Table of contents 目次

  1. About 211...116 211...116 について
    1. Classification 分類
    2. Sequence 数列
    3. General term 一般項
  2. Prime numbers of the form 211...116 211...116 の形の素数
    1. Last updated 最終更新日
    2. Known (probable) prime numbers 既知の (おそらく) 素数
  3. Factor table of 211...116 211...116 の素因数分解表
    1. Last updated 最終更新日
    2. Range of factorization 分解範囲
    3. Terms that have not been factored yet まだ分解されていない項
    4. Factor table 素因数分解表

1. About 211...116 211...116 について

1.1. Classification 分類

Quasi-repdigit of the form ABB...BBC ABB...BBC の形のクワージレプディジット (Quasi-repdigit)

1.2. Sequence 数列

21w6 = { 26, 216, 2116, 21116, 211116, 2111116, 21111116, 211111116, 2111111116, 21111111116, … }

1.3. General term 一般項

19×10n+449 (1≤n)

2. Prime numbers of the form 211...116 211...116 の形の素数

2.1. Last updated 最終更新日

May 28, 2022 2022 年 5 月 28 日

2.2. Known (probable) prime numbers 既知の (おそらく) 素数

No prime number of the form 211...116 exists. 211...116 の形の素数は存在しません。

3. Factor table of 211...116 211...116 の素因数分解表

3.1. Last updated 最終更新日

June 26, 2022 2022 年 6 月 26 日

3.2. Range of factorization 分解範囲

3.3. Terms that have not been factored yet まだ分解されていない項

n=186, 189, 190, 194, 197, 198, 199, 203, 204, 206, 208, 210, 211, 212, 213, 215, 216, 217, 218, 219, 224, 226, 227, 228, 229, 230, 231, 233, 235, 237, 238, 240, 244, 245, 246, 247, 248, 249, 250, 251, 253, 256, 257, 259, 260, 262, 263, 264, 267, 268, 269, 270, 273, 274, 275, 276, 278, 279, 280, 281, 282, 283, 285, 287, 288, 290, 291, 292, 293, 294, 296, 298, 299, 300 (74/300)

3.4. Factor table 素因数分解表

19×101+449 = 26 = 2 × 13
19×102+449 = 216 = 23 × 33
19×103+449 = 2116 = 22 × 232
19×104+449 = 21116 = 22 × 5279
19×105+449 = 211116 = 22 × 3 × 73 × 241
19×106+449 = 2111116 = 22 × 72 × 10771
19×107+449 = 21111116 = 22 × 13 × 181 × 2243
19×108+449 = 211111116 = 22 × 3 × 31 × 71 × 7993
19×109+449 = 2111111116<10> = 22 × 1103 × 478493
19×1010+449 = 21111111116<11> = 22 × 2677 × 1971527
19×1011+449 = 211111111116<12> = 22 × 32 × 5864197531<10>
19×1012+449 = 2111111111116<13> = 22 × 7 × 1511 × 49898627
19×1013+449 = 21111111111116<14> = 22 × 13 × 73 × 653 × 8516707
19×1014+449 = 211111111111116<15> = 22 × 3 × 103 × 170801869831<12>
19×1015+449 = 2111111111111116<16> = 22 × 17 × 1129 × 27498451403<11>
19×1016+449 = 21111111111111116<17> = 22 × 29 × 4887697 × 37234783
19×1017+449 = 211111111111111116<18> = 22 × 3 × 43 × 541 × 11719 × 64531769
19×1018+449 = 2111111111111111116<19> = 22 × 7 × 281 × 268316104615037<15>
19×1019+449 = 21111111111111111116<20> = 22 × 13 × 14401 × 28191299630783<14>
19×1020+449 = 211111111111111111116<21> = 22 × 32 × 109 × 13009 × 65539 × 63101309
19×1021+449 = 2111111111111111111116<22> = 22 × 73 × 347 × 919 × 1979 × 16319 × 702011
19×1022+449 = 21111111111111111111116<23> = 22 × 6007 × 1036681 × 847516826237<12>
19×1023+449 = 211111111111111111111116<24> = 22 × 3 × 31 × 450019 × 698849 × 1804487813<10>
19×1024+449 = 2111111111111111111111116<25> = 22 × 7 × 131 × 575548285471949594087<21>
19×1025+449 = 21111111111111111111111116<26> = 22 × 13 × 23 × 509 × 161256869 × 215052208201<12>
19×1026+449 = 211111111111111111111111116<27> = 22 × 3 × 3347 × 3334975681<10> × 1576091626699<13>
19×1027+449 = 2111111111111111111111111116<28> = 22 × 61 × 5020217 × 1723450344411105767<19>
19×1028+449 = 21111111111111111111111111116<29> = 22 × 617 × 45931949837<11> × 186230605066151<15>
19×1029+449 = 211111111111111111111111111116<30> = 22 × 36 × 732 × 1087 × 42013 × 297484685693449<15>
19×1030+449 = 2111111111111111111111111111116<31> = 22 × 7 × 67 × 83 × 2885893 × 82460509 × 56973635021<11>
19×1031+449 = 21111111111111111111111111111116<32> = 22 × 13 × 17 × 3433 × 4657 × 20641 × 72368246767158919<17>
19×1032+449 = 211111111111111111111111111111116<33> = 22 × 3 × 111973 × 5462449 × 28762665869591844109<20>
19×1033+449 = 2111111111111111111111111111111116<34> = 22 × 2203 × 24229 × 10537871 × 938314084394960027<18>
19×1034+449 = 21111111111111111111111111111111116<35> = 22 × 1064867 × 7385606961581<13> × 671072650379477<15>
19×1035+449 = 211111111111111111111111111111111116<36> = 22 × 3 × 47 × 241 × 821 × 1891785044518421603366364179<28>
19×1036+449 = 2111111111111111111111111111111111116<37> = 22 × 7 × 4597 × 16401310723694887279833984206401<32>
19×1037+449 = 21111111111111111111111111111111111116<38> = 22 × 13 × 73 × 283 × 220663237 × 89057083301770800001601<23>
19×1038+449 = 211111111111111111111111111111111111116<39> = 22 × 32 × 31 × 43 × 42799269939332899<17> × 102787920597104293<18>
19×1039+449 = 2111111111111111111111111111111111111116<40> = 22 × 112403 × 189488820292417<15> × 24779332634397519329<20>
19×1040+449 = 21111111111111111111111111111111111111116<41> = 22 × 1654127 × 3190672649547330874701747675830077<34>
19×1041+449 = 211111111111111111111111111111111111111116<42> = 22 × 3 × 4113233 × 7805068230225899<16> × 547986462913850179<18>
19×1042+449 = 2111111111111111111111111111111111111111116<43> = 22 × 7 × 10883 × 16267 × 1050737 × 405324577640836852012805221<27>
19×1043+449 = 21111111111111111111111111111111111111111116<44> = 22 × 132 × 71 × 269 × 13327 × 12553921 × 665142947167<12> × 14693558532881<14>
19×1044+449 = 211111111111111111111111111111111111111111116<45> = 22 × 3 × 29 × 59 × 43281495359<11> × 481823233334363<15> × 493048726251539<15>
19×1045+449 = 2111111111111111111111111111111111111111111116<46> = 22 × 73 × 569 × 75941 × 167316843169928392124578472244109687<36>
19×1046+449 = 21111111111111111111111111111111111111111111116<47> = 22 × 281 × 683 × 135911 × 202334280175497566177113894951022743<36>
19×1047+449 = 211111111111111111111111111111111111111111111116<48> = 22 × 32 × 17 × 23 × 1193 × 12571624182119905610657646010217739736837<41>
19×1048+449 = 2111111111111111111111111111111111111111111111116<49> = 22 × 72 × 103 × 157 × 584183 × 1140168998891990008521917412542862047<37>
19×1049+449 = 21111111111111111111111111111111111111111111111116<50> = 22 × 13 × 119881208825931201832741<24> × 3386543311991435681681363<25>
19×1050+449 = 211111111111111111111111111111111111111111111111116<51> = 22 × 3 × 17592592592592592592592592592592592592592592592593<50>
19×1051+449 = 2(1)506<52> = 22 × 4133 × 127698470306745167621044707906551603623948167863<48>
19×1052+449 = 2(1)516<53> = 22 × 4517640210741407<16> × 1168259872760345766953882346407085997<37>
19×1053+449 = 2(1)526<54> = 22 × 3 × 31 × 73 × 17977274050471<14> × 1010666166624271<16> × 427871860140845285471<21>
19×1054+449 = 2(1)536<55> = 22 × 7 × 1222471 × 61675757868141981957360808883667094618520051107<47>
19×1055+449 = 2(1)546<56> = 22 × 13 × 1181 × 8257874647929077<16> × 41628385158873073776347617723988159<35>
19×1056+449 = 2(1)556<57> = 22 × 33 × 188863 × 99306172423<11> × 104223153351100992966237028957788299473<39>
19×1057+449 = 2(1)566<58> = 22 × 703447 × 6234211 × 4278540447415319<16> × 28128241315596974965120984673<29>
19×1058+449 = 2(1)576<59> = 22 × 179 × 29611 × 441307 × 2256338109267640163644051790577324931716710713<46>
19×1059+449 = 2(1)586<60> = 22 × 3 × 43 × 409130060292850990525409130060292850990525409130060292851<57>
19×1060+449 = 2(1)596<61> = 22 × 7 × 3725713 × 17494640353<11> × 1156747698582675661456478541379268446323973<43>
19×1061+449 = 2(1)606<62> = 22 × 13 × 73 × 727 × 1091 × 1639110877<10> × 4277769641738077277027901944901178155737239<43>
19×1062+449 = 2(1)616<63> = 22 × 3 × 7681 × 7705096957<10> × 297258288065347128939462226482091488197983043429<48>
19×1063+449 = 2(1)626<64> = 22 × 17 × 67 × 349 × 1327706095624467694674556874596621924368829485920585286389<58>
19×1064+449 = 2(1)636<65> = 22 × 673 × 1901 × 4125284633783718882435206759700085727757094903345449511423<58>
19×1065+449 = 2(1)646<66> = 22 × 32 × 241 × 257 × 1048343 × 270421289 × 333975144624855254587310876575387891903378469<45>
19×1066+449 = 2(1)656<67> = 22 × 7 × 4068833 × 7691017 × 455324371 × 135961175598517<15> × 38919174164889907858007736611<29>
19×1067+449 = 2(1)666<68> = 22 × 13 × 8677644499<10> × 68709618493<11> × 34580855922551149187<20> × 19690312921635831665977987<26>
19×1068+449 = 2(1)676<69> = 22 × 3 × 31 × 293 × 59841120496921890356309<23> × 32366878264136558763603594908234208576919<41>
19×1069+449 = 2(1)686<70> = 22 × 23 × 73 × 421 × 6481 × 39490163 × 2917342107291986140404296837429546637335185939771027<52>
19×1070+449 = 2(1)696<71> = 22 × 56897 × 1825291538295274999455433<25> × 50819395135936762370499363634060808897179<41>
19×1071+449 = 2(1)706<72> = 22 × 3 × 83 × 33115363 × 283917167 × 10393140460014703<17> × 556327869384511099<18> × 3898997592008567483<19>
19×1072+449 = 2(1)716<73> = 22 × 7 × 29 × 9613 × 109817578451987083<18> × 2462772281444236824944353963238115798411425048567<49>
19×1073+449 = 2(1)726<74> = 22 × 13 × 1338741313462879<16> × 303257172913236753129972908314107770481911627754487031777<57>
19×1074+449 = 2(1)736<75> = 22 × 32 × 281 × 1864336525439<13> × 242528232077139443<18> × 46154671222770971397229381721356745053663<41>
19×1075+449 = 2(1)746<76> = 22 × 303119 × 1741157030003984500403398591898817882672408452712557701027575895202141<70>
19×1076+449 = 2(1)756<77> = 22 × 656912797 × 64904155746082306303891<23> × 123785812848516011919169147046534466437541077<45>
19×1077+449 = 2(1)766<78> = 22 × 3 × 73 × 168323 × 188520458639<12> × 10716338052642461<17> × 708693793812152964498582184988883660961073<42>
19×1078+449 = 2(1)776<79> = 22 × 7 × 71 × 131441 × 4556203 × 23235847 × 76313660053106832049098912891770577223652072934617550847<56>
19×1079+449 = 2(1)786<80> = 22 × 13 × 17 × 5273 × 3181786957<10> × 2625674755574752157<19> × 542112010604089859667068109657821512111549087<45>
19×1080+449 = 2(1)796<81> = 22 × 3 × 43 × 68171 × 9685579 × 81417229 × 2647809762901<13> × 1562494312158619285741<22> × 1839562703808667649355751<25>
19×1081+449 = 2(1)806<82> = 22 × 47 × 9461 × 125183 × 28293021657464745436027049<26> × 335113182785570392397793922987712362740562111<45>
19×1082+449 = 2(1)816<83> = 22 × 103 × 3607 × 20593 × 522795173171<12> × 780581908238205032540699431<27> × 1690433392759846306000662339169543<34>
19×1083+449 = 2(1)826<84> = 22 × 33 × 312 × 97 × 1429 × 18961609 × 34017840477877762689070143230413<32> × 22749824889154165127803133987860817<35> (Eric Jeancolas / ECM for P32 x P35 / May 27, 2022 2022 年 5 月 27 日)
19×1084+449 = 2(1)836<85> = 22 × 7 × 397 × 10973 × 663597224941900795224163333<27> × 26081502886691070581132655557938342904218295200889<50>
19×1085+449 = 2(1)846<86> = 22 × 13 × 73 × 359143 × 15617606412175102444124025163<29> × 991523491096163939548889712034003872662976473219<48>
19×1086+449 = 2(1)856<87> = 22 × 3 × 2027 × 4397 × 39990593 × 5973967904575900549<19> × 10574423930844477316889<23> × 781343825738599055812629086539<30>
19×1087+449 = 2(1)866<88> = 22 × 61 × 8377 × 34747 × 1106700846586415516404238909131<31> × 26858712674904691289873077715961185968434159151<47> (Eric Jeancolas / ECM for P31 x P47 / May 27, 2022 2022 年 5 月 27 日)
19×1088+449 = 2(1)876<89> = 22 × 2798461 × 1885957237845293458718123203352763457406688096699499395481222635504935669204529839<82>
19×1089+449 = 2(1)886<90> = 22 × 3 × 113 × 96953932551840179798511326344599696387553<41> × 1605779734908586222909034031214748543154001537<46> (Eric Jeancolas / ECM for P41 x P46 / May 27, 2022 2022 年 5 月 27 日)
19×1090+449 = 2(1)896<91> = 22 × 72 × 11681 × 334093 × 1605083 × 1719531456007955535631820176678060093853669643327798600774700444505548189<73>
19×1091+449 = 2(1)906<92> = 22 × 13 × 23 × 34534369 × 511126486628696061553086315615040197385598181012718062310096515083789468708546809<81>
19×1092+449 = 2(1)916<93> = 22 × 32 × 3671 × 563413 × 2835289063628749514467275729547119767386697962567295061322138728311727204719336297<82>
19×1093+449 = 2(1)926<94> = 22 × 73 × 22497168386149<14> × 7264441883795024393<19> × 26707874058601348676621<23> × 1656375536959209747036961746216559459<37>
19×1094+449 = 2(1)936<95> = 22 × 1213 × 110749 × 39287146455806480740353587279112454364288467558477116493964630400715006876826251113467<86>
19×1095+449 = 2(1)946<96> = 22 × 3 × 17 × 241 × 522706109 × 383143304111<12> × 2908074381491581293056775442913<31> × 7372920566944213337574542866893825421387<40> (Eric Jeancolas / ECM for P31 x P40 / May 27, 2022 2022 年 5 月 27 日)
19×1096+449 = 2(1)956<97> = 22 × 7 × 67 × 1125325752191423833214877990997393982468609334280976072020848140251125325752191423833214877991<94>
19×1097+449 = 2(1)966<98> = 22 × 13 × 115523 × 1480586092788517941301408944911225692125027421<46> × 2373589562990228530248634378009801756954680601<46> (Eric Jeancolas / ECM for P46(1480...) x P46(2373...) / May 27, 2022 2022 年 5 月 27 日)
19×1098+449 = 2(1)976<99> = 22 × 3 × 31 × 567502986857825567502986857825567502986857825567502986857825567502986857825567502986857825567503<96>
19×1099+449 = 2(1)986<100> = 22 × 5550325274797231<16> × 16432084410424214043546185435518525721<38> × 5786820448734795081257644123740616419813709829<46> (Eric Jeancolas / Msieve 1.53 for P38 x P46 / May 29, 2022 2022 年 5 月 29 日)
19×10100+449 = 2(1)996<101> = 22 × 29 × 3593 × 280188873893897<15> × 64996865200135837<17> × 20911911132595405759<20> × 133002211888313960635391974133685522627084757<45>
19×10101+449 = 2(1)1006<102> = 22 × 32 × 43 × 73 × 173497 × 44407056974671355432578563777365602633<38> × 242478542909706134476098906404554842463223429647013129<54> (Eric Jeancolas / ECM for P38 x P54 / May 27, 2022 2022 年 5 月 27 日)
19×10102+449 = 2(1)1016<103> = 22 × 7 × 59 × 281 × 7477328457499<13> × 5898499251313532527<19> × 290918083813923559649885821<27> × 354434528222200595559308975939839140871<39>
19×10103+449 = 2(1)1026<104> = 22 × 13 × 30612868037<11> × 38004863056609<14> × 348951087812821392759693281473536826744652965461770461453030979149359535741651<78>
19×10104+449 = 2(1)1036<105> = 22 × 3 × 2543 × 6918046634916473689576324259769010063937315215333304204715923158707271959336450095396222018321900351<100>
19×10105+449 = 2(1)1046<106> = 22 × 177170175097<12> × 67948157788627<14> × 1975375647856211113<19> × 22193873361854140710437745950475490283441997274376554788953857<62>
19×10106+449 = 2(1)1056<107> = 22 × 1303481 × 83746897231<11> × 1249994658768813122830456488769279037<37> × 38678490101767710802245176634281566315219651957448297<53> (Eric Jeancolas / Msieve 1.53 for P37 x P53 / May 29, 2022 2022 年 5 月 29 日)
19×10107+449 = 2(1)1066<108> = 22 × 3 × 1987 × 2729840845438939<16> × 4487512487145798853<19> × 142593675257923358840863<24> × 5068608153065552383837388170185135364725336659<46>
19×10108+449 = 2(1)1076<109> = 22 × 7 × 2683 × 130092233585796337030116983<27> × 216013561442027615982523338366604208269377906058205603485390363767696513868073<78>
19×10109+449 = 2(1)1086<110> = 22 × 13 × 73 × 41351 × 1518661891328329246907<22> × 88560034290487765626719399348621923509620133928585603108445260625649891398610803<80>
19×10110+449 = 2(1)1096<111> = 22 × 34 × 193 × 53476106557<11> × 1274953933729071130215549377<28> × 49517019848688887777216702045630111461207019274926145523128155323967<68>
19×10111+449 = 2(1)1106<112> = 22 × 17 × 1009 × 26120847630831765353<20> × 1177941565279326819294289572729905828206420178552488230633885787289889935024705569297531<88>
19×10112+449 = 2(1)1116<113> = 22 × 83 × 365213811679<12> × 699213322674784359192749144149<30> × 2499299749600304493851390083883<31> × 99631753552338240253260991015482122441<38> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3814703667 for P30, B1=1000000, sigma=1:3461265542 for P31 x P38 / May 27, 2022 2022 年 5 月 27 日)
19×10113+449 = 2(1)1126<114> = 22 × 3 × 23 × 31 × 71 × 32438281 × 3379914049<10> × 6084428382629484931228307925015067<34> × 520953182393955908146582001299316693121984490986269010517<57> (Eric Jeancolas / ECM for P34 x P57 / May 27, 2022 2022 年 5 月 27 日)
19×10114+449 = 2(1)1136<115> = 22 × 7 × 399572229168709<15> × 188693857813104035234655551390739653745597342684842631389129172682811255211764032132733375542762033<99>
19×10115+449 = 2(1)1146<116> = 22 × 13 × 6840083 × 52919955926482609<17> × 1121571338382406462501294147478235390863399367186830655948504146279827868036264456109503989<91>
19×10116+449 = 2(1)1156<117> = 22 × 3 × 103 × 617 × 3367843 × 166947401 × 190006242157363647807501583842223<33> × 2591242677573849453566057125621444317460535970133470429556454387<64> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1734361587 for P33 x P64 / May 27, 2022 2022 年 5 月 27 日)
19×10117+449 = 2(1)1166<118> = 22 × 73 × 743 × 9287756461<10> × 12078534623<11> × 1336477515577<13> × 64901196290158938435856072067472466084399453936957458675016795702062082671439831<80>
19×10118+449 = 2(1)1176<119> = 22 × 479 × 6317 × 58011072541<11> × 310939871141<12> × 43439272522262767064509207<26> × 2226049703573566960286537654522594825329709625578583209926180759<64>
19×10119+449 = 2(1)1186<120> = 22 × 32 × 368778677 × 623400206935554197<18> × 153914646852831345705659917<27> × 165728002729810596129418809158709290174626187525864564891410118047<66>
19×10120+449 = 2(1)1196<121> = 22 × 7 × 313 × 1051 × 9977471665272737<16> × 22971296289011071122339557473976103407254870813156965900737336687284567178016429075358208022330887<98>
19×10121+449 = 2(1)1206<122> = 22 × 132 × 24000517 × 738012349547047<15> × 1763113088235166400934278608372461618616544233252470096107889387755527742531478263606874502340009<97>
19×10122+449 = 2(1)1216<123> = 22 × 3 × 43 × 223 × 68402450549<11> × 253617373609643669677849814641<30> × 105756206758473849893598464945796336103740871263286360842845246519903446148393<78> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2667328670 for P30 x P78 / May 27, 2022 2022 年 5 月 27 日)
19×10123+449 = 2(1)1226<124> = 22 × 3052657091498667070936496571338566704649234577076430534688423<61> × 172891275357322009773310212106992831855361413633326917467052373<63> (Eric Jeancolas / cado-nfs-3.0.0 for P61 x P63 / May 30, 2022 2022 年 5 月 30 日)
19×10124+449 = 2(1)1236<125> = 22 × 12698351507<11> × 808253569939284243083<21> × 514228477660165689759610230281886750027415438153405938709553169108448460942419896004113069059<93>
19×10125+449 = 2(1)1246<126> = 22 × 3 × 73 × 149 × 241 × 25694041 × 22864039741<11> × 11424002652084887341804015449799542177204355670188949347585961531904110728343678374395126546670595329<101>
19×10126+449 = 2(1)1256<127> = 22 × 7 × 157 × 2343223 × 6378863581<10> × 4338637834352103896010407<25> × 7405307086134088877182750983950338301104451101372100915698553083594204880248031981<82>
19×10127+449 = 2(1)1266<128> = 22 × 13 × 17 × 47 × 7339793 × 26600317 × 10313894826667492437726815922157286372619655195849<50> × 252329278524701704794159037891449936867479669663031859588093<60> (Dmitry Domanov / Msieve 1.54 snfs for P50 x P60 / May 31, 2022 2022 年 5 月 31 日)
19×10128+449 = 2(1)1276<129> = 22 × 32 × 29 × 31 × 109 × 983 × 4621 × 2145544494439<13> × 6990018395514417743<19> × 7549432778533459158110993<25> × 116359741622815749153946720225267387892961069168979360363967<60>
19×10129+449 = 2(1)1286<130> = 22 × 67 × 1759 × 2459 × 299017 × 2355823219<10> × 2585314318344655140820251967907497798080557586988147790787198972707873362177594616076202208211248993527799<106>
19×10130+449 = 2(1)1296<131> = 22 × 281 × 69197 × 177511 × 16648106872446703<17> × 6720707677196532709<19> × 7709799783645538832323501796505603929<37> × 1772594030854194863081495282707586306890500619<46> (Eric Jeancolas / Msieve 1.53 for P37 x P46 / May 29, 2022 2022 年 5 月 29 日)
19×10131+449 = 2(1)1306<132> = 22 × 3 × 3455638390259622290708969<25> × 6724887330862696488591645892523235695392159476559<49> × 757036018147038631278323157398921914896933821836334862983<57> (Eric Jeancolas / cado-nfs-3.0.0 for P49 x P57 / June 1, 2022 2022 年 6 月 1 日)
19×10132+449 = 2(1)1316<133> = 22 × 72 × 6833 × 336397 × 1849291852139162368353235241024075932470929<43> × 2533879915519634912283677337598083005711053369474147011433554121574284169557999<79> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P79 / June 1, 2022 2022 年 6 月 1 日)
19×10133+449 = 2(1)1326<134> = 22 × 13 × 73 × 239960997294779<15> × 901164779532668152367<21> × 25718167457592372403925408612402628699540179660566865692459704966019111085465255154005139459947<95>
19×10134+449 = 2(1)1336<135> = 22 × 3 × 182507533119378141714425940644371210419924334397620858447759<60> × 96393788748902113640074896393786165100072488551107690282259777351521280927<74> (Bob Backstrom / Msieve 1.54 snfs for P60 x P74 / May 30, 2022 2022 年 5 月 30 日)
19×10135+449 = 2(1)1346<136> = 22 × 23 × 1783 × 164187407777<12> × 5996245379196169<16> × 70023511257962723<17> × 1473102979787428456142722663067693929<37> × 126728905992163041009455262537475177526028747152561<51> (Eric Jeancolas / Msieve 1.53 for P37 x P51 / May 29, 2022 2022 年 5 月 29 日)
19×10136+449 = 2(1)1356<137> = 22 × 4211 × 12541 × 9316322177448429995294761<25> × 11199649542978745117454282207237556915979307621<47> × 957821891793998042689743928707273822890278773853984395209<57> (Eric Jeancolas / cado-nfs-3.0.0 for P47 x P57 / June 1, 2022 2022 年 6 月 1 日)
19×10137+449 = 2(1)1366<138> = 22 × 33 × 49885531694760085125857329<26> × 5559307481988666829485195851459067226913<40> × 7048424227786717231327804742702823777994493610969922235497716518889401<70> (Eric Jeancolas / cado-nfs-3.0.0 for P40 x P70 / June 1, 2022 2022 年 6 月 1 日)
19×10138+449 = 2(1)1376<139> = 22 × 7 × 70698543547<11> × 47511381245280501891450041<26> × 22446308978005283995581840765841204473050785339579227908227562725703740267373383363735682551353959111<101>
19×10139+449 = 2(1)1386<140> = 22 × 13 × 405982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905983<138>
19×10140+449 = 2(1)1396<141> = 22 × 3 × 599 × 138856387 × 141905351443<12> × 170232532276753536668325607<27> × 19447978814167122455019003037<29> × 13435455310738551052132580621249<32> × 33509578698473850511885477951597<32> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1454020754 for P32(1343...) x P32(3350...) / May 27, 2022 2022 年 5 月 27 日)
19×10141+449 = 2(1)1406<142> = 22 × 73 × 13984425881<11> × 10516795002289657<17> × 11860407878229149613371<23> × 4144771236457802357986016104622805949251986285971732341908541107920407110984269718983484689<91>
19×10142+449 = 2(1)1416<143> = 22 × 15192371 × 94468729 × 3677371199838944708761478630997088669331065166848257150228999529464451550229425682387245884878816226087385851252376838442329481<127>
19×10143+449 = 2(1)1426<144> = 22 × 3 × 17 × 31 × 43 × 4095225390833893<16> × 189571464627108231268600892692870880460632818370874225861197234522518711045036760093732285887906468331868863792371853298841<123>
19×10144+449 = 2(1)1436<145> = 22 × 7 × 10543630011217063141<20> × 35980982345287170786928404452189498991328998515513<50> × 198742105456343684341039828394524105963316984194853963207060217923313894809<75> (ebina / Msieve 1.53 for P50 x P75 / June 1, 2022 2022 年 6 月 1 日)
19×10145+449 = 2(1)1446<146> = 22 × 13 × 405982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905983<144>
19×10146+449 = 2(1)1456<147> = 22 × 32 × 181949656583714365266957935703214159<36> × 32229780704016343644673056297400152289688542244613561724443384871499115308644176291613842585169043614211953909<110> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2378656839 for P36 x P110 / May 27, 2022 2022 年 5 月 27 日)
19×10147+449 = 2(1)1466<148> = 22 × 61 × 481879 × 4672067746574511826510294711<28> × 3843033171980274006753527476806963102364493636741650268489433682777140239573241403015058553230718917629112361631<112>
19×10148+449 = 2(1)1476<149> = 22 × 71 × 571 × 29611 × 214631 × 10057794349451731<17> × 54133225175393206648551661159<29> × 2069067168909650940185512784776097480737<40> × 18183181612847882664785824740275238057760313533583<50> (Eric Jeancolas / Msieve 1.53 for P40 x P50 / May 29, 2022 2022 年 5 月 29 日)
19×10149+449 = 2(1)1486<150> = 22 × 3 × 73 × 167 × 373 × 2221 × 7589695691<10> × 109468652786571852766532114428328443265838545050123890765069827<63> × 2096616442183857893759858935451511705140351329548366061239206429183<67> (Taiyo Kodama / Msieve 1.53 for P63 x P67 / June 3, 2022 2022 年 6 月 3 日)
19×10150+449 = 2(1)1496<151> = 22 × 7 × 103 × 932366161 × 785107873044538367436575005120620127636376647734542591950140492222278208044818823800733381503596372209750336502786711088782260994683255059<138>
19×10151+449 = 2(1)1506<152> = 22 × 13 × 1607 × 2363063 × 3154957628033839585589<22> × 56615698215676435702840494160096371629216677463<47> × 598530343156975726439261151411760881581352063477228127798697043827199509<72> (Eric Jeancolas / cado-nfs-3.0.0 for P47 x P72 / June 4, 2022 2022 年 6 月 4 日)
19×10152+449 = 2(1)1516<153> = 22 × 3 × 26073230812212790937985606139061<32> × 674737730789855231461583085458437463231649360870547749121649302374425935171095027012746407191519427325558826429198976813<120> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2232281982 for P32 x P120 / May 27, 2022 2022 年 5 月 27 日)
19×10153+449 = 2(1)1526<154> = 22 × 83 × 44300251 × 5549369532379<13> × 25865636828380043125680326620031637111530363250178112732308216365390536949692771315455754779928487400198928433857532908648079034697<131>
19×10154+449 = 2(1)1536<155> = 22 × 131 × 6270347 × 68140571831<11> × 98895200082203879967948059<26> × 953470458914795283464516636034953460021283147619641510705392650609146587676711933910899517542110426377317343<108>
19×10155+449 = 2(1)1546<156> = 22 × 32 × 241 × 2003 × 1436810488155536535041529465311<31> × 8454951279196220234834433187371111029712256578075758471872765664234562993662070034204312739017334628381970833955377527<118> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:374056320 for P31 x P118 / May 27, 2022 2022 年 5 月 27 日)
19×10156+449 = 2(1)1556<157> = 22 × 7 × 29 × 31627 × 4214571704925615614253149705351801<34> × 19504894992106751742417004699997770413223996447300744372377150794214536482637751403427331867547853402184880445969059<116> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:962545041 for P34 x P116 / May 27, 2022 2022 年 5 月 27 日)
19×10157+449 = 2(1)1566<158> = 22 × 13 × 23 × 73 × 233 × 367 × 52562483 × 967010550013<12> × 149304227053811<15> × 12720194826374123418661937<26> × 29292882860435244572128498880333919616508858760794303821593857523667816489262097810768619<89>
19×10158+449 = 2(1)1576<159> = 22 × 3 × 31 × 281 × 46898321 × 776145847 × 35459677271730143<17> × 7145820216959373613082247115052981332428835128704203629293<58> × 218964815057780860881654149318842591277700321215433773622742651<63> (Eric Jeancolas / cado-nfs-3.0.0 for P58 x P63 / June 4, 2022 2022 年 6 月 4 日)
19×10159+449 = 2(1)1586<160> = 22 × 172 × 12983 × 332561 × 224155078771172519<18> × 1685662897363037786043477016339<31> × 1119405849082767035934319967016727282492457216513442262013708770657545883699444318696301977769385617<100> (Eric Jeancolas / ECM for P31 x P100 / May 27, 2022 2022 年 5 月 27 日)
19×10160+449 = 2(1)1596<161> = 22 × 59 × 11821 × 13374377 × 3678442662225630312463<22> × 80820335392158412791102924568604090041<38> × 1903209824770649916916965186769555287472180895094424971082011637970130358057792435523171<88> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:424513591 for P38 x P88 / May 27, 2022 2022 年 5 月 27 日)
19×10161+449 = 2(1)1606<162> = 22 × 3 × 21371239 × 3922751541943359967823<22> × 1369908853275962788322082821483324651091984078036597779<55> × 153185504116805923411903601020200809347525273308503731217034891723093897321011<78> (Eric Jeancolas / cado-nfs-3.0.0 for P55 x P78 / June 6, 2022 2022 年 6 月 6 日)
19×10162+449 = 2(1)1616<163> = 22 × 7 × 67 × 324262183339<12> × 226486797284098767007169232253026899906103346549<48> × 15322832859620960895167914042638346980214089492181395282019752569292161899849517360732642066174542081<101> (Bob Backstrom / Msieve 1.54 snfs for P48 x P101 / May 31, 2022 2022 年 5 月 31 日)
19×10163+449 = 2(1)1626<164> = 22 × 13 × 4417981 × 4442180053417815756283627108307536179512891<43> × 73333909679738758106709804825078303421451116676893681<53> × 282086892785519224336405632291446399066190158528196571782433<60> (Bob Backstrom / Msieve 1.54 snfs for P43 x P53 x P60 / May 31, 2022 2022 年 5 月 31 日)
19×10164+449 = 2(1)1636<165> = 22 × 33 × 43 × 409 × 62756696927263192879879980192288756563123223706078609<53> × 1771069055936662675555867544277117133421378189719336454047052885657245356873952144810049024973226421002019<106> (Bob Backstrom / Msieve 1.54 snfs for P53 x P106 / May 31, 2022 2022 年 5 月 31 日)
19×10165+449 = 2(1)1646<166> = 22 × 73 × 7229832572298325722983257229832572298325722983257229832572298325722983257229832572298325722983257229832572298325722983257229832572298325722983257229832572298325723<163>
19×10166+449 = 2(1)1656<167> = 22 × 337 × 3947 × 8317525609343689112829363356167<31> × 477045634802894483460430118271542188383396615792534393782112927123445846639433091540327808756661510413611300379264584054248500783<129> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2580099933 for P31 x P129 / May 27, 2022 2022 年 5 月 27 日)
19×10167+449 = 2(1)1666<168> = 22 × 3 × 401329 × 11369362556218738956822979423813530577199362689837628678682281<62> × 3855610787023401110787286348238170486730010375537980864954926163469652943221466529216211260141040057<100> (Bob Backstrom / Msieve 1.54 snfs for P62 x P100 / June 4, 2022 2022 年 6 月 4 日)
19×10168+449 = 2(1)1676<169> = 22 × 7 × 2549 × 136951 × 27595091428163746962031<23> × 5002307428363000021402183<25> × 1564644943128463476740203083038488251210976745122796435736436645459844753816523049852354062370856409118513954511<112>
19×10169+449 = 2(1)1686<170> = 22 × 13 × 359 × 73249153 × 24215507983<11> × 38703738597638132033<20> × 16472677287544738617846549701880251889756167866003426512015827485188747032554231954232218476480734187443849739460927948425685511<128>
19×10170+449 = 2(1)1696<171> = 22 × 3 × 2006891 × 40750145295044441<17> × 215118072839912480926438657993815303078691811555825225347496487710592832154322102194167091594006612436848068119249115065427267999839618561647949803<147>
19×10171+449 = 2(1)1706<172> = 22 × 647 × 9390273087118017549750012117472672486860421028981<49> × 86869755056865642104721534523051323087581057492321042702849682914380496248849878949849196928048945773557030440088005697<119> (Bob Backstrom / Msieve 1.54 snfs for P49 x P119 / June 2, 2022 2022 年 6 月 2 日)
19×10172+449 = 2(1)1716<173> = 22 × 677 × 271043 × 95216350483<11> × 525273060164880371<18> × 757656162231733177682434639377973<33> × 235732229989550594912254840775494327253<39> × 3219856022204039587748913049238902214017485277074440055617791517<64> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4043672317 for P33 / May 27, 2022 2022 年 5 月 27 日) (Eric Jeancolas / cado-nfs-3.0.0 for P39 x P64 / May 30, 2022 2022 年 5 月 30 日)
19×10173+449 = 2(1)1726<174> = 22 × 32 × 31 × 47 × 73 × 426718778053272726215504062921748179<36> × 818142616719457232452395898729752046142396879<45> × 157926644771981853948122481772856842389379921128522587616910441471570714832526296012431<87> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:372280261 for P36 / May 27, 2022 2022 年 5 月 27 日) (Bob Backstrom / Msieve 1.54 snfs for P45 x P87 / June 6, 2022 2022 年 6 月 6 日)
19×10174+449 = 2(1)1736<175> = 22 × 72 × 34703892843633619<17> × 2615367324403832239<19> × 5259255403809483085817<22> × 691770072337766027585033944263045223279847359713269<51> × 32618058078501122834434561071458567331011897809199684364433429147<65> (Eric Jeancolas / cado-nfs-3.0.0 for P51 x P65 / June 1, 2022 2022 年 6 月 1 日)
19×10175+449 = 2(1)1746<176> = 22 × 13 × 17 × 347068107132460858981295737<27> × 68808821438740552072079751442856711304789990562682873602199805517656468915908143271216249184995325240677873986965274064444651614318108036521376327<146>
19×10176+449 = 2(1)1756<177> = 22 × 3 × 6475529 × 48742948411<11> × 1328910311595868097309<22> × 7215910939120992565103<22> × 2072301421623741674848309987<28> × 2804807348010641877395173883129575806023557418093392661843958650767104815412274655897603<88>
19×10177+449 = 2(1)1766<178> = 22 × 1151 × 1514749 × 85922333496496840881287845246782921043168068078457<50> × 3523133004884267203340381448994071725419332346963474611637622119323087766832551391470140737844204973768015962778515353<118> (Bob Backstrom / Msieve 1.54 snfs for P50 x P118 / June 5, 2022 2022 年 6 月 5 日)
19×10178+449 = 2(1)1776<179> = 22 × 283 × 1123079 × 5659513 × 4848416791<10> × 143671059537503<15> × 228210311791004331358889009445855673959957183861824556961<57> × 18457411327605504176974382077163534346899973582446209159386566771177323603409081423<83> (Eric Jeancolas / cado-nfs-3.0.0 for P57 x P83 / June 25, 2022 2022 年 6 月 25 日)
19×10179+449 = 2(1)1786<180> = 22 × 3 × 23 × 97 × 349 × 22594609934502744721863443600262249691559790594106479025804138599998963026323005979294870267220030069382576834873786271067868357428463205486370859936108151217209691251552547<173>
19×10180+449 = 2(1)1796<181> = 22 × 7 × 1481 × 501248877366642179393548961<27> × 101565120636661644434527657995436180621103365405445154681581912348257107269302161934002940158992660484572885107507671315298949737929489976380509582317<150>
19×10181+449 = 2(1)1806<182> = 22 × 13 × 73 × 9624235563605527558625089612800333448243809976707533<52> × 577854691340830094987029569138380747726083505248078170816473264706609501101601924672335980691375545800628771756451372220897187<126> (Bob Backstrom / Msieve 1.54 snfs for P52 x P126 / June 11, 2022 2022 年 6 月 11 日)
19×10182+449 = 2(1)1816<183> = 22 × 32 × 229 × 340057195527556820153328849567588170627<39> × 75304536461958698731504578504450938371104985762892757467966904688088913824871684675014487617696599643783020383718035732643092234186189315157<140> (Bob Backstrom / Msieve 1.54 snfs for P39 x P140 / June 7, 2022 2022 年 6 月 7 日)
19×10183+449 = 2(1)1826<184> = 22 × 71 × 397 × 3067 × 13009069 × 14948810089<11> × 73503682945946202095171<23> × 47892458703676467349967294568408060497<38> × 8917834191220776319440712066350521396440886531145260982019506348125106417693723478742921439373253<97> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:168454491 for P38 x P97 / May 27, 2022 2022 年 5 月 27 日)
19×10184+449 = 2(1)1836<185> = 22 × 29 × 103 × 6147563 × 287417289550901285242586087370078276793450622179437202207566890748221819379032617663705701742939376294320656488395307961738509812727197220819978162301910291866470527960179659<174>
19×10185+449 = 2(1)1846<186> = 22 × 3 × 43 × 241 × 370061 × 1129477 × 4061567147957566245390310574022224869823159239399705421480012280293357769915012752654689851030376166004625390665269243111853424989574550203474773911494749849913786139363<169>
19×10186+449 = 2(1)1856<187> = 22 × 7 × 281 × 1163 × 11449213 × 197662862255843<15> × [101945089304067905518810623525310862776044128724372109902261289035060562863334239053413692892976176445476025647107293424672090360114610213977955652870438349761<159>] Free to factor
19×10187+449 = 2(1)1866<188> = 22 × 13 × 181 × 180541 × 12423767900745766014489811208702841986366969489365800930419744450171906067891617278311737852171896308302660469311462806428413328558536694635683307575867693140759563804040837937823<179>
19×10188+449 = 2(1)1876<189> = 22 × 3 × 31 × 4520555717<10> × 44460366911<11> × 2823600712539022025014273377852520037459299376748190373003040155688575927876003654563980695248467157302938537341481136964657060743556704914266811741848994491070655869<166>
19×10189+449 = 2(1)1886<190> = 22 × 73 × 839 × 2153 × 6247 × 180304727 × 36864920849551<14> × [96389632624530736016041584287678278061429682252211376937356152526040830608674116821466246708367123456274953032391492492698993284133524413244764143421894251<155>] Free to factor
19×10190+449 = 2(1)1896<191> = 22 × 968159 × 42968975567030665381<20> × [126867217096808442332823303447815154694909860670579396801869677162339559506100435888327837563192594287542342224239737536920875397947964453584879189215274766063909801<165>] Free to factor
19×10191+449 = 2(1)1906<192> = 22 × 34 × 17 × 11733713 × 387504099497<12> × 8429569528562863131356180084075450581882622453578716544628906220765187386076231682850067706720106745834961961787091461055939296536885276910122968876443878459760747323307<169>
19×10192+449 = 2(1)1916<193> = 22 × 7 × 2801 × 17398609262095717<17> × 935333481130899718571549355761<30> × 1654089237641166052709731422630323173695243353659049811517608048273895103624865553813499386485089365200778200586991884109365775890353803605681<142> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1594282683 for P30 x P142 / May 27, 2022 2022 年 5 月 27 日)
19×10193+449 = 2(1)1926<194> = 22 × 13 × 2557 × 96279156689<11> × 1649091458392401745759511727215532093331567307028046738699776710856624268130990024368319247493868387654738829532673487198778229951692487534295916540823687295493877003727901939771<178>
19×10194+449 = 2(1)1936<195> = 22 × 3 × 83 × 347 × 299107 × [2042187912674296173680573841142213190317794603789367295156573497128720160772485591456029131214754152119013004052478324827259940672652008226474509085192159032911198958553397715888691899<184>] Free to factor
19×10195+449 = 2(1)1946<196> = 22 × 67 × 564325724254329873107<21> × 13958747451657618153149092128363600139236782977125200051569485372228433466472972303291708462320027123644269096190840440692311787376182520374351170080547894573549974769447691<173>
19×10196+449 = 2(1)1956<197> = 22 × 7411 × 611977 × 488861138275071427361<21> × 2380420446448383874614812314157360201654427021298118347542142543028821671258573080958668875356184104838278549514772407974986723108876961002457078410828731155461824537<166>
19×10197+449 = 2(1)1966<198> = 22 × 3 × 73 × 3307 × 3833 × 1826127743580606551<19> × [10411248597848966582614302283958765765877642991245638871796167732884455606165307151020176663928267321248428827087286106496671278933280692432299544340051180920804747286661<170>] Free to factor
19×10198+449 = 2(1)1976<199> = 22 × 7 × [75396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825396825397<197>] Free to factor
19×10199+449 = 2(1)1986<200> = 22 × 132 × 20719 × 4798537 × 10018787413463<14> × [31352458077009066090004314408960985109185245225821675138357009462028216062609109987198874120193096585023814891045483784368395282871992265313282529570824160161062306489399419<173>] Free to factor
19×10200+449 = 2(1)1996<201> = 22 × 32 × 9074972839<10> × 175025805377886257<18> × 3691995577541517781789962663517523517648988334655883537075473410536315618906563881225669209399281871759223377733727280718213336337984141209140357833401150304484106736540797<172>
19×10201+449 = 2(1)2006<202> = 22 × 23 × 113 × 15938099 × 289449093961<12> × 10177191070569923333<20> × 3164650085691560031817<22> × 8514928870463844681147197272801<31> × 160509764014567667300429322705268285304028425582287959242215938566943547509853532089692911319371849102649499<108> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1664012539 for P31 x P108 / May 27, 2022 2022 年 5 月 27 日)
19×10202+449 = 2(1)2016<203> = 22 × 82051 × 2718097 × 169498840216417<15> × 532874327675886864919910761<27> × 9526459171645849127469146261<28> × 27502946968953953269201431505170127243830941862357363578899369259045808100345409011131895286454870800179955305155375124501<122>
19×10203+449 = 2(1)2026<204> = 22 × 3 × 31 × 102409 × [5541534307119741111650214901283749504309756228139157562888277080168606839492305392952355999643615178918118207413282600411755831878622245774326346881871393168440838457240115486508271416603881082967<196>] Free to factor
19×10204+449 = 2(1)2036<205> = 22 × 7 × 157 × 617 × 1441339 × 21011545613059<14> × 127555461527749077704770502473<30> × [201486079684939612236835559599547959010540458738650812447391083798935188450040677634795358082908219682271455381728681159354178291716852318831920728281<150>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:536434085 for P30 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10205+449 = 2(1)2046<206> = 22 × 13 × 73 × 24019 × 1156483 × 803479625250588763<18> × 5845945903712496975405859868909<31> × 42624672177487948083720940492576885822021635766455760394300893365208502389673577299179133984232434120817812696413065705567609849834421477023169<143> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:280176175 for P31 x P143 / May 27, 2022 2022 年 5 月 27 日)
19×10206+449 = 2(1)2056<207> = 22 × 3 × 432 × 881 × 32977998381851<14> × 39391785148876467491<20> × [8313560679945479566269605344019945964596605834933826246926510861081645232393777532119679815939087806113669201005950007695302661780651804679572468324415115111868668217<166>] Free to factor
19×10207+449 = 2(1)2066<208> = 22 × 17 × 61 × 46669272034857707<17> × 74008761447854711779370471466479330339<38> × 147352728122487527831179815151150861923724509217034721614941454761398708582523750726624224015695608376437788439206949449705673315169806627991968747679<150> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3913724786 for P38 x P150 / May 27, 2022 2022 年 5 月 27 日)
19×10208+449 = 2(1)2076<209> = 22 × 32769203699<11> × 25742116817634389356798819273<29> × [6256636952586203813465678680779185290589131681511868580230374171326848995796851325342367654861382021859140203590344688947214847831564645077558881658812283842530725968377<169>] Free to factor
19×10209+449 = 2(1)2086<210> = 22 × 32 × 421 × 1121148101808757229<19> × 245213016647504423574614317<27> × 50666393159313248014966868307438169649277691220867949812667764351655918221512641930110353657215301809527180201116965826866860398686512738474761434398947591804327<161>
19×10210+449 = 2(1)2096<211> = 22 × 7 × 15731 × 506371077932524723435697<24> × [9465157319130293193249022281685630904595498067240343902099957347746883659938783287765403655727297580090193957840354372796976066997234739307463238901092238498082170048964332135287271<181>] Free to factor
19×10211+449 = 2(1)2106<212> = 22 × 13 × 4409 × 176175149 × [522664497931885518858591084462084955488642823475584177213324723525993083495487806925171555642656276449189406975347036539066297522525467857121725042758443887745635873263130123722660500369880460035763<198>] Free to factor
19×10212+449 = 2(1)2116<213> = 22 × 3 × 29 × 120427 × 190633 × 949979 × 8378857 × 3259615200030229<16> × [1018461883022473907772847480696569637887602514155082633071477838955783033563064998698103484933563707854491578678419971042846514352672289821805451102284014857736849554887001<172>] Free to factor
19×10213+449 = 2(1)2126<214> = 22 × 73 × 3163 × 48371 × 5085677 × 19028201743<11> × [488312072032499019634923811645108736085345761963372065299027185949847594388448440908240569881864097410722486687331030887125370112066988759490700599991648986567797221704235666999385216841<186>] Free to factor
19×10214+449 = 2(1)2136<215> = 22 × 281 × 293 × 2917 × 31751 × 692123065766338467897553050422156396510644815382618140476647166869130774886991148027164018850713523323268443577618192637929304726072651491745986300415729093042121066524309947259616005890339660856665989<201>
19×10215+449 = 2(1)2146<216> = 22 × 3 × 241 × 929 × 1669 × 62533 × 137863165753273<15> × 130605576085775201<18> × [41813981406120605154433412730096928656473224777083615857624785965627990817863334909330411040771010025805294754287093593102894604804041957591120066832101926529136933364497<170>] Free to factor
19×10216+449 = 2(1)2156<217> = 22 × 72 × 9341 × 127682982376674097<18> × [9030850021284456436040907519762105318621248934350295530473867303169909423799986767786742819009875764668121099353256844464317290253883141041272819653963267492931680941368222734690245317552107023<193>] Free to factor
19×10217+449 = 2(1)2166<218> = 22 × 13 × 8280622434673<13> × 32754439987108373<17> × [1496837263880771464965605483952826845502100930783002011797432142944372711585008215465800163755309658502910179989804532522406326115485627356297872752067342824846806133356422457314204387827<187>] Free to factor
19×10218+449 = 2(1)2176<219> = 22 × 33 × 31 × 59 × 71 × 103 × [146143013089407267017198652201692134814187624383145302179109762611685986497632882696798963527660796218437606147035542006319912450329747264694373911903541355676450040229033348722131077747670378763502063370588101<210>] Free to factor
19×10219+449 = 2(1)2186<220> = 22 × 47 × 54661577 × 786091649748797621<18> × [261335195270914643915577496015034307028292621089167367693377432864957988196904552262572660407117635930428886522508554170301692483812995189133086699756754845472381176802805769370729452108321121<192>] Free to factor
19×10220+449 = 2(1)2196<221> = 22 × 979024391 × 114350179414803589<18> × 26210384385675200141<20> × 188036630012286935960033<24> × 67941435252410583835683919<26> × 140789469263838009301904038678083862312725316344264629707196384140569274667856775871107697856078394508815625195577077597584603<126>
19×10221+449 = 2(1)2206<222> = 22 × 3 × 73 × 3877 × 7860172321<10> × 627528980965021<15> × 496446429417885802357676422134263537<36> × 191418434597871548459693084174491847272769<42> × 132613939845495697041414326116129207581639008272471182920422053203785928212305799422219927657553437620678414562121<114> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3035173179 for P36 / May 27, 2022 2022 年 5 月 27 日) (Erik Branger / GGNFS, NFS_Factory, Msieve snfs for P42 x P114 / June 17, 2022 2022 年 6 月 17 日)
19×10222+449 = 2(1)2216<223> = 22 × 7 × 227728649 × 331081863120460512745573901845021689938523393237297064127389722479868559820055075269977985182693572282270891728676726119011037673159978202063618378541495658832968465890408882307104124597100634560023343381909743053<213>
19×10223+449 = 2(1)2226<224> = 22 × 13 × 17 × 23 × 127076215391779<15> × 31019469271660206347860148161<29> × 263410058877151965238955089060291246334137986815967519498025416171269921056227476586507403971987661796250772116832566292795826626577520144827640095603073598430258027435493475427<177>
19×10224+449 = 2(1)2236<225> = 22 × 3 × 6101 × 114419 × 169843 × 897344538567777821<18> × 8551962701505879160627<22> × [19335615368192142987225948553333810714028580804821782395946020623114032431164497064911070432432705019539460433038153923380840109732989890540004995440226232749385175011987<170>] Free to factor
19×10225+449 = 2(1)2246<226> = 22 × 2906951 × 18761960883181<14> × 11771689238251004937882481<26> × 188047018548025096117179763944487<33> × 4371494355520148377144567542718737287977768279281026836998884875648610071591375972267470285418863232343228512712091692648769757580107362478882902047<148> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:946103954 for P33 x P148 / May 27, 2022 2022 年 5 月 27 日)
19×10226+449 = 2(1)2256<227> = 22 × 15551 × 892657 × 496287112597<12> × [766081837552162378837109414431041771732386421262222857056956178187420554863137061283120150467929805906882278902236047340024285460970811614618315818094253416215267972140920932401249972990787861776177655401<204>] Free to factor
19×10227+449 = 2(1)2266<228> = 22 × 32 × 43 × 9377 × 322261 × [45130325800577965776166680140326907103007631159059613263458835042353047347667817891260991954733492254438727263009108532088249480148572722820390797786701318427142123383189274428167796501391014723955998635643652369261<215>] Free to factor
19×10228+449 = 2(1)2276<229> = 22 × 7 × 67 × 5547247 × 1749598271<10> × 4324569593502507803<19> × [26811401869673713688472131933396594092864379997357319578947435098719043242730417656122127068382388634928299990382096652489737350249524054378582538846500199950603869366241719531957157213389781<191>] Free to factor
19×10229+449 = 2(1)2286<230> = 22 × 13 × 73 × 2083 × 185359 × 42161492063<11> × [341637840632333930317381708165283198948665546208889043168129505136243001441135215240886411484280210614047491898590672199873201840142299644834415636872662514226752935146651856848566100717477878666106172548861<207>] Free to factor
19×10230+449 = 2(1)2296<231> = 22 × 3 × [17592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592592593<230>] Free to factor
19×10231+449 = 2(1)2306<232> = 22 × 104053 × 15572413 × 43295688321995492643177545484523<32> × [7523084369640943649644682677636170989501704286352182271283812218459625013917741761992950777242057922359013002875939579249248629695313694845444308903943614057591669421556981966864640038457<187>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3111991375 for P32 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10232+449 = 2(1)2316<233> = 22 × 34851205111<11> × 210575982299<12> × 4962850856262667<16> × 250074207676039343<18> × 205484343221525233577<21> × 6544095091010936971191877<25> × 19798595018944697748911527463629<32> × 75065677546450931216111077318811389<35> × 289948068682871651040785628272249044196243259539027981648458604119<66> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3904369964 for P32 / May 27, 2022 2022 年 5 月 27 日) (Eric Jeancolas / cado-nfs-3.0.0 for P35 x P66 / May 30, 2022 2022 年 5 月 30 日)
19×10233+449 = 2(1)2326<234> = 22 × 3 × 31 × 2677 × 83144148167<11> × 4008811948795201<16> × 718000476500789444301811<24> × [885824475105907795779133579764009452972912096402597986587775780481856288048156820376345189096796953113225512671482685189979508060638374489731251779026848685997696372730123701047<177>] Free to factor
19×10234+449 = 2(1)2336<235> = 22 × 7 × 1123 × 4372409 × 51888787 × 757809324876557099343872699910615659197<39> × 390498222185245231439694347052967534403342158923066024580603257715195936670376517040559820582703508661128786322827044738870389221012935731842462005170717439642624365384171383689<177> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:900421578 for P39 x P177 / May 27, 2022 2022 年 5 月 27 日)
19×10235+449 = 2(1)2346<236> = 22 × 13 × 83 × 111143 × 449833391345048047489<21> × 2620005320221669209585457567<28> × [37341664865929484276370278599694925839633825373012390555660812384264996620888035313643030220990904029750658539799752781989985846593541959841400245778060168986747879051871121318989<179>] Free to factor
19×10236+449 = 2(1)2356<237> = 22 × 32 × 109 × 179 × 991 × 10091 × 140634066227371<15> × 1917713291255459<16> × 111441510245274748896501201265213517836330496038228784148813493819152884719408396355860008266244466973215860807146401844888914583682513160734483962538840422718279677198925727129379028386415986569<195>
19×10237+449 = 2(1)2366<238> = 22 × 73 × 11971 × 1182413 × 1671118647274373351348250464219<31> × [305647837899495843888601882323273683115382913197343276798512111584727484561554370546973762805608935666251160052318035914925852324247645316456895464129178034267256973547888905694513447825027107479<195>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2680333895 for P31 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10238+449 = 2(1)2376<239> = 22 × 1229 × 29611 × 50348479 × [2880446330525160316591294346091175374828710031543860902454800625542238527500080553810510529626458437172365673734076889729060305473542320424884880225553648418919346556679315635988800492980823237929086755506729120070866542979<223>] Free to factor
19×10239+449 = 2(1)2386<240> = 22 × 3 × 17 × 1693 × 611257169403168499794746276800409735332079934421757152030596316757325756318147131530961140773169542149077259045640964267836162488884770945852909648469219019234654549619283297751731788075209082123365852214745581897522413835259115131253<234>
19×10240+449 = 2(1)2396<241> = 22 × 7 × 29 × 601 × 182453 × 70079851 × [338326808354210760684688853313109610846406945575343575409019218195405952079025135201814056746383698628321571616359831798778483053241501189639241624130625539188756720837438052788880832645825127594974555037415463798843207031<222>] Free to factor
19×10241+449 = 2(1)2406<242> = 22 × 13 × 405982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905982905983<240>
19×10242+449 = 2(1)2416<243> = 22 × 3 × 263 × 281 × 3011 × 104789 × 241867 × 88588216891<11> × 4763792987273<13> × 7391555918234947875436570641351769992131699513436427472499296126580831664145938386881894675140025027405175647684583627398719127244900943564214589044803729604237174792156948112730538662487608613608369<199>
19×10243+449 = 2(1)2426<244> = 22 × 527777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777777779<243>
19×10244+449 = 2(1)2436<245> = 22 × 11261 × [468677539985594332455179626834009215680470453581189750268872904518051485461129364867931602679848839159735172522669192591934799554016319845287077326860649833742809499847063118531016586251467700717323308567425430936664397280683578525688462639<240>] Free to factor
19×10245+449 = 2(1)2446<246> = 22 × 33 × 23 × 73 × 241 × 1117 × 65929 × 26410759 × [2483756710314527668477632613116096443159839902583670807499070838011327855487070144451718265917832083072153471207403447389755382887366273793228599221116505951344560666914412083660709048626280699356567408694717663818185742589<223>] Free to factor
19×10246+449 = 2(1)2456<247> = 22 × 7 × 4167884885711<13> × 16553160434914317510577041442405679<35> × [1092839591656712467667228436440477895565660397066018431438391988801851231942114367622686739012594001263932736962442555822989611215759189530382684711816463841556431807142974662114252894263161804162613<199>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:237555144 for P35 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10247+449 = 2(1)2466<248> = 22 × 13 × 67261 × 2535059 × [2380983339979705721022406584855991363472231412831761841731976815141796394118705595859880046039663396258590955770680809981091555482490290327530875398394354977130866577884838154785790548306110641880990590786842371216250990958150781471817<235>] Free to factor
19×10248+449 = 2(1)2476<249> = 22 × 3 × 31 × 43 × 2341 × 2663 × 28817 × [73464639094752936932980032668626952059885151665407171934832604026714241790794615648002217061660952869715595318768452753328748255207574065461788282136599113929852407427033903493214338883566849472477707667409928018164789403205917445311<233>] Free to factor
19×10249+449 = 2(1)2486<250> = 22 × 1049 × [503124668996928291494545069378243830102743353458320093210464993115136108463086537443067471666137061751933057938777671856794831056032199978815803410655650884440207605126575574621332485965469759559368710941637538396356318186632771952123715708081771<246>] Free to factor
19×10250+449 = 2(1)2496<251> = 22 × 30269 × 35983 × 10602937 × 1057606541<10> × [432120976580993720150070671060505774387836347347790872087939752750628021551315386369828774701028418323048054100376841971756883660674777596452591918439657312361081154902452211892160042731389320292736268756452836054659756061581<225>] Free to factor
19×10251+449 = 2(1)2506<252> = 22 × 3 × 1019 × [17264565841602151710100679678697343074183113437284192926979973103623741504016283211572711082033947588412750336204703231199796459855341111474575655144840620797441209610002544251808236106567804310689492240031984879874968196852397048667902446116381347<248>] Free to factor
19×10252+449 = 2(1)2516<253> = 22 × 7 × 103 × 30707983 × 23837710655285031897537746080974055845467235637010246604198719080440284583611598413599004919895147696634194698282899649243131561213670983546645134556649481782881734503498191056986941886988318701917236219999601016242630185761925387561692603853<242>
19×10253+449 = 2(1)2526<254> = 22 × 13 × 71 × 73 × [78329713676038198515528247343798183080452036655007907178464770592881725430442389732376226684542331850840436601578797218388188868605615663304260641709995366179043585950782555065788714254853556416357882690122705557781768470558746460733726795852977601<248>] Free to factor
19×10254+449 = 2(1)2536<255> = 22 × 32 × 53168953 × 2424044691703<13> × 1189800502382558851229<22> × 19520807367551170031927<23> × 1959015788078938148773010844451680892676159377208510190877286047288452296269583292312655825870836550712166437155279384643046176912801627913900646112352937165864212649106649680486961181968223<190>
19×10255+449 = 2(1)2546<256> = 22 × 17 × 295077650662331909<18> × 105212141835552673517139631137878366411043056749480752925730108952841453366207918587133080160889329387501145261169967615800079973421951764868124394086531700391836698799865560676782846040460722405151017448675571614798892865646880049119143<237>
19×10256+449 = 2(1)2556<257> = 22 × 1801 × 9259513 × [316482165545833660708398593352554651656179428828504843397857866024749618783101504199538271766581963335239337447670765040904513666810750675989696721937928181811219470994032204361016388097239283976483118895254991544926861069718456984544162570092083<246>] Free to factor
19×10257+449 = 2(1)2566<258> = 22 × 3 × 138016213 × 93970168087525164131<20> × [1356468568906203178209272397972907680568893811611940894997757336888189237022307236019060232065768466375075702992179166611798762478021804830178548923476997156484245157694462448154399753440887991892226824103189843151189131528993231<229>] Free to factor
19×10258+449 = 2(1)2576<259> = 22 × 73 × 76699219148361103543<20> × 20061621740996181872340049785388459913922638438576886549523130367832145237678399777826821481990572886906947627912988261570444490790151287464835460186519411012269933982481978712514114944641891255496723056149681598930803146120244845279971<236>
19×10259+449 = 2(1)2586<260> = 22 × 13 × 2208991 × 55597929779345673129944542452971<32> × 1199869842802894554611399272708943<34> × [2754996444600153541692102859692302090593490399021307500809995788017611340732974096413857353152373191449056208283008182170167825848134501958752525701981850068510220175291102160530980235821<187>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:199789174 for P32, B1=1000000, sigma=1:2913340571 for P34 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10260+449 = 2(1)2596<261> = 22 × 3 × 26921 × 26037509 × 822967222427683<15> × 251987674727742063710329<24> × [121025639772717665622025085597285355518202859523031281166520826588964985804650555196596924128488785631300077054077559979341026074112256432379610944669641053684084729504951226830746516019341144179784982342848991<210>] Free to factor
19×10261+449 = 2(1)2606<262> = 22 × 67 × 73 × 5164741 × 16109022884683<14> × 329647206235780197494391810005699<33> × 3934470486663355436714297115052738688404129135052755424123014219849547066188376964950442728770795770492869622219460214396180228045833681063194930880882726732437896318097428498906613755398787154433361473877<205> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2792645845 for P33 x P205 / May 27, 2022 2022 年 5 月 27 日)
19×10262+449 = 2(1)2616<263> = 22 × 709 × [7443974298699263438332549757091364989813508854411534242281774016611816329728882620278953142140730293057514496160476414355116752860053283184453847359348064566682338191506033537063156245102648487697853001097006738755680927754270490518727472183043410123805046231<259>] Free to factor
19×10263+449 = 2(1)2626<264> = 22 × 32 × 31 × 619 × [305602039234154855952066159302944266551888974457459874452248555467413493713283523417801736977653735518484419764667128608275445873375242631934834064526422995684899206013733433956825830642426956287327680660666572734250396800121468768436649340639473875529254479<258>] Free to factor
19×10264+449 = 2(1)2636<265> = 22 × 7 × 11884197697<11> × [6344292422521570311217688370370888557038182818848591292110749661557519007788753162545558823296376318841828572232714633611618622452879697902033043349903588937695608363189062557833753730832554057721076751356015146017376573504623416514746775574899528314101<253>] Free to factor
19×10265+449 = 2(1)2646<266> = 22 × 13 × 47 × 672937 × 213943473478937779547<21> × 59997953865943177892663884383279331981669610814285964217018613914309615981540488418393115725819805939990441823038938046592577077489165689480183301522648328513361762901639963701421739233969512082324288474597365327870604609638613381787051<236>
19×10266+449 = 2(1)2656<267> = 22 × 3 × 389 × 146807 × 217434409 × 18860710442003<14> × 568715981847683<15> × 132084460739972040914553095275306969964053196907578151468236336965345895030964935076696597236052867181676814245331250891294991757254653174473396399722122338633733150661763605283976832995456678467177184104519187550595782251<222>
19×10267+449 = 2(1)2666<268> = 22 × 23 × 61 × 419 × 33581 × 39371 × [679061855327526000566693582598987676992319242349373570078497441509753811247686407920881807105306875535849043079099338985711050325290910237150003370486190466254797452489982573998590784664155375028661613021776617394313602197991302785037985495923064153197<252>] Free to factor
19×10268+449 = 2(1)2676<269> = 22 × 29 × 971 × 33699161 × 36264023 × 109945813 × [1394954709253134502377521861367386467668720220146634316039522115232436637553742346838488842903384931556834966157204575462587858978967397700286342167775714139191307737165112871480031701500093074944345879294197998649013628708422631840522581479<241>] Free to factor
19×10269+449 = 2(1)2686<270> = 22 × 3 × 43 × 73 × 29837 × 63667 × 324179 × 54262701767<11> × [167719167174378602351243335791706673413553332887239638949817346900657498361796763818628303947289021922418881692092750883434288204937194613480114945531872080472465832597432854914740554316914171776663254881402685443355066649751491872921017721<240>] Free to factor
19×10270+449 = 2(1)2696<271> = 22 × 7 × 281 × 17137 × [15657122285991538739489781718652383507952933081845009315839429532782472260993377297675690967182998015952537573047356357365687659113239068952882085773664773713989817748162940777534868238278498943182152412684588283493235567756640036406797760817916992866328313946701<263>] Free to factor
19×10271+449 = 2(1)2706<272> = 22 × 13 × 17 × 1054189 × 22653762665669225788789124150408009932474041014015400793795760698949673937025518639999757991045745953854015512565076146514523481529007326842551500614545788999103068859396179427474184140487922491964294268636056214832272010990884540347961155470111476605010273741291<263>
19×10272+449 = 2(1)2716<273> = 22 × 35 × 5393 × 40273039336754761184692073613011362677711144974378292373956620934298902767402171064440169567300530391688797761599038059378738768803164121283402564807586864070691986623246395287426986039499288269413237078225758110290643318138951481670552802999298570832772690233092721<266>
19×10273+449 = 2(1)2726<274> = 22 × 149 × 75211 × 80933 × 1243747 × 19573451 × 1284731003<10> × 8002482025104361<16> × [2324992030730696064980920747293867115890279926075766238524572792251490037186878941899358057677895830913763029415839100692692198147235699952423290825435117660893719893405992059116094195766048143192431984829216355555304768267<223>] Free to factor
19×10274+449 = 2(1)2736<275> = 22 × 20681 × 1378397 × 9387359 × 58842730157<11> × [335172983150750181860672072783965154074566080728753806407010443974101604101100024435892397836405432671062565966146478326616859113509359764594289694813513850604983244647704224515455655069145777916588130169650256489745994562030758768717990616765069<246>] Free to factor
19×10275+449 = 2(1)2746<276> = 22 × 3 × 97 × 241 × 6661 × 4176758759<10> × 8463525101<10> × 132659228325362563571<21> × [24092035235767479471510283446310521831860300857387100344572643918574357321098894947343562555787742576462775782764420098158021716614110557882135504239918348816008595334803559504013133212825078168788223451223435720602278501559021<227>] Free to factor
19×10276+449 = 2(1)2756<277> = 22 × 7 × 59 × 83 × 17467 × 23689 × 264631 × 267870959 × 955041002243<12> × 9301576221559241405002294927807<31> × [59089864078690489347307916871507263381769744747523607220396815789091961352360056509760392367897214691271456758467110128782678395830740098657401781915122305477971723588665193206598622397056056979074513541563<206>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1921023403 for P31 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10277+449 = 2(1)2766<278> = 22 × 132 × 73 × 681199638285548977232764963<27> × 628010820733363346090681213141206136037862946589179141821379206601653943806978866174752138345221331997990891364800747522211770860575455436674166589607398025060371647991958208233509802724339255757307022440867825505144084253451858464195148517811009<246>
19×10278+449 = 2(1)2776<279> = 22 × 3 × 31 × 45497 × 3663763 × 26954631578113<14> × 4297923628687417207<19> × [29387722076587560735567665762348508024024188716317699550233488672048905917237707034350082292862133802641358886576852850791588016076160691337961410189466179314146568090271030132469436823867597239177930176886170662783750934301733825003<233>] Free to factor
19×10279+449 = 2(1)2786<280> = 22 × 6353 × 1825606067<10> × 791690974001101<15> × [57479036668425485808582952790642745013336631653454659485323550231243881819520607375323264572888168666140791027887436338543614041273344278305932554296701569622911846908066791158264286896969057877175896727188642018936827519650090494173109645276808095029<251>] Free to factor
19×10280+449 = 2(1)2796<281> = 22 × 75572296325569<14> × [69837467357626177820808576344365008917013798147333151407080062875503065137297408088448152003080618038742981204676699646023581852290504151275364609157945887191709687246501636136891839336547860565427671555090190421879197269816830784667201272334794839963721050973879091<266>] Free to factor
19×10281+449 = 2(1)2806<282> = 22 × 32 × 811 × 823 × [8785933287983120206013303604694559063880449306339468892737312636042084657442842463610467749585660010314130779042415766899238644315326368844244509896872934669853204441657361438479609596776897945169968318664431599225010396533584932867978515637102334093233327586408127909427127<274>] Free to factor
19×10282+449 = 2(1)2816<283> = 22 × 7 × 157 × 397 × 504599 × [2397267598461480704939278544881763473101242584305966205805098350284967756988102427496854549873871145630903793810365033581425348824773555354666492021722971705648096449500705042904368344122453400598999825294038021995447029431408018605324049216748516803333547436426570124907<271>] Free to factor
19×10283+449 = 2(1)2826<284> = 22 × 13 × 462976607 × [876897233779472540188154486999612019071155588608186380583118546166428626718893609203252860907468929597356487832187395988467259439704058272011101645105161831439969289815340460400373762259884510549326536454801879236163882428958193358531624434549417538892858106988509045734369<273>] Free to factor
19×10284+449 = 2(1)2836<285> = 22 × 3 × 131 × 857 × 6581 × 12328601 × 10745496508567<14> × 290942326033486044504757<24> × 1967945688445243445480393<25> × 4392557808122028613703916804959<31> × 101558050695129784749414024486746272111<39> × 703709955254234586665443123495692727377691458270859589207924470809434208183017848574736761182912773876875309966539948565200931213963229373<138> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:766272970 for P31 / May 27, 2022 2022 年 5 月 27 日) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:3590256745 for P39 x P138 / June 4, 2022 2022 年 6 月 4 日)
19×10285+449 = 2(1)2846<286> = 22 × 73 × 745665640807121<15> × 749528412704177840863739083<27> × 467193770567905844510474773789<30> × [27688470382005926135172146578877038763412622401232800219219875664887467229609835906919833541849874288480102075907299948536767420902124962041157481217692117696405543307838711984131580994616763994946163364391804949<212>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:626327059 for P30 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10286+449 = 2(1)2856<287> = 22 × 103 × 12763 × 3119670299703288376061<22> × 1286922541374735000430981856174970882440984307637488849907350290805798025072724855387518934935107545454213236104177111530201117280018401857703993144962786405219010212029030136816981323037324693612509450239508652793961902767507804860388749167919491584936830651<259>
19×10287+449 = 2(1)2866<288> = 22 × 3 × 17 × 699191 × 4858031627<10> × [304666537456434627710636859783642182086234120617150858823726699880865496842189945267016181648197267690673684473455529540861639023875153576182757123666446232308396838091482094693293245859879135297669764472316353119980281608415058879738102620063224485648215238839116271797<270>] Free to factor
19×10288+449 = 2(1)2876<289> = 22 × 7 × 71 × 673 × 76079 × [20740291295804770117066251000898496748088624839798923197077873326220072130523851942678527264156937484995654308007214690536361975696689342054517554532297951753413400314347367667681003617932610525717015862137463606287081664860225435106169895715874641057353462722693665043964802221<278>] Free to factor
19×10289+449 = 2(1)2886<290> = 22 × 13 × 23 × 204781 × 529037809 × 2477809942895527<16> × 5205242594032917402098394469<28> × 12632653238340809889270457799550553955771976411355639137452705022715137196993143979579242052964521934993775483228168322970226786145075761478541073467388597692834543018489020757126209332266152981856452301219355752406281817491139823<230>
19×10290+449 = 2(1)2896<291> = 22 × 32 × 43 × 24861007246069837078751579<26> × 2028357607799440863558460812867354937<37> × [2704437129036985471716313856416380077656335432970871661357150762213463486372999856716973193531456660748981325206508140730779824685766373731010798952588763163395243765009388988472312971335938155225430593186203105304195551113179<226>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:560161070 for P37 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10291+449 = 2(1)2906<292> = 22 × 433 × 4736437 × 2842045935134822043961<22> × 309985783853047621230542386213<30> × 1657978899399210721251269103923299<34> × [176181202291714012974884387948363907782589368638754298910865752681782145024149256189648657841990838626336351370093877727822086981596989370873574644380738327542679029940014332467787652710679076530657<198>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4037963481 for P30, B1=1000000, sigma=1:3875163416 for P34 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10292+449 = 2(1)2916<293> = 22 × 617 × 375603311 × 926645849 × 58289693392109610570040643941910821931357<41> × [421629479858691664761002241732245950347051877984474569525081208332777951395086956634571883128948335667413151539057409038823077234984591709385001734979289360872064774552695125785497269071116254945724927176753887221653357341876159969<231>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3093556028 for P41 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10293+449 = 2(1)2926<294> = 22 × 3 × 31 × 73 × [7774013518600350239766943257884486342285723637910999819970213253465573394870787712148737336541136806271583116479272025007774013518600350239766943257884486342285723637910999819970213253465573394870787712148737336541136806271583116479272025007774013518600350239766943257884486342285723637911<289>] Free to factor
19×10294+449 = 2(1)2936<295> = 22 × 7 × 67 × 708221 × 85804252564893279709<20> × 674224553927759490893<21> × 17125550018062192891091316910349<32> × [1603804957351462794959556770849626443598312683911652415206203376808493982716889080071018880726018062540115897692861309879860444641447819345294080122873962013231202874334111409776198457350248081580774060172784797367<214>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:711881936 for P32 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10295+449 = 2(1)2946<296> = 22 × 13 × 349 × 34204436212937621<17> × 34009471607758351665809554184659125513126543832508584353401737759290918399359219777811667647001242972158295632122975007549576505843682502688844818325912329768296680614293660642418092269461575690289712942371395093724279981096363532828837139564300777257170628150415498129517727<275>
19×10296+449 = 2(1)2956<297> = 22 × 3 × 29 × 1213 × 3877130004233419<16> × [128991378238135185898370543692642778355169038270730544453113802675222824892486683855103030983253092909508424750092588711332652168317352486306370187511100456211574199267495470593037761883200090475446996244999359667772484599255829006059094759853135633911181473227785938779851611<276>] Free to factor
19×10297+449 = 2(1)2966<298> = 22 × 763883 × 39889081 × 151596491 × 40426278547<11> × 6415617081188929073716801<25> × 440533436041691434280804552637205863798422468139642882622254565199601753075224814486314128290976417097195153135707463534240789471487338091188909200838005026699234402727783000907614757731030348992779987106120349407047046831735700118034328849<240>
19×10298+449 = 2(1)2976<299> = 22 × 281 × 577 × 1223 × 3035443715250981919<19> × [8768399441186813313479046639511613376122447537701517350532898225915821099948193142742100231394527163002665559224531277450202582255346486436747992562085924194321691435773592138591060623545068162381260741426462759518048475655586268543613444435362502607053912081751030465891<271>] Free to factor
19×10299+449 = 2(1)2986<300> = 22 × 33 × 104481087917007943560334027017551<33> × [18708960150192548916925910796174511929369292522170025176974103634009422841932150057133411054411202799428432091998914080551030366318911825422112329984156327084674786260799940362872642272349556384676866205325356134129805538432768120624856053822960162667904105053660327<266>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3697409823 for P33 / May 27, 2022 2022 年 5 月 27 日) Free to factor
19×10300+449 = 2(1)2996<301> = 22 × 72 × 15193619910503137<17> × [708914341686507370875450158261332876808034388385360937416879101206158679788639218735593235230518489968560147851330628188461134308849331150379612050010099730354095381423135948853257642832888704747901059959169438322897892145564047275661725815679229581539358808475663714927274898729283<282>] Free to factor
plain text versionプレーンテキスト版