014)
(145*10^195-1)/9 = 19 * 43 * 123191 * 422620674172240933<18> * 4156333556806536887153<22> * 91130409877066719612576180766680569647002414924217525897793948968796378391362825784960263723825087700430746210316543862097202750399764901920593890237<149>
(145*10^196-1)/9 = 73 * 24771587 * 1441860485242899419822774901773<31> * 219414297163877912361161475121273432717<39> * 281618148539965539427281186576559056522109296650785817232323735659778985834199809048343028405471320621050968102999604221<120> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3197582786 for P31 / Nov 21, 2014) (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=1150546041 for P39 x P120 / Jun 4, 2017)
(145*10^197-1)/9 = 3 * 87011 * 1673317 * 4236307679<10> * 870691610541349311879227657156156917697937716584095942373054153009058758356398209326312397089396944899367766107065711823249052933275815661217766619297038332097681763209228410269<177>
(145*10^198-1)/9 = 453143 * 87610998474090216325856199251<29> * 3702079753198122126246407775983<31> * 109618995212529258150326460213708734420767987344455201855200741317544488487024362188341349960674201458357803312422708999910467760746469<135> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=111689746 for P31 x P135 / Nov 21, 2014)
(145*10^199-1)/9 = 7 * 23 * 6701 * 10663 * 590503673599927<15> * 28821084573016447934187524228345817121667<41> * 2542231800608855151506688474756484181227732081671977239<55> * 323692412201478642729575389596762313546233195271895542398379187384787623359463527<81> (Jo Yeong Uk / GMP-ECM v6.4.4 B1=11000000, sigma=7541625046 for P41, GGNFS/Msieve v1.39 gnfs for P55 x P81 / Aug 18, 2017)
(145*10^200-1)/9 = 3^3 * 33347 * 34847 * 1054840039818978989<19> * 118547384242888663886459546876071<33> * 307331391512326555621221848925437399987985911659504935017891729<63> * 1336146441203953798638882896545673550787873910276549451936233682971081868133627<79> (Serge Batalov / GMP-ECM B1=3000000, sigma=1553556401 for P33 / Dec 11, 2014) (Erik Branger / GGNFS, Msieve gnfs for P63 x P79 / Oct 22, 2016)
(145*10^201-1)/9 = 61 * 71 * 15384579401923960681208457648403288633<38> * 26788941152048572003616047418475545668581724774007205391083304819<65> * 9026016711154675994134323505808722826116675459491650852083239576290999823002888776626272931068303<97> (Serge Batalov / GMP-ECM B1=3000000, sigma=1366968030 for P38 / Dec 9, 2014) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P65 x P97 / Jan 24, 2021)
(145*10^202-1)/9 = 17 * 13121 * 69914759443<11> * 620176605897584701195317702082163<33> * 216826110486522325939684927909396630330452817018800616092130819<63> * 76826988349806020297891725242760092312567802407819831278729499890959294621035817608963820213<92> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2529630464 for P33 / Nov 21, 2014) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P63 x P92 / Apr 3, 2021)
(145*10^203-1)/9 = 3 * 293 * 1831 * 309923695670617742881<21> * 4824482395620689814110209011251048728703<40> * 197838578708440223382308227704561747905801<42> * 3384011123472676127789221682750107911216519908869990676032321543154412431051467448409340320330473<97> (Serge Batalov / GMP-ECM B1=3000000, sigma=1582246688 for P40 / Dec 11, 2014) (Erik Branger / GGNFS, Msieve gnfs for P42 x P97 / Feb 25, 2015)
(145*10^204-1)/9 = 73 * 220700152207001522070015220700152207001522070015220700152207001522070015220700152207001522070015220700152207001522070015220700152207001522070015220700152207001522070015220700152207001522070015220700152207<204>
(145*10^205-1)/9 = 7 * 163 * 153271 * 57027179633567202791<20> * 32386754966205821658152021608907<32> * 96134750382786575995814567697588339753493<41> * 5188599214632561256369179828351380982562387796612295439738234998121898113019081854434975705487909417180061<106> (Serge Batalov / GMP-ECM B1=3000000, sigma=1596693317 for P32 / Dec 11, 2014) (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=2991823814 for P41 x P106 / Oct 29, 2020)
(145*10^206-1)/9 = 3 * 773 * 30689 * 835997 * 2533039 * 10690435843624201238687133381923685119546918367688317171176423785125701840549837675553355548470853896754541021551804866015758385322261934138566186553742981587239012518461670055794918971987<188>
(145*10^207-1)/9 = 1567 * 8287 * 4490444336384552451833<22> * 7387855430343748950845891307680267111401<40> * 37398264764077154862605576199334429139141586478464923460457071662163936099561439992974022574841920164755436028331459880564151655938815272423<140> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=1107224615 for P40 x P140 / Feb 8, 2015)
(145*10^208-1)/9 = 30964569246805400135099<23> * 447885073464267322518856712891<30> * 850719823419798158615424730461452265796034311758149515405063<60> * 13655490613088966211250703541865251841351561699692877330390308902304272131065690494706241901817833<98> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2461161022 for P30 / Nov 21, 2014) (ebina / Msieve 1.54 snfs for P60 x P98 / Oct 6, 2023)
(145*10^209-1)/9 = 3^2 * 47971898676712968703275557787229243249536199<44> * 3731608517006862394664287766487336716103220699712715405314783395254419707924226102439943085543893353741480055849005937939685559304566388739036051481009151380862814521<166> (Bob Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P44 x P166 / Aug 19, 2017)
(145*10^210-1)/9 = 3233706858247304123777097096787945075499817352024798141009883849238021470570967342525568237<91> * 4982242304994666910969955477736483172331817567701870627514765422140098684462238537837251785790105171568320449032156307203<121> (Serge Batalov /  for P91 x P121 / Dec 10, 2014)
(145*10^211-1)/9 = 7 * 21666049 * 6430302469<10> * 552917677727<12> * 15541610015493783821233<23> * 19224712228878508679969978728128453546961543844233524248485594865916243483773320113194509667223879510358285664123848505019731814761013432963369406967664762784963<161>
(145*10^212-1)/9 = 3 * 73 * 76607 * 265588397 * 162399766168644207223<21> * 2891123202605220408194200907<28> * 770108339228621305539856454411398246706044289998812163736258931339551372158197386405392496681676436671022661618971140307807384554153957206941388182451<150>
(145*10^213-1)/9 = 19 * 389 * 217848053051494362391<21> * 1370675951889814880400700475450126448821<40> * 7300184130158105379335836831410000573053271785119220621876891079442322835753976832357543410037450208668458648911161993722305913437389978950185597885811<151> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=421203901 for P40 x P151 / Jun 13, 2015)
(145*10^214-1)/9 = 4259 * 31662743135188043190053152657423<32> * [1194728750842393287978567547906006502135516983956756783975466365081617334005613084812283493214075974219989308288731011865788578720200971029375600084147708471143172058607683768725923<181>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3411722576 for P32 / Nov 21, 2014)
(145*10^215-1)/9 = 3 * 199 * 7792711 * 66119748667841314910731247507729<32> * 5237588776425806467058212358441107129497759187567804151058326112184111449409977784744836432436508242969680022960702201224788548778194630800572382583039541598767316469511900077<175> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3754150907 for P32 x P175 / Nov 21, 2014)
(145*10^216-1)/9 = 43 * 47 * 15345519273095977082700694900795840063<38> * [519490476466603153417263306308601804580211275414048644124709630532456090442515479049378813653871679342479419239873113113103932512494037233504405533649344496391904233581053021957<177>] (Serge Batalov / GMP-ECM B1=3000000, sigma=3470912693 for P38 / Dec 9, 2014)
(145*10^217-1)/9 = 7 * 148702836669053924707<21> * 1098548954073288683993<22> * 10480322915079137674940657729323661<35> * 3859741891719841095013508878746420833<37> * 3483019107170196313589363045103111714718211977934319112220296418977643718595908679526451552024532806199471<106> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=2060954565 for P35, B1=11000000, sigma=2958954465 for P37 x P106 / Jul 30, 2015)
(145*10^218-1)/9 = 3^2 * 17 * 1693 * 44123 * 874109 * 30997963747<11> * 53900967293<11> * 57821853723803714553838357447<29> * 2017654973985124826408429443114426690084097078213971<52> * 827328224654036930207349027095803064616535316510791497480292265454619685270721951288988239382048419431<102> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P52 x P102 / May 1, 2019)
(145*10^219-1)/9 = 167 * 233 * 3021929 * 293171634923<12> * 542906057341387<15> * 1601190787318817<16> * 3168481791148491688636189987774436747076374210738672951797499<61> * 169678927231349818794055316016695951533653665478001731663111085461046604260875158625587841476234436294987643<108> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P61 x P108 / Nov 29, 2019)
(145*10^220-1)/9 = 73 * 139 * 75749117 * 5371118274493468551420556086492461<34> * 161674144523825632261973231433950228054395703<45> * 1785396513014841546750633422405799058446406937<46> * 135198006526327251638311935946477102133214335265266961594581483421713305730260013137259<87> (Serge Batalov / GMP-ECM B1=3000000, sigma=1817733509 for P34 / Dec 11, 2014) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P45 x P46 x P87 / Mar 3, 2018)
(145*10^221-1)/9 = 3 * 23 * 157 * 51996829273<11> * 185000504677417829711<21> * 1029866924949119415302629331350382496578150827919<49> * 15012252635148402966986324927378902214897195350458758273973515916301825853896216240375457999676395071251650996249410049860524581004250188431<140> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P49 x P140 / Jan 22, 2020)
(145*10^222-1)/9 = 20007578476712540457599<23> * 805250426975125842979723160455278703497709990566365298338183522227411588233260101310526460062338604802116421976308726435028054278576121346162844448810732034176031047253514410845260790601558658057135289<201>
(145*10^223-1)/9 = 7 * 2111 * 2346238984190779<16> * 22215053828871606045397144567<29> * [209179732355244647293421070070799722264736729908638695574176522785522485835184177133927764252966759894912945603064180702880447799328957897007743022130124921282271051933123882651<177>]
(145*10^224-1)/9 = 3 * 2539 * 62994586928928603852354807469132232978815639<44> * 2179264001588103959996342051117113399511214181485017627<55> * 1540736814377093840192075935972791275247596223447724215734649627420602061832120388132010743806656032187928223489019519702211<124> (Serge Batalov / GMP-ECM B1=11000000, sigma=2967088650 for P44 / Dec 18, 2014) (Seth Troisi / GMP-ECM 7.0.6 B1=4000000000 for P55 x P124 / Nov 30, 2023)
(145*10^225-1)/9 = 328458673096899788519431<24> * 2961011159903927586488774519<28> * [16565506318739576557445918282402692420962598313691556732771937558173118506942504994763957941400464816166743070839822495653070532490128444138271325830404947916741945824543368199<176>]
(145*10^226-1)/9 = 5557 * 434339284727<12> * 1627844475957343122896408531<28> * 41005590856320453560272632005161065865347756665465307160767565745384868526526452026239503671036448261106505606802474271590042487423001993695449164962974410742648025628982632445502050079<185>
(145*10^227-1)/9 = 3^3 * 103 * 383 * 647 * 4177 * 179279699 * 3121949398852309935336561455696598540087695767764344899237255591209056819067223985341453232423942151220391418112229587017481520524226726321945682020322581473711012576134909517123600126971634802406365972619097<208>
(145*10^228-1)/9 = 73^2 * 181 * 3907 * 885189767561971095885707<24> * [4829713860367713702362774268170720457581217504141951248222687216348994661188007990470626784621452862361437555582824359146446974793264999485473273432886787005528892932251108149388865517092504508411<196>]
(145*10^229-1)/9 = 7^2 * 118589 * 68314133315213<14> * 14308440528938224069403<23> * 8105152385120775160514035311209<31> * 632374307494547864740681614654259911044868170188351679352941806038403488983<75> * 5534096641544167060479244804453734269615025117170758121503084069847870122120232947<82> (Serge Batalov / GMP-ECM B1=3000000, sigma=4022711487 for P31 / Dec 11, 2014) (NFS@Home / Msieve v. 1.53 (SVN 988) for P75 x P82 / Apr 12, 2022)
(145*10^230-1)/9 = 3 * 97 * 5536464299350897289041618938526155021000381825124093165330278732340588010691103474608629247804505536464299350897289041618938526155021000381825124093165330278732340588010691103474608629247804505536464299350897289041618938526155021<229>
(145*10^231-1)/9 = 19 * 5090381 * 92620432372400754356476247<26> * [1798518040936248652372538031831515098487408467730986031173355938866831758360506069304441662706774145971850094744689850513085708185727403103332312533745385618389326851419052524356430584680013042325367<199>]
(145*10^232-1)/9 = 151 * 317 * 3539 * 43964430562156600689628330642766510908709<41> * 1251082177541979147604591307171504289196474753<46> * 17291052557458434697847183663835939865764136507745522137208837443355014507395733044992168018729268579835494802806095121206716927116315755611<140> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=3433354645 for P41 / Jul 29, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4069390481 for P46 x P140 / Dec 16, 2015)
(145*10^233-1)/9 = 3 * 1263087857089061359<19> * 425177895601580560391691066491324410180882867403303817088538440439812082056716989960300367951984301452304491913921649953268978242323974255604163069356399416341269481201953134805543568294271968534204555814818146345443<216>
(145*10^234-1)/9 = 17 * 3767603899771<13> * 71083786302772958969867849190707<32> * [3538675840835409510045403535700051585473180597504414581316803459734117591879015365965829189237841282177100256616237384616502869033700498977313954880467456200053861129987191167290906488897239<190>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1365581166 for P32 / Nov 21, 2014)
(145*10^235-1)/9 = 7 * 38211079951480770690849428208653<32> * 1389912577012451929468662944530120847<37> * 7562627084141918039110173123766942369<37> * 57303080587154213956366978299813378386882343161515932518391185375366135016699215659250831325810604037883751485656695650349690656587<131> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3935990183 for P32 / Nov 21, 2014) (Serge Batalov / GMP-ECM B1=3000000, sigma=2829408530 for P37(1389...) / Dec 11, 2014) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4008292274 for P37(7562...) x P131 / Dec 16, 2015)
(145*10^236-1)/9 = 3^2 * 71 * 73 * 443 * 9203 * 11057 * 38010623213<11> * 7090217654259744428282084940563572243<37> * 2842933880059621372649725333698450199463991974073580509319590809183922899994354990390223384111022611987406109482106597536898930984734472180737247771641342860728546660579039719<175> (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=2979873795 for P37 x P175 / Jul 29, 2015)
(145*10^237-1)/9 = 43 * 374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677<237>
(145*10^238-1)/9 = 727 * 9859 * 191237 * 1887916784081438448202953933577<31> * 62259187066451527447397516478913103801606516749052796991801966443866576266681438907138902289380110829796835389603283174189230365048825636850527279481619529362022841874315905404917501745246425587623<197> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=616990699 for P31 x P197 / Nov 21, 2014)
(145*10^239-1)/9 = 3 * 15601 * 1328497 * 35868289 * 945726323 * 192620267769403<15> * 1241414585475969059664051817<28> * 8599883319538546046979454429<28> * 371452855141611053688445456618691291857804605978505278339824727939526648908558609630392867567510909292220208754659619217354288701275383539372617<144>
(145*10^240-1)/9 = 812942323 * 11908468810241<14> * [1664216544294124410602398877188068317102865300670616224653088061621982838376223383411522350679681953650882902641396241470200518536504607988280501553443670322559861319886145129001373960977683689335341671935892536460032477<220>]
(145*10^241-1)/9 = 7 * 223 * 26889469 * 3322990373<10> * 131995791169523<15> * 134471732957591<15> * [65075901835419769067719661485236057489857113278509657009147324586553043902441731558516320469081703315992819973250796516561464490270650194803267381791326276657869458069739196389081017348750297011<194>]
(145*10^242-1)/9 = 3 * 52242049 * 11867264307810133<17> * 1546288069826042029<19> * 9212628193096248420691<22> * 60807825265804295266496291181137623965181577871963060071267131849670846768718341748011502022262150719717910168033604275354798963829775875186113054448561166831379053807343596628399<179>
(145*10^243-1)/9 = 23 * 9356871890705371<16> * 355330901026993303<18> * 248112487024358679293<21> * [849151877552315070173375843548726768305153912370517503939935537469235914004967704817780156480827785095141999524925521313314173635746811078572892029787680965731732185633657170101581160642073<189>]
(145*10^244-1)/9 = 73 * 5233762962191324626029814827821<31> * [421685417932256828831912429617410278192179124131556247985152238070006180577717293955424066811619612917214672000375127968729955510576759417986780726404320362138037871702554232970452374257396210308055675655577044267<213>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1267387785 for P31 / Nov 21, 2014)
(145*10^245-1)/9 = 3^2 * 21491 * 255233177 * 510394380053<12> * 2035264040813<13> * [31416846461403339412537419561443878130858485735872894004624507106561830590866042528620335698175569306440196980734485294307535580861043736671360667640301321767345588562122700131960881398049016325086900082727373<209>]
(145*10^246-1)/9 = 19309 * 635801 * 1610837 * 2299569731343949<16> * 354279745116737608420002566771113903708286679161363807382715322835304851622906877491986586955450833399571875600217133796873165272293060817342670053786219216155214833079500909562297549014216096311133862347344636561483<216>
(145*10^247-1)/9 = 7 * 55503197 * 1662206927<10> * 274946459049277943<18> * [907352906453404846280374689530047390442430575201811537785062397351230355740752204952375089909816431810504109070239738628815151119874166382156480103314604199391461493703822584715116412880949102760434915555846002269<213>]
(145*10^248-1)/9 = 3 * 235305058504723<15> * [2282301283490077320522683968786027609569900634486522933549077055739899217265562920458387779894294416762809561557582441338806046817705179414649156276687732456640922050744276550227124925537095183245817626511276383746014022374298480325119<235>]
(145*10^249-1)/9 = 19 * 39293 * 126307 * 305927 * 17282770215153508952909995097<29> * [32314550548902533028221428926215882022517725679656173584242610729072916587626280052240105338587213536676295235793019222537106504360860001889399074156959317589564694719511369040494610309098477346797089977701<206>]
(145*10^250-1)/9 = 17 * 1879 * 3329 * 611752325813832030689<21> * [2476625652664582587535463910535139988631028510564884481788516187281404423435247345943213338368011906435537489668794313999391079034951266545747149081935064527180040369572158800790954169101948474303525775499570337022452138017<223>]
(145*10^251-1)/9 = 3 * 354301 * 1154549807<10> * 6711889306671811<16> * 90507570388108513403<20> * [2161172808998345669699959255798769996196881142198344902805837489905678483756775939834580736789340384015464429613423173528843327813331481963368466517448799124445689787633635250639575541353454874036619727<202>]
(145*10^252-1)/9 = 59 * 73 * 11383 * 17477 * 161459 * 4832515703<10> * [24098580776826907421227149939095295064310918314840773723250061106420170321257044025985371363740005724216999413972123593489016468808187311012412334149170592224164846004824469823700794004718224041347385662533109260067764676069139<227>]
(145*10^253-1)/9 = 7 * [23015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873015873<254>]
(145*10^254-1)/9 = 3^5 * 571 * 15430555416313<14> * [752491419906491702277792183358491809985941192551602307878087376189907940389107055409257995315987684685442961361171855382979343011780389505959915928722465848682733433577648869768236424631746399413653463698564809816146301089641620364459199<237>]
(145*10^255-1)/9 = 8669 * 12781 * 28759877 * 5099918752856366493616993261<28> * 3960460266326777400919649993681<31> * [250320093721796965184543329475607729445368343909964059249387327643965192036262585051708755466585469115245272240263187941311845217727480118322922876830377098416897045161348627427848207<183>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1190084490 for P31 / Nov 22, 2015)
(145*10^256-1)/9 = 1639751 * 64644174296748425459458037260781457419<38> * [1519911131908671520329757258260332242853146340490954668784402111679186426929085699990516043861764597338034446875508737591253271898120044076251298827694709135533770145027681447013069101554936855974204526741195651619<214>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2656187157 for P38 / Dec 12, 2015)
(145*10^257-1)/9 = 3 * 929 * 2293 * 17224801979531<14> * 37742831436131<14> * 42700365409476433<17> * [9081637495120094393854412502842423125006853613150208917816749053222578261373275952823405901356894596071356581900558245610557003974882813868026655171801050878040569827133230040791326807475760843187445629405417<208>]
(145*10^258-1)/9 = 43 * 374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677002583979328165374677<258>
(145*10^259-1)/9 = 7 * 204258752098287221557<21> * 40606085812031209627103<23> * 15089110469455750538033203341578219<35> * [183904354381725518828817367095582738489272290741871855267336471029126303749653034850717929647045944861199719329257385529209565426916219262701408080040430457423144391926806241126458377<183>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=2702233787 for P35 / Nov 10, 2015)
(145*10^260-1)/9 = 3 * 73 * 2789 * 611961971409910086740267453<27> * [4310309232536360842216353845226538696860729023539223175273244631000037402632743688137293880405351315370947039515718811736443598203356614876918530792852813841328875118943515988703926937316942000809880466932166050650982698309659957<229>]
(145*10^261-1)/9 = 61 * 103 * 719 * 35911 * 276642203120070231310133315947<30> * 358991039973927727253127333538189536077809576076416392714352936353157492722541075027714098837650561102043749870852052072037873943511984594925992980709303523024074235382090049034485601408512601993233054659474266039459420679<222> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=3600380167 for P30 x P222 / Nov 11, 2015)
(145*10^262-1)/9 = 47 * 19139 * 399023 * [448859542982440191594975381760369818806576788208615290549338639678260287333547131085223851238241829490422135219320655081864221002316863397470493159384980642060358036101393369435079177618276262492904298983987193675766239409770111568758974453820566364429<252>]
(145*10^263-1)/9 = 3^2 * 54443 * 350665676255081101424953652482642777<36> * 83832137455331231434814274743393104231<38> * 111850295830061301391982353701114989318134852020630533017186796398537734710086331995811288003761964982594072329678174747025363584956932307397450900789065108437378138192374968937130847619<186> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3470222441 for P36 / Dec 12, 2015) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3918185833 for P38 x P186 / Dec 15, 2015)
(145*10^264-1)/9 = 99103 * [162569358254655369778019950063177816121722966117182235765931516816959235453125648175243041190590709777818139825344450835101975834345187442470067617641354057002422844021988346579933111117838119038889953998477453872346055226492751088373824315218622151812872578137<261>]
(145*10^265-1)/9 = 7 * 23 * 45533 * 77377273553938613<17> * [284027197413042275722055985185751007976188035316021489958193780687131774138959718733875465817875185774709629087202632689048130305230059192354312532525921695655142788097726006991845035006646781686560816626488575529595196969849396774599714506919<243>]
(145*10^266-1)/9 = 3 * 17 * 139 * 21911 * 1494812802190317549497<22> * 5381901124844703112611276219293020213<37> * 324224650970134483551926853262257380704864177<45> * 3976580355795938082832615910186283309801309560973214381976461710163972051340313521913110331963768464653696967949662356267109711369826013362366900375384889397<157> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3857556890 for P45, B1=11000000, sigma=1597092842 for P37 x P157 / Dec 15, 2015)
(145*10^267-1)/9 = 19 * 51552288712924610035978768114598822256701089<44> * [16448410682524745250829058048352047230350893226623564184652847017855914199022184428524036216308637386849787702755844354209811006555240044662648934179711938721907179784363833518595281243767620539254168242019957725758101382621<224>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1938570622 for P44 / Dec 15, 2015)
(145*10^268-1)/9 = 73 * 217592169537693360102916169<27> * 10142835225914219675378642021440255773430081818836690748256213509957145198145792368016266313836039678774171083969750174815535698585610612526964233370688400381206187101443730478123269904655390208960047041780521961435319188365370878118700737303<242>
(145*10^269-1)/9 = 3 * 131 * 22817 * 1432357 * 4978769 * 154646707 * 3991042990892669740430429<25> * [40820100136595676368779404771534647938181726776224161831323888136968576336720529009910122479962538310033099868098195034176613055909089012146852256803333589625691568819752952227550079339239269108942454896860329392814869<218>]
(145*10^270-1)/9 = 16111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111<272>
(145*10^271-1)/9 = 7^2 * 71 * [46309603653668039985947430615438663728402158985659991696209000031937657692184855162722365941681837054070454472868959790488965539267350132541279422567148925297818657979623774392386062406183130529206987959503050046309603653668039985947430615438663728402158985659991696209<269>]
(145*10^272-1)/9 = 3^2 * [179012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679012345679<273>]
(145*10^273-1)/9 = 239101741 * 603670332431831805077887547114522557<36> * 111620232179064160173226052895429950473309206144106625804129626331230116662453769479330018971615527358606981080929402798247040634058845845294236313407225013496703657635456960642898559668605970817037874012475261671564314679752040703<231> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2875261429 for P36 x P231 / Nov 23, 2015)
(145*10^274-1)/9 = 2371 * 782071 * 815047 * 1833596929<10> * 35297160874349021<17> * 67056208950185146999859851501466933<35> * 24563059457126574500628301374284869579631892496818006986169359015240893279076498377326936130777490684580932548765328319657758265520788879551873990605109374242393181121842829793911310013434913578761069<200> (KTakahashi / GMP-ECM 6.4.4 B1=1000000, sigma=2031962215 for P35 x P200 / Dec 12, 2015)
(145*10^275-1)/9 = 3 * 349927 * 49770241 * 152601613 * [202068173900997041880899404686890393578500994465476761737034516143483557940252517046161450368423542765001736469960756664603589432708259969074734674251714585578171129208051899683430750085597913527089457788021014925207781324161201082258024737930310718495607<255>]
(145*10^276-1)/9 = 73 * 8069 * 4130013253<10> * 13762562060977019<17> * 1039292721477026381567389234807<31> * [463014184343608663910527768153453612963376345395605369730571130811253658241281932048214939004239925918841647973652045302970531483012024638512554054518749133602908858068631483198643679440073518832391248374891397635747<216>] (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=2315342600 for P31 / Nov 11, 2015)
(145*10^277-1)/9 = 7 * 2309 * 17623 * 66509 * 7630273424437<13> * 13022818010966252022705571614308279<35> * [85585105096835883601297221362125742550415797624463060781228594044995621146357209039412772038209030206946438668971883752012739816950435958642900850043473765015075130716188157946093535648414787497555752857435074241133677<218>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2475788761 for P35 / Dec 12, 2015)
(145*10^278-1)/9 = 3 * 32693 * 9949321 * 1375133140057<13> * 9379949367740114160463691<25> * [128000238265867521826357828776547284862324605864288993770457043052385838896542114323923623664272323030833027303492808839425075990701878955546718505945598137207209269525817966893693360299243321362785033644283055824731445049388080267<231>]
(145*10^279-1)/9 = 43 * 827 * 70921 * 10649321 * 3488503267<10> * [171955323272162308464306216832921082703328072634417558369427380155569641474273849657840952547479796601082975386599309001362283290507537771689475778483832517628694874585576850883294101793978140883266545029336947430142221959186324095366412093329568440386133<255>]
(145*10^280-1)/9 = 1663 * 25080199 * 205573044779<12> * 22900182094151<14> * [820535095911366809125329718573314311561138859013529548365418026480612724283027270196304339083135179052358948109481350608039585329850505355991682749513883696566479615801019039626582388483962166187380758413133763227644979870227212886257606681772507<246>]
(145*10^281-1)/9 = 3^3 * [59670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893004115226337448559670781893<281>]
(145*10^282-1)/9 = 17 * 40933 * 1467787 * 12233622335939<14> * [1289391757955770005896831243330394606445937730738049405810219904845664211795513425759754373701455360875971749966422880137923712660800440104723401207544462692351957885828730221995683344062665204850631780945474857535632238611667080913331946965668420224903504107<259>]
(145*10^283-1)/9 = 7 * 110056099 * [209128555573035674043070280147518365820106644120404593597451359927567629605115051514528203230389558109569337661294654972942625133531881916630680077220191276023838288288530160177818705130308279171478474953696258787219716154695033057785130253190383142835846070402839492029178827<276>]
(145*10^284-1)/9 = 3 * 73 * 149 * 417539132173307<15> * 2990446935080278433<19> * 12807801876449011875919421189<29> * 3087359651546536657934424756234750728869876474701266153322587398635661437276474196889449825652272392971206289964253596529146696859385731802426578427471537135272842349181219910218313624975083624994561822684498316286319559<220>
(145*10^285-1)/9 = 19 * 11934558221<11> * 142975304890553<15> * 183122009003304473<18> * [2713713335203154828832522121039144365105188950779594495044567058707114172647219234259399798628147389731815465615102058446514699765335096869514037634965049754055888391311584249916619784948550013613551857905974187630320316893371765754215905816481<244>]
(145*10^286-1)/9 = 163 * 2477 * 28108458439<11> * 684941327197<12> * [20726285813328728724864507390865149668256773514946297382999154160585010781238891658984122339725263540216356115516759895866165298598443999375944277309289280253833891406609032684197771499242392182947387810318353750608877836208086094405793407322161199181633640067<260>]
(145*10^287-1)/9 = 3 * 23 * 23819 * [980286174604922699702716386511018856041189326454834260988281253433114296838360747881280448449150088506320378209279470055941889717264509401586670920432605021269167721488393513101592329537868083092301244780905701946084395608615403919481592220016240299645765140063626657266736341351601<282>]
(145*10^288-1)/9 = 1499 * 35341291 * 79047829463767<14> * 644026622583133763<18> * 317025632038214527136530813<27> * 235606843018076840181049053990410453<36> * [79977054073321958187816427023480919618025185880946760703667882710301014772797342071783981475666362395120801179999384883795483571555023317467509283502616717508451675938095797286429442691<185>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2741273283 for P36 / Dec 15, 2015)
(145*10^289-1)/9 = 7 * 34091126147597<14> * 429756257611059574633<21> * 27620102898655119782832700317589801<35> * 56877251775593746331924514514056591785488264428037192716614249063140052261935384722237985408187974509428252376266635601528851951305833884040549097350692265003526141166639212726626578883510858388157160467248753127202006773<221> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2575820491 for P35 x P221 / Nov 24, 2015)
(145*10^290-1)/9 = 3^2 * 4617440209<10> * 10599623522029532508871<23> * 657094771067968312811027<24> * 547607792857965327246718729342135637021<39> * [10164678142263156684857659660042288602152455403419452650450173366958752646716144677964759069830651445886980561827000691337187955265928242050889159142751047581320592521235835174913314712756877635183<197>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1903475085 for P39 / Dec 14, 2015)
(145*10^291-1)/9 = 617819 * 130171721441<12> * 67094270028761<14> * 96514066996474782601<20> * 10383276198663294175233169413756525576712037<44> * 2979457047919673166207427666224020466821345002665903099956845444104223005269761258711245925687403857369734210359598212590013700378086597829320327118063149245520245840690922210438165020996087801083937<199> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2820234063 for P44 x P199 / Dec 15, 2015)
(145*10^292-1)/9 = 73 * 577 * 15053 * 812898100211<12> * [312584651342977242828735752522453221014004473326637584213941272768033623082928275334628583158436729787938294910319156343364567364563718719651322519899292085027086680462957552347336764339962705037526837804879516304525293549864494876420908875435308646374459990742892786544777<273>]
(145*10^293-1)/9 = 3 * 389783 * [1377784657199100620183633039504126750107205899274819674118771308746243517641962417645297606712034739937444775777899592945400484467093323816167039191132083844182627351724002937626928411544467144634417193764317676853626343470692762478191806818247684062765787725573042018346200416737099968539<289>]
(145*10^294-1)/9 = 66587 * 98819233099<11> * 145096464600852554567<21> * 8649264312500312540657<22> * 1951005822230394115917632553200755959171591922498763106077968184009448132404151827540322753202049389606893732926607337516895979324524549687678605561141874240171613188469685911860751810383012083095898495284280156483632115257356547177099113<238>
(145*10^295-1)/9 = 7 * 103 * 28499 * 1761817 * [4450407824644675889855229865341599304674866364773516164299487022646788343175086815395167444564249390546794051083340950795101123597813068461210718232872940101777416243681073929299365842341569192717389136460579022953794706272047240236555077690746759787024890453725437888035287056433077<283>]
(145*10^296-1)/9 = 3 * 7069 * 1663301 * 41589673 * 41284609778464659490981<23> * 26601229991047672787284567481039281929578186017022276709905662889317911722148277184814597852346972367228193984494435603368235160158110032518359421292117278759829435684627089512134005578314359168221913719377015002523371683635065293220764916420244434542111921<257>
(145*10^297-1)/9 = 863 * 47966407486118177520670149107234381<35> * 389204187732728020703450481772729205580377357670366186072500293565765211744947201155808138293477474035326196497672860860050703320401239364700225224977961192890341989673399193657489684342549608256927252363831251315720538608469518608254408577903750769071145683837<261> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=209388594 for P35 x P261 / Dec 12, 2015)
(145*10^298-1)/9 = 17 * 109 * 97103 * 320009 * 80412053209141<14> * 34796381345617939994218121995076873785754635193457565874638177163062232531759610335800935550176671031481124505525969742536921208663432459877663867394065765505026929786313487244066022223014664661901956958595621627534093827250306307816575139542973494365726915746581600966241<272>
(145*10^299-1)/9 = 3^2 * 157 * 331 * 1968751 * 713792600509<12> * [2451277641070288601047937010774318089235040183015925867395810491269557133295652753245466543035149748015278237924577949279374697013576538199660615377635961195266465538919070057744672154900337484015357474046219639484683791861724058259938985329571886958807335255478724529589098443<277>]
(145*10^300-1)/9 = 43 * 73 * 113 * 17909 * 960753089 * 3417684005179133<16> * 772397219577174851351541407658205142742853526514703862456171420947464133950994298346486178100452757125308006706728298789679506247614059873889187967869121323369225271588844816451305326101846502796088256001485736782437587546920821904310661769416287936777082118465738781<267>