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April 28, 2025 2025 年 4 月 28 日 (Alfred Eichhorn)

# via Kurt Beschorner

n=29059: c29059(1111111111......) = 2738192769700238158217788079 * c29031(4057826473......)

# ECM B1=1e6, sigma=7409374429380375

n=29101: c29101(1111111111......) = 85403105653264554793908834997 * c29072(1301019562......)

# ECM B1=1e6, sigma=7281149487051807

n=50087: c50087(1111111111......) = 1556503224495780962815077330361 * c50056(7138508251......)

# ECM B1=1e6, sigma=3082718037226253

April 25, 2025 2025 年 4 月 25 日 (Kurt Beschorner)

n=7578: c2521(1000999998......) = 1681689293840917853441026473909678002407 * c2481(5952348050......)

# ECM B1=1e6, sigma=0:5967317257331965

n=11027: c10950(2363431193......) = 133300395136582637926464808827752356132067 * c10909(1773011393......)

# ECM B1=1e6, sigma=0:4603876306641011

n=14697: c9241(1001000999......) = 2397393654816824180564250493 * c9213(4175371858......)

# P-1 B1=180e6

n=14709: c9766(3822234056......) = 351836578718151149217268512037 * c9737(1086366309......)

# P-1 B1=140e6

n=14719: c14320(9000000000......) = 2033960402828608165199 * c14299(4424864902......)

# P-1 B1=140e6

n=14729: c12226(1127682187......) = 2572824540516717364122961 * c12201(4383051272......)

# P-1 B1=180e6

n=14731: c14694(1946774198......) = 980162340845302511259399509109631 * c14661(1986175266......)

# P-1 B1=140e6

n=14737: c14723(1317494542......) = 4804840557861471977129561 * c14698(2742015112......)

# P-1 B1=140e6

n=14741: c14708(5365552366......) = 33252565057890814738642245130190471 * c14674(1613575481......)

# P-1 B1=140e6

n=14751: c8881(1001000999......) = 57981820456749752814001725860268405361538431 * c8837(1726404918......)

# P-1 B1=200e6

Largest known factors that appear after the previous one
  1  n=604: 188981422179250214477885038956646476812007525220846625175628245017547495717341304519447280552146559165713534073382085460954497219653965265520569 (NFS@Home / Mar 16, 2017)
  2  n=730: 209567419815575088893039502374017044565180465719504614143239653652312239618655809712098924957353042723741728874079596356118568603287093812371 (NFS@Home / Jul 26, 2024)
  3  n=786: 22470645744200057762885095342697894721605325430609487291715500041029950763944163993319007373686738769124162721892380653 (Serge Batalov and Bruce Dodson / Aug 12, 2009)
  4  n=816: 3178246571075235723080972275640135632212436318968968029466533249264048115754831736073020454216579035062833710671458881 (Yousuke Koide / Apr 5, 2020)
  5  n=1420L: 247950328172294050136754481538951409190364075674960071233394038784474817867352415168199452660754962688866321901 (NFS@Home / Mar 17, 2024)
  6  n=1420M: 150068993718936038588227244574366404285884513639444374982663085901463237698274075317154251769989823397761 (NFS@Home / Mar 13, 2024)
  7  n=1540M: 647799461893729229242068652342456021003805852058736425973158141325454469108253161834095467738437014341 (NFS@Home / Sep 18, 2013)
  8  n=1740M: 38500497070688096027556817882565728990416892548263819672284096593431517949011701136219584563960572421 (Bo Chen, Wenjie Fang, Alfred Eichhorn, Danilo Nitsche and Kurt Beschorner / Jun 27, 2021)
  9  n=2340L: 54416219768345058780693800256182138078138198676424989328564702046179663087831396313663972761 (Bo Chen, Wenjie Fang, Maksym Voznyy and Kurt Beschorner / Feb 15, 2016)
  10  n=2700M: 71618803865606542412383896587352242997259054038820075447553395780556284501401142201 (Bo Chen, Maksym Voznyy, Wenjie Fang, Alfred Eichhorn and Kurt Beschorner / May 7, 2017)
  11  n=2940M: 1044845694645532615440579579338650347038975456315052342814839763722781 (George Bradshaw / Feb 19, 2023)
  12  n=5900M: 593243597135622945022444401922545308692618865123732027101 (pi / Sep 17, 2018)
  13  n=13980M: 21166873440679239162423181074773929272724025103001 (Kurt Beschorner / Jul 14, 2011)
  14  n=14751: 57981820456749752814001725860268405361538431 (Kurt Beschorner / Apr 25, 2025)
  15  n=18456: 9886770903035092853593001371393030769919121 (Torbjörn Granlund / Nov 18, 2024)
  16  n=103748: 1941549624124837091592820526305327246593529 (Makoto Kamada / Jun 18, 2018)
  17  n=112666: 356334694333381082120764457775238849699 (Makoto Kamada / Oct 17, 2018)
  18  n=120833: 79670409416595961896605938971188364397 (Maksym Voznyy / Nov 27, 2015)
  19  n=135070: 9855589830288396166509564150666175361 (Makoto Kamada / Dec 6, 2017)
  20  n=253620L: 1221015147166230558535777472152845661 (Alfred Reich / Oct 23, 2023)
  21  n=268140L: 60348364918187687874129722715181 (Alfred Reich / Oct 23, 2023)
  22  n=283706: 526153303629299051259344033783 (Alfred Reich / Oct 23, 2023)
  23  n=295980M: 98690902056965040529354491601 (Alfred Reich / Oct 23, 2023)
  24  n=298740L: 66173162995033300571567659861 (Alfred Reich / Oct 23, 2023)
  25  n=299420L: 33569847171752615806052144021 (Alfred Reich / Oct 23, 2023)
  26  n=299996: 38693214591429090355181 (Alfred Reich / Oct 23, 2023)
  27  n=299999: 246755644878443 (Makoto Kamada / Oct 23, 2021)
  28  n=300000: 47847600001 (Makoto Kamada / Feb 15, 2019)

April 24, 2025 2025 年 4 月 24 日 (Torbjörn Granlund)

# via Kurt Beschorner

n=10233: c6781(3927298858......) = 74229144943271976234579763 * c6755(5290777445......)

# ECM B1=5e4, sigma=0:1410858865117832945

n=10715: c8516(1722961037......) = 62009514848096774564003191 * c8490(2778543005......)

# ECM B1=1e4, sigma=0:18130687967739226534

n=10839: c7163(1603030085......) = 492802382229725722064896147 * c7136(3252886234......)

# ECM B1=1e4, sigma=0:4781122386701268169

n=11387: c11119(6188607945......) = 32070586643474287542088503683 * c11091(1929683424......)

# ECM B1=1e4, sigma=0:1026281195939390208

n=11823: c6745(1109999889......) = 8769540850673966707320733 * c6720(1265744590......)

# ECM B1=1e4, sigma=0:16110315237093115592

n=11889: c7871(1762561141......) = 11291808988930754462612800357 * c7843(1560920081......)

# ECM B1=5e4, sigma=0:6619494663055340444

n=12555: c6413(3917593757......) = 96996361541125298460121 * c6390(4038907949......)

# ECM B1=5e4, sigma=0:13002367945263473680

n=12565: c8544(4918804526......) = 63678283554792222648911671 * c8518(7724461545......)

# ECM B1=1e4, sigma=0:1695400528481590581

n=12595: c9114(3675729894......) = 1166553578182154321280606431 * c9087(3150931052......)

# ECM B1=1e4, sigma=0:8334082303836832570

n=12605: c10060(2232855300......) = 696764084028485739208751 * c10036(3204607344......)

# ECM B1=1e4, sigma=0:10707842831453894873

n=13029: c8401(1109999999......) = 2561732107121723204521 * c8379(4333005769......)

# ECM B1=5e4, sigma=0:15317837754140534398

n=13035: c6222(2361943493......) = 154754655489658822795431631 * c6196(1526250364......)

# ECM B1=5e4, sigma=0:11923516326740169618

n=13345: c9971(1226992802......) = 68631481859715754748311 * c9948(1787798789......)

# ECM B1=1e4, sigma=0:11600652949763572829

n=13467: c8815(1764508566......) = 1655110050261104225603107 * c8791(1066097427......)

# ECM B1=5e4, sigma=0:1152004574346275139

n=13953: c9296(1076100886......) = 3536676697603061632843 * c9274(3042689446......)

# ECM B1=1e4, sigma=0:319954636581655758

n=14145: c6984(5133565102......) = 129362292259181498314312321 * c6958(3968362815......)

# ECM B1=5e4, sigma=0:15230118742397363324

n=14301: c8124(6901091390......) = 842508029443817717851249 * c8100(8191128332......)

# ECM B1=5e4, sigma=0:17762432320457874260

n=14499: c9597(8249095587......) = 58918772095776221695867 * c9575(1400079345......)

# ECM B1=1e4, sigma=0:3299723884614886669

n=14505: c7668(4949808381......) = 691483167972378584318084311 * c7641(7158248545......)

# ECM B1=1e4, sigma=0:5790447700169462487

n=14739: c9248(9999999999......) = 4157445803547781522723982191 * c9221(2405322996......)

# ECM B1=1e4, sigma=0:1986016226992381099

n=14763: c7731(4547594027......) = 16374474186683351666803 * c7709(2777245837......)

# ECM B1=1e4, sigma=0:10189519232787631182

n=14803: c14531(2573364847......) = 23307764362837790071 * c14512(1104080514......)

# ECM B1=1e4, sigma=0:7613595679824158016

n=14853: c9872(1533942034......) = 12108272129340755827 * c9853(1266854608......)

# ECM B1=1e4, sigma=0:5881027318927618835

n=14949: c8985(3334051098......) = 1572080616559514161 * c8967(2120788885......)

# ECM B1=1e4, sigma=0:14193375503573363102

n=14997: c9996(9009009009......) = 16219252504989655253329 * c9974(5554515540......)

# ECM B1=1e4, sigma=0:9990827040960875235

n=15159: c9699(2360518974......) = 210964971028337239214719 * c9676(1118915127......)

# ECM B1=1e4, sigma=0:17519852407959414523

n=15165: c8029(4510574455......) = 33710917333157353419666956191 * x8001(1338015934......)

# ECM B1=1e4, sigma=0:12180094993373987412

n=15165: x8001(1338015934......) = 432839592367108389933391 * c7977(3091251257......)

# ECM B1=1e4, sigma=0:815282271232175852

n=15221: c14677(7919429657......) = 8870553238417965923 * c14658(8927774226......)

# ECM B1=1e4, sigma=0:24307495279459710

n=15309: c8729(1166670801......) = 114413849398634953504946239 * c8703(1019693688......)

# ECM B1=1e4, sigma=0:3784479467236364505

n=15369: c9937(1109999999......) = 20207816772135151134211933 * c9911(5492923914......)

# ECM B1=1e4, sigma=0:16754361658090284695

n=15477: c7904(1571082898......) = 1804111996961448187399 * c7882(8708344610......)

# ECM B1=1e4, sigma=0:3162779694936277867

n=15505: c10609(1111099888......) = 31411834304703394689195511 * c10583(3537201546......)

# ECM B1=1e4, sigma=0:6442352716477014549

n=15553: c15266(4629834319......) = 1332359224256501075162747 * c15242(3474914448......)

# ECM B1=1e4, sigma=0:9897441888625932834

n=15567: c10356(9044452414......) = 6756999407721217681027 * c10335(1338530887......)

# ECM B1=1e4, sigma=0:2795755715442236809

n=15585: c8280(5800828589......) = 5433547348724033789702761 * c8256(1067595111......)

# ECM B1=1e4, sigma=0:6242553376872637538

n=15603: c8899(5928314857......) = 1793223116267552275573 * c8878(3305954961......)

# ECM B1=1e4, sigma=0:13463128966371957427

n=15741: c9343(2076679611......) = 6059197636910283828997 * c9321(3427317833......)

# ECM B1=1e4, sigma=0:14684749343912945932

n=15833: c15531(1495852748......) = 73122924647527442357 * c15511(2045668654......)

# ECM B1=5e4, sigma=0:1741416654104046917

n=15839: c15456(9000000000......) = 24748906600957105376027 * c15434(3636524289......)

# ECM B1=1e4, sigma=0:6024828031251743340

n=15855: c7180(8629997252......) = 1950651286903803411271 * c7159(4424161976......)

# ECM B1=1e4, sigma=0:814215269190836718

n=15931: c15656(4600458345......) = 12953381083242967387 * x15637(3551550221......)

# ECM B1=1e4, sigma=0:502605526041675058

n=15931: x15637(3551550221......) = 2702805287784445027081 * c15616(1314023706......)

# ECM B1=1e4, sigma=0:3442578570506120106

n=15983: c14520(9000000000......) = 9185015517986743117 * c14501(9798568094......)

# ECM B1=1e4, sigma=0:16317771223420583081

n=16133: c13796(2924688246......) = 10948575329983456846698889 * c13771(2671295724......)

# ECM B1=1e4, sigma=0:1978999792938752472

n=16181: c14683(1505302536......) = 400283226043929090559159 * c14659(3760593594......)

# ECM B1=1e4, sigma=0:14716816253955246652

n=16293: c10801(1250594264......) = 191683954438399646631613 * c10777(6524251173......)

# ECM B1=1e4, sigma=0:12644533544756421810

n=16407: c10907(1730444450......) = 826600453575331201545439 * c10883(2093447255......)

# ECM

n=16471: c12961(1111110999......) = 1605588545855962778264519 * c12936(6920272337......)

# ECM B1=1e4, sigma=0:8565017938406569732

n=16695: c7429(5674239189......) = 1589109423339959474801401 * c7405(3570703883......)

# ECM B1=1e4, sigma=0:10433431460743755421

n=16805: c13440(9000090000......) = 4254892565178125974471 * c13419(2115233196......)

# ECM B1=1e4, sigma=0:10721051240386335181

n=16905: c7371(4081576592......) = 7743054917845748986281721 * c7346(5271274239......)

# ECM B1=1e4, sigma=0:6726469645119536705

n=16979: c16952(1752028060......) = 268948036593968962418431 * c16928(6514373863......)

# ECM B1=5e4, sigma=0:5006510898696554726

n=16995: c8160(9009099100......) = 132504337181332483362601 * c8137(6799097517......)

# ECM B1=1e4, sigma=0:10766687260079571461

n=17073: c9709(3562255169......) = 9349804504123340068729 * c9687(3809978239......)

# ECM B1=1e4, sigma=0:3542121984596618038

n=17157: c9072(9009009909......) = 44591664762105545483726083 * c9047(2020334956......)

# ECM B1=1e4, sigma=0:13045369533792596090

n=17195: c12926(1477650493......) = 6608453685549066121 * c12907(2236000377......)

# ECM B1=1e4, sigma=0:14815426455501632222

n=17445: c9263(2114429631......) = 408590941322498447198431 * c9239(5174930272......)

# ECM B1=1e4, sigma=0:9024922314335448289

n=17451: c9913(5394337460......) = 16325747583122619559 * c9894(3304190165......)

# ECM B1=1e4, sigma=0:13483257010340394001

n=17601: c11711(2407527205......) = 4582999005525902911 * c11692(5253169819......)

# ECM B1=1e4, sigma=0:12500770957365128504

n=17685: c9361(1000000001......) = 519740747978288363978369311 * c9334(1924036175......)

# ECM B1=1e4, sigma=0:7791813611923070309

n=17745: c7479(7979652581......) = 9121222102898487049330591 * c7454(8748446745......)

# ECM B1=1e4, sigma=0:2356581608218224253

n=17775: c9332(2552079595......) = 6529514049126803724403951 * c9307(3908529143......)

# ECM B1=1e4, sigma=0:11015283361180879090

n=17809: c16152(6567527758......) = 1873303543447653229573 * c16131(3505853486......)

# ECM B1=5e4, sigma=0:17268811871735656735

n=17835: c8956(2525608785......) = 13907174145855156586561 * x8934(1816047429......)

# ECM B1=1e4, sigma=0:2728046274066905821

n=17835: x8934(1816047429......) = 171102844625169702267271 * c8911(1061377695......)

# ECM B1=1e4, sigma=0:5472813809581519186

n=18073: c15581(3339440685......) = 285359843534789321 * c15564(1170255998......)

# ECM B1=1e4, sigma=0:12667238023860218770

n=18095: c11021(2557809492......) = 1273388278147031201 * c11003(2008664235......)

# ECM B1=5e4, sigma=0:16802920920729199758

n=18225: c9704(4438118179......) = 224450600504612088987803361151 * c9675(1977325152......)

# ECM B1=1e4, sigma=0:6796677507693989696

n=18291: c9504(9009009909......) = 4744920677002832444712049 * c9480(1898663965......)

# ECM B1=1e4, sigma=0:3658390220785764544

n=18295: c14614(3154877781......) = 14558975873811604564151 * c14592(2166964083......)

# ECM B1=1e4, sigma=0:4816570410598524183

n=18339: c12211(2758217647......) = 26897382789412005517 * c12192(1025459491......)

# ECM B1=1e4, sigma=0:1203288419149823262

n=18357: c11735(6862088623......) = 107686527086572837060027 * c11712(6372281481......)

# ECM B1=1e4, sigma=0:2131122203126949079

n=18405: c9780(1481517007......) = 244753387792913064035071 * c9756(6053101126......)

# ECM B1=1e4, sigma=0:2759731790437125712

n=18499: c17031(2960447376......) = 8869991304823760957 * c17012(3337598960......)

# ECM B1=1e4, sigma=0:5294071963959296406

n=18525: c8616(8768377046......) = 297474153852379227751 * c8596(2947609710......)

# ECM B1=1e4, sigma=0:9510391904075680351

n=18657: c12385(6283012045......) = 28499881590437975533 * c12366(2204574789......)

# ECM B1=1e4, sigma=0:11088106348977728443

n=18681: c11454(9481558407......) = 112369800360252979956439 * x11431(8437817257......)

# ECM B1=1e4, sigma=0:14677784066958862965

n=18681: x11431(8437817257......) = 1152346133042966551 * c11413(7322294070......)

# ECM B1=1e4, sigma=0:14677784066958862965

n=18851: c16144(2238294888......) = 202963645468012456693 * c16124(1102805816......)

# ECM B1=1e4, sigma=0:3209631087307649547

n=18875: c14975(1489865374......) = 947280605741376001 * c14957(1572781459......)

# ECM B1=1e4, sigma=0:6548866598181188093

n=18937: c18248(1584200240......) = 178094461066592563637 * c18227(8895280800......)

# ECM B1=5e4, sigma=0:18351722128867448047

n=18965: c15156(3547334041......) = 157208659320674724281 * c15136(2256449521......)

# ECM B1=1e4, sigma=0:7561790843701443391

n=19039: c18712(3743379007......) = 1084350785818167033637 * c18691(3452184529......)

# ECM B1=1e4, sigma=0:7241905798520731515

n=19051: c19044(1171144073......) = 161614573783713269259401 * c19020(7246525149......)

# ECM B1=5e4, sigma=0:9966958475176906608

n=19097: c17462(4544607984......) = 64310045257055278379505197 * c17436(7066715575......)

# ECM B1=1e4, sigma=0:242810972702156785

n=19111: c18417(1473507393......) = 7269411324390732945013 * c18395(2026996860......)

# ECM B1=5e4, sigma=0:1420653292531358854

n=19129: c16555(1936168775......) = 80585704720886498639551 * c16532(2402620640......)

# ECM B1=5e4, sigma=0:5459310486429895744

n=19137: c12756(9009009009......) = 1656784184146127347 * c12738(5437647881......)

# ECM B1=1e4, sigma=0:1237570151072486451

n=19173: c9813(9170037831......) = 21011074761729326218080907 * c9788(4364383038......)

# ECM B1=1e4, sigma=0:13168406335974372623

n=19261: c16293(1953693533......) = 9414956678666635171305253 * c16268(2075095616......)

# ECM B1=1e4, sigma=0:2179010019066214099

n=19307: c18809(2538955117......) = 30797180010464739672107 * c18786(8244115587......)

# ECM B1=1e4, sigma=0:11368855584832002759

n=19315: c15422(1483730025......) = 311730396005708862877601 * c15398(4759657846......)

# ECM B1=1e4, sigma=0:3089847198418854514

n=19329: c12086(4644096212......) = 272014155613971804919 * c12066(1707299460......)

# ECM B1=1e4, sigma=0:375570887283612077

n=19349: c17580(9000000000......) = 33323921375648091431 * c17561(2700762583......)

# ECM B1=1e4, sigma=0:1201106381835246718

n=19375: c14976(1074812505......) = 137897294810127870001 * c14955(7794297248......)

# ECM B1=1e4, sigma=0:5785816551041864547

n=19453: c16632(9999999000......) = 18540814262968345307 * c16613(5393505839......)

# ECM B1=1e4, sigma=0:5991010191203488864

n=19505: c15075(2687638414......) = 6368800055143595801 * c15056(4220007523......)

# ECM B1=1e4, sigma=0:17010526347780305862

n=19563: c12999(2270664574......) = 1409661233570613157 * c12981(1610787414......)

# ECM B1=1e4, sigma=0:3698134893332201851

n=19565: c12070(3017129336......) = 357041925296290596814271 * c12046(8450350290......)

# ECM B1=1e4, sigma=0:5817490892063509160

n=19585: c15639(1821689139......) = 5619579864770604492241 * c15617(3241682088......)

# ECM B1=1e4, sigma=0:4805543416340493453

n=19621: c16812(9000000900......) = 380515483664185236187157 * c16789(2365212793......)

# ECM B1=1e4, sigma=0:5134276655864363253

n=19653: c13054(1785310682......) = 100874961077216267153881 * c13031(1769825398......)

# ECM B1=1e4, sigma=0:5893318943923623657

n=19705: c13483(3524157462......) = 5975168927761720074983071 * c13458(5898004734......)

# ECM B1=5e4, sigma=0:1067435282107054081

n=19787: c19305(7922185945......) = 336705350611370363867 * c19285(2352854188......)

# ECM B1=5e4, sigma=0:13772413201721448726

n=19847: c19510(9586530003......) = 17057625567234657563 * c19491(5620084674......)

# ECM B1=1e4, sigma=0:18262333549353341039

n=19917: c13272(9990000009......) = 113355563190024620467 * c13252(8812977262......)

# ECM B1=5e4, sigma=0:14102806395512573594

n=19925: c15911(2729164838......) = 48624338486894466601 * c15891(5612754688......)

# ECM B1=1e4, sigma=0:4594617065936537960

n=19941: c11969(1000000000......) = 1361282748103259083 * c11950(7346012438......)

# ECM B1=1e4, sigma=0:15552869415886739789

n=19981: c17473(1111111111......) = 106973726613235196757751743373 * c17444(1038676641......)

# ECM B1=5e4, sigma=0:2248559722931776238

n=20013: c11405(1005773962......) = 778346728747962616085089 * c11381(1292192701......)

# ECM B1=1e4, sigma=0:12585270918302407407

n=20015: c15974(6449749069......) = 11336615112065018441 * c15955(5689307616......)

# ECM B1=1e4, sigma=0:2163572463330841831

n=20077: c18829(4187094197......) = 4973029554640157516041 * c18807(8419604491......)

# ECM B1=1e4, sigma=0:1575944117206790363

n=20155: c15424(1044136440......) = 3328356066813325391 * c15405(3137093565......)

# ECM B1=1e4, sigma=0:16567296859901178816

n=20167: c16576(6723913834......) = 190329219504137679914957 * c16553(3532780648......)

# ECM B1=5e4, sigma=0:8329714057231073602

n=20209: c17316(9000000900......) = 122887879888967963080249 * c17293(7323749834......)

# ECM B1=1e4, sigma=0:13124435073499117040

n=20251: c15721(1111110999......) = 384155159376114315142126867 * c15694(2892349543......)

# ECM B1=5e4, sigma=0:3705943959088514218

n=20275: c16194(1393257763......) = 1493537312780011151 * c16175(9328576871......)

# ECM B1=1e4, sigma=0:18288046562203173594

n=20283: c13512(9800651007......) = 83952013327849743079 * c13493(1167411074......)

# ECM B1=1e4, sigma=0:1864190771722906239

n=20307: c11527(4931654008......) = 244329822925273849 * c11510(2018441281......)

# ECM B1=1e4, sigma=0:6085190075162774389

n=20315: c15217(1123221086......) = 223509897815590933081 * c15196(5025375149......)

# ECM B1=1e4, sigma=0:12896530600045472715

n=20361: c12321(1109999999......) = 319215173547999729199 * c12300(3477278312......)

# ECM B1=1e4, sigma=0:17933978138155678181

n=20475: c8623(8355111861......) = 120644041229628780140551 * c8600(6925424393......)

# ECM B1=1e4, sigma=0:1475993909151182356

n=20555: c16428(1874753889......) = 271559008717885862641 * c16407(6903670396......)

# ECM B1=1e4, sigma=0:14861998133579841832

n=20573: c17609(7142673804......) = 145781698573778458174747 * c17586(4899568240......)

# ECM B1=5e4, sigma=0:15496027704792785319

n=20621: c19382(2519606657......) = 570115311224616577085093 * c19358(4419468496......)

# ECM B1=1e4, sigma=0:5544822980733707155

n=20763: c13796(7885752205......) = 34815067268222324107 * c13777(2265040059......)

# ECM B1=1e4, sigma=0:3131136281266520663

n=20845: c15106(3085967113......) = 129621215755485631 * c15089(2380757730......)

# ECM B1=1e4, sigma=0:12555438877362432876

n=20923: c17640(9999999999......) = 33494874080909398480849 * c17618(2985531450......)

# ECM B1=1e4, sigma=0:739504033092673019

n=20928: c6899(3262043133......) = 12136515011726329824680164417 * c6871(2687792278......)

# ECM B1=1e4, sigma=0:7784951528641484101

n=20955: c10074(3771279026......) = 72782359549112694031 * c10054(5181583903......)

# ECM B1=1e4, sigma=0:15722966404459649331

n=20970: c5568(9990010000......) = 54001917897901085836323001 * c5543(1849936148......)

# ECM B1=5e4, sigma=0:5997744734905561705

n=20985: c11166(5198651865......) = 11994963141408237751 * c11147(4334029045......)

# ECM B1=1e4, sigma=0:1189517716239549275

n=20999: c18036(2645565635......) = 4426241038242238843 * c18017(5977003087......)

# ECM B1=5e4, sigma=0:17325070641625612584

n=21084: c5980(9830042677......) = 18992171507857950357787189 * c5955(5175839252......)

# ECM B1=1e4, sigma=0:8751758609714709199

n=21096: c6974(1850923486......) = 2211783532933147144884001 * c6949(8368465806......)

# ECM B1=1e4, sigma=0:6413100430956359669

n=21141: c13593(2421967105......) = 76033511436277235107 * c13573(3185394255......)

# ECM B1=5e4, sigma=0:3327658210708255108

n=21177: c12948(5636502397......) = 2128235324561090757559 * c12927(2648439452......)

# ECM B1=1e4, sigma=0:1490884161052456107

n=21201: c13631(6962265556......) = 5326882242326809399453 * c13610(1307005719......)

# ECM B1=1e4, sigma=0:5927321588192858639

n=21225: c11255(5498019066......) = 849027602368019793280351 * c11231(6475665869......)

# ECM B1=5e4, sigma=0:17334146279029473040

n=21238: c8597(7440350388......) = 14820116043517304327211354329 * c8569(5020440033......)

# ECM B1=1e4, sigma=0:4894943130046663546

n=21250: c7980(4811909233......) = 11707953750558133955245001 * c7955(4109948959......)

# ECM B1=1e4, sigma=0:8408979761953907317

n=21275: c15789(9321257850......) = 87113136121369859351 * c15770(1070017481......)

# ECM B1=1e4, sigma=0:8707403082608039128

n=21287: c18223(3894486669......) = 51675321098210657723 * c18203(7536453739......)

# ECM B1=1e4, sigma=0:8909566398708401666

n=21303: c14143(3911796805......) = 288428826280547060947 * c14123(1356243360......)

# ECM B1=1e4, sigma=0:7202715153143771964

n=21315: c9400(5098382190......) = 1443432103163565271 * c9382(3532124704......)

# ECM B1=1e4, sigma=0:15666121437661321348

n=21357: c12088(3077629523......) = 19992138034320318637 * c12069(1539419905......)

# ECM B1=1e4, sigma=0:17547221799989070958

n=21365: c17051(1251995395......) = 259452956343602321921 * c17030(4825519867......)

# ECM B1=1e4, sigma=0:11513801395441566223

n=21385: c13220(3889450425......) = 5339978282204544012732881 * c13195(7283644651......)

# ECM B1=5e4, sigma=0:17907232566228080557

n=21387: c14217(4769067629......) = 1114353730940619493 * c14199(4279671254......)

# ECM B1=1e4, sigma=0:7271117403959471675

n=21435: c11425(1109988900......) = 569148214527698366521 * c11404(1950263343......)

# ECM

n=21483: c10777(5513240937......) = 50634085832470384399 * c10758(1088839829......)

# ECM B1=1e4, sigma=0:13233725656528870776

n=21497: c17713(1111110999......) = 425298647145889483 * c17695(2612542991......)

# ECM B1=5e4, sigma=0:6647216459595606673

n=21525: c9587(7120875294......) = 102298249213624801 * c9570(6960896544......)

# ECM B1=1e4, sigma=0:18300425252397746074

n=21561: c14356(3268056154......) = 235148381788717245397 * c14336(1389784667......)

# ECM B1=1e4, sigma=0:2902363761667241566

n=21585: c11499(3673136857......) = 37261239191313573841 * c11479(9857795760......)

# ECM B1=5e4, sigma=0:15197225052938147745

n=21627: c14256(9999999999......) = 157607960803113998197 * c14236(6344857169......)

# ECM B1=5e4, sigma=0:294895515628525102

n=21633: c14394(6506070997......) = 1186386976063387489 * c14376(5483936632......)

# ECM B1=1e4, sigma=0:911338458899413813

n=21635: c17294(2288986612......) = 12174051282647802844561 * c17272(1880217652......)

# ECM B1=1e4, sigma=0:5312427923064079264

n=21670: c7836(1398378735......) = 20377473541348623167273081 * c7810(6862375421......)

# ECM B1=1e4, sigma=0:352296393527545214

n=21711: c14431(3425606619......) = 809363485029904591 * c14413(4232469938......)

# ECM B1=1e4, sigma=0:9352663184804964280

n=21830: c8332(3482510043......) = 111734974349222587099137451 * c8306(3116759156......)

# ECM B1=1e4, sigma=0:7021377565632346687

n=21857: c19830(6929488954......) = 23210411801825925359 * c19811(2985508837......)

# ECM B1=1e4, sigma=0:5331735330532438458

n=21867: c14092(4612762884......) = 16265291636494226071 * x14073(2835954613......)

# ECM B1=1e4, sigma=0:14839394770062166428

n=21867: x14073(2835954613......) = 325292676468437663803 * x14052(8718163113......)

# ECM B1=5e4, sigma=0:8712684791443844099

n=21867: x14052(8718163113......) = 39906420525238821956044603 * c14027(2184651742......)

# ECM B1=5e4, sigma=0:17851044151083231955

n=21909: c14236(1484603810......) = 1632698554201967467 * c14217(9092944969......)

# ECM B1=5e4, sigma=0:14308485009892142983

n=21957: c13452(3410265927......) = 5248507579608649747 * c13433(6497591697......)

# ECM

n=22011: c12285(3192814862......) = 107945394903611397607333 * c12262(2957805532......)

# ECM B1=1e4, sigma=0:5299528355054544955

n=22115: c17688(9000090000......) = 48206405478377646881 * c17669(1866990478......)

# ECM B1=1e4, sigma=0:11820288809281573018

n=22145: c17127(6184072536......) = 16830212683230851084281 * c17105(3674387634......)

# ECM B1=1e4, sigma=0:9844156216978614301

n=22154: c9343(5217148652......) = 16232680754863803614299909291 * c9315(3213978474......)

# ECM B1=5e4, sigma=0:18395529354900685951

n=22155: c10053(1490851417......) = 322073755160713711 * c10035(4628913079......)

# ECM B1=1e4, sigma=0:11119082497612360740

n=22169: c18984(4228306971......) = 115094469520870345241 * c18964(3673770763......)

# ECM B1=1e4, sigma=0:6725015672920309828

n=22233: c14820(9009009009......) = 1554812698331656237 * c14802(5794272852......)

# ECM B1=5e4, sigma=0:8316292859879833214

n=22269: c13657(1826912787......) = 1270947700016439676999 * c13636(1437441358......)

# ECM B1=1e4, sigma=0:3727857529763144363

n=22345: c17242(1552159809......) = 16900069222864884695911 * c17219(9184339954......)

# ECM B1=1e4, sigma=0:8499800206074797594

n=22421: c19180(8997650317......) = 3352541913708378816638431 * c19156(2683829329......)

# ECM B1=1e4, sigma=0:15485324412031015789

n=22547: c19288(3251506509......) = 5341066302036992842631 * c19266(6087747887......)

# ECM B1=1e4, sigma=0:6835905888181188246

n=22683: c15096(2231899434......) = 20005771765827868453 * c15077(1115627760......)

# ECM B1=1e4, sigma=0:16731302122055958404

n=22780L: c4219(4091448546......) = 216457672053802135768635628781 * c4190(1890184121......)

# ECM B1=1e4, sigma=0:5584788771520815758

n=22792: c8605(9000578362......) = 8834687830663155726351244313 * c8578(1018777180......)

# ECM B1=1e4, sigma=0:520634115065550817

n=22835: c18212(9009690751......) = 25203428149885358881 * c18193(3574787801......)

# ECM B1=1e4, sigma=0:13438512310677518040

n=22923: c15223(3116012252......) = 1494355204722379034180413 * c15199(2085188476......)

# ECM B1=1e4, sigma=0:2147777029767470831

n=22983: c14887(2775098160......) = 1093280029891691923 * c14869(2538323288......)

# ECM B1=1e4, sigma=0:15307665298199272703

n=23007: c15316(2242990143......) = 2373956002553053729 * c15297(9448322299......)

# ECM B1=1e4, sigma=0:8652561596260854830

n=23037: c13132(1702149443......) = 618514289496739234747 * c13111(2751996958......)

# ECM B1=1e4, sigma=0:14499823075811577981

n=23127: c14169(3673172634......) = 89014819697274076321 * c14149(4126473150......)

# ECM B1=5e4, sigma=0:16561266855055460874

n=23182: c11339(1516015821......) = 617308658987896807408969 * c11315(2455847330......)

# ECM B1=1e4, sigma=0:14750828109434317995

n=23253: c14773(2553286576......) = 1172079243655679959 * c14755(2178424872......)

# ECM B1=5e4, sigma=0:1760116433196831451

n=23301: c15503(1561100361......) = 3277002288424283911 * c15484(4763806136......)

# ECM B1=5e4, sigma=0:1252206888185549008

n=23305: c18077(1623320901......) = 23661740167596263071 * c18057(6860530501......)

# ECM B1=5e4, sigma=0:8399876993653503996

n=23325: c12401(1000010000......) = 487536569084683379551 * c12380(2051148700......)

# ECM B1=1e4, sigma=0:17260254037379040172

n=23349: c15105(1995779188......) = 147789261094157905231 * c15085(1350422333......)

# ECM B1=5e4, sigma=0:14790019209483169032

n=23379: c15553(2193978508......) = 165667879013779680427 * c15533(1324323412......)

# ECM B1=1e4, sigma=0:6834665191710501808

n=23397: c14161(1109999999......) = 735740701907682769 * c14143(1508683694......)

# ECM B1=1e4, sigma=0:17514727873812441369

n=23445: c12472(2329789003......) = 3175502942518954471 * c12453(7336755926......)

# ECM B1=1e4, sigma=0:2940559729077306826

n=23463: c14033(5301031538......) = 624840361830975821653 * c14012(8483817407......)

# ECM B1=1e4, sigma=0:3586932042847955688

n=23515: c18798(1883708276......) = 26780769024165100801 * c18778(7033809502......)

# ECM B1=1e4, sigma=0:9347824176308454346

n=23517: c14247(3943249991......) = 13532369537168916409 * x14228(2913939041......)

# ECM B1=1e4, sigma=0:4845656916988286495

n=23517: x14228(2913939041......) = 39573630106027021603 * c14208(7363335214......)

# ECM B1=1e4, sigma=0:4173662665960860708

n=23532: c7474(6895623834......) = 29737294653292276983456721 * c7449(2318847062......)

# ECM B1=1e4, sigma=0:9473413649709749618

n=23534: c9818(6891824277......) = 3157191958783003577900215207 * c9791(2182896816......)

# ECM B1=1e4, sigma=0:10295747268589020512

n=23547: c15273(1109999999......) = 10289906906002384117 * c15254(1078726960......)

# ECM B1=1e4, sigma=0:14556748417964762849

n=23615: c18888(9000090000......) = 1776409109961325543961 * c18867(5066451162......)

# ECM B1=5e4, sigma=0:1221147491762017470

n=23649: c15745(1162152295......) = 643081663260152445397 * c15724(1807161301......)

# ECM B1=5e4, sigma=0:13002841953913688706

n=23716: c9232(2076101747......) = 41343132242903983955543796409 * c9203(5021636327......)

# ECM B1=1e4, sigma=0:615976653126593673

n=23727: c14350(2834896772......) = 86248627935838581049 * c14330(3286889125......)

# ECM B1=1e4, sigma=0:1273264673718131000

n=23874: c7527(1088248646......) = 1761706297987875633668971327 * c7499(6177242188......)

# ECM B1=1e4, sigma=0:1863616734750499880

n=23877: c13602(1074954539......) = 3841087778480769013 * c13583(2798568015......)

# ECM B1=1e4, sigma=0:7752405589908293548

n=23933: c18865(1111110999......) = 494370423450641364719 * c18844(2247527253......)

# ECM B1=1e4, sigma=0:14735542655842792633

n=23985: c11469(2484546753......) = 389658670684753139281 * c11448(6376213183......)

# ECM B1=5e4, sigma=0:14488576713642770375

n=23994: c7554(5407198440......) = 30750876377685464370803929 * c7529(1758388403......)

# ECM B1=1e4, sigma=0:11523454315550703074

n=24024: c5737(5090374452......) = 88129550441726994592393 * c5714(5776013183......)

# ECM B1=5e4, sigma=0:9713731868373336756

n=24096: c7975(3578003539......) = 3665208506805432013254721 * c7950(9762073651......)

# ECM B1=1e4, sigma=0:8052305619418095107

n=24141: c14816(1690203116......) = 74999151347490225988159 * c14793(2253629655......)

# ECM B1=1e4, sigma=0:7945937985005281762

n=24182: c11827(4967742762......) = 2663448914848991921304253 * c11803(1865154137......)

# ECM B1=1e4, sigma=0:11269401291860491307

n=24198: c7757(9209164109......) = 350391817424762360893 * c7737(2628247479......)

# ECM B1=1e4, sigma=0:14156873381879568423

n=24215: c18593(1111099999......) = 439900203122859870757361 * c18569(2525800152......)

# ECM B1=5e4, sigma=0:11379479446820666854

n=24275: c19400(9999900000......) = 591576101607163601 * c19383(1690382686......)

# ECM B1=1e4, sigma=0:6897619146302772734

n=24296: c12072(6695899266......) = 19414525764320376430057 * c12050(3448912091......)

# ECM B1=5e4, sigma=0:13066843245597082134

n=24309: c15553(1001000999......) = 7724004502754058283 * c15534(1295961181......)

# ECM B1=5e4, sigma=0:6288356355222141653

n=24399: c16256(2047173099......) = 7420739917219219639 * c16237(2758718298......)

# ECM B1=5e4, sigma=0:17020768031565363050

n=24475: c17601(1000010000......) = 1581196988597899201 * c17582(6324385938......)

# ECM B1=1e4, sigma=0:5977718398094178930

n=24498: c8146(3707025569......) = 180080916537172724297742619 * c8120(2058533264......)

# ECM B1=1e4, sigma=0:17200668868447901066

n=24504: c8153(1847611767......) = 352899977437209745197913 * c8129(5235511151......)

# ECM B1=5e4, sigma=0:9301084510610402899

n=24573: c16360(2197182765......) = 111415757980587271027 * c16340(1972057458......)

# ECM B1=1e4, sigma=0:16773169553854271339

n=24585: c11797(1849471645......) = 1764863386692217351 * c11779(1047940401......)

# ECM B1=1e4, sigma=0:17542546265266338061

n=24610: c9308(2140069721......) = 3811956555236951632361 * c9286(5614097879......)

# ECM B1=1e4, sigma=0:5823882607626358740

n=24618: c7440(9100000000......) = 230170794104693162189173 * c7417(3953585873......)

# ECM B1=1e4, sigma=0:6899531697095237601

n=24812: c12378(8953250510......) = 2567403392587382775850069 * c12354(3487278444......)

# ECM B1=1e4, sigma=0:5117510217495640701

n=24820M: c4593(7044091434......) = 2290209064987432553634354401 * c4566(3075741661......)

# ECM B1=1e4, sigma=0:7947845851439365200

n=24845: c19863(2471849519......) = 253397161600979161 * c19845(9754842967......)

# ECM B1=5e4, sigma=0:17944051263552702959

n=24891: c16554(2386465713......) = 29195344033391005489 * c16534(8174131157......)

# ECM B1=1e4, sigma=0:11925271780493747267

n=24950: c9935(4560775952......) = 197943159087120957362543401 * c9909(2304083643......)

# ECM B1=1e4, sigma=0:15915564266073056001

n=25023: c15754(2662010866......) = 11466831140131570639 * c15735(2321487805......)

# ECM B1=1e4, sigma=0:14848282288127258951

n=25080: c5755(2848305854......) = 1143690294712847526450961 * x5731(2490452063......)

# ECM B1=1e4, sigma=0:12727133408255256466

n=25080: x5731(2490452063......) = 611756180370510288810021601 * c5704(4070987990......)

# ECM B1=1e4, sigma=0:2774459882328459343

n=25085: c19242(9008165415......) = 746775970854057271 * c19225(1206274139......)

# ECM B1=1e4, sigma=0:4061623862585110342

n=25135: c18241(1111099999......) = 9299584567589157161 * c18222(1194784553......)

# ECM B1=1e4, sigma=0:10236530833757146438

n=25146: c7555(1986397466......) = 134452133089098000398425171 * c7529(1477401228......)

# ECM B1=1e4, sigma=0:7658127163432284994

n=25194: c6884(5447727123......) = 2801063036269636773961 * c6863(1944878445......)

# ECM B1=1e4, sigma=0:5456971766090312207

n=25203: c16201(1109999999......) = 29564491844664620947 * c16181(3754503902......)

# ECM B1=1e4, sigma=0:14717092003564549831

n=25250: c9976(1590220691......) = 3211558009734235977564251 * x9951(4951555247......)

# ECM B1=1e4, sigma=0:8929868450959121694

n=25250: x9951(4951555247......) = 95720560779065671796251 * c9928(5172927537......)

# ECM B1=1e4, sigma=0:18105229859205186925

n=25326: c7128(9999999990......) = 574496984026024533153317863 * c7102(1740653174......)

# ECM B1=1e4, sigma=0:6279355903817027997

n=25395: c13527(1243653672......) = 1225230063071597761 * c13509(1015036857......)

# ECM B1=1e4, sigma=0:13083088915200345064

n=25470: c6763(2451409865......) = 215049444359822606018608561 * c6737(1139928481......)

# ECM B1=1e4, sigma=0:1756458121346033628

n=25521: c16544(1185901929......) = 65237992431370729 * c16527(1817808741......)

# ECM B1=1e4, sigma=0:15983338873002325466

n=25584: c7622(1281124698......) = 9172484927092575898993 * c7600(1396704064......)

# ECM B1=1e4, sigma=0:5550099124098023374

n=25605: c13613(3177453542......) = 475330784235385547353946671 * c13586(6684720721......)

# ECM B1=1e4, sigma=0:14735688606254754393

n=25625: c19987(3095327269......) = 72568888774107450001 * c19967(4265364017......)

# ECM B1=5e4, sigma=0:10012304445411238673

n=25638: c8527(1249914141......) = 19262564926340200322324059 * c8501(6488825064......)

# ECM B1=1e4, sigma=0:14116388513886113381

n=25730: c9797(1674750359......) = 124120776710258222158811 * c9774(1349290911......)

# ECM B1=1e4, sigma=0:14900294261078219905

n=25752: c8064(9999000100......) = 1172152428085714623812233 * c8040(8530460595......)

# ECM B1=5e4, sigma=0:17083962508452107261

n=25776: c8530(3390625144......) = 21509579230574839686177409 * c8505(1576332622......)

# ECM B1=1e4, sigma=0:10998943648986873627

n=25947: c16740(9999999999......) = 2825325604183827961 * c16722(3539415062......)

# ECM B1=5e4, sigma=0:8113207566096359935

n=25970: c8730(1119359310......) = 75031315201628257370529121 * c8704(1491856176......)

# ECM B1=1e4, sigma=0:3933920290565895471

n=25974: c7776(9999999990......) = 4166605748846142665292529 * c7752(2400035086......)

# ECM B1=1e4, sigma=0:18210273077231590878

n=26010: c6520(8649437776......) = 606436745795777688086044171 * c6494(1426272045......)

# ECM B1=1e4, sigma=0:10258401372830859480

n=26040: c5750(2805968280......) = 1780017123829607138543761 * c5726(1576371509......)

# ECM B1=1e4, sigma=0:14566173742110543869

n=26194: c11195(1676291262......) = 31751664769868796187933 * c11172(5279380702......)

# ECM B1=1e4, sigma=0:7033261495279955316

n=26226: c8249(3514844296......) = 853419201545045046091649167 * c8222(4118543724......)

# ECM B1=1e4, sigma=0:14848446195755301540

n=26274: c8376(3812828769......) = 230121685815882731099329 * c8353(1656875038......)

# ECM B1=1e4, sigma=0:5128509987279686223

n=26322: c8472(1454798897......) = 7778409467854080360247 * c8450(1870303823......)

# ECM B1=1e4, sigma=0:14867095908389256107

n=26337: c17538(3685675044......) = 198570668956465627 * c17521(1856102446......)

# ECM B1=1e4, sigma=0:2963702222898602674

n=26376: c7474(1744457582......) = 4553756402447755698812233 * c7449(3830810058......)

# ECM B1=1e4, sigma=0:7829208637242492632

n=26382: c8787(6942196426......) = 1548189473112883212303409 * c8763(4484074169......)

# ECM B1=1e4, sigma=0:961542867367397637

n=26430: c7019(2924933317......) = 34994601733704005034121 * c6996(8358241478......)

# ECM B1=1e4, sigma=0:1260561365293163194

n=26439: c15083(1986669965......) = 20452184087643200467 * c15063(9713730119......)

# ECM B1=1e4, sigma=0:9549624107174758507

n=26475: c14064(2837749550......) = 5826293841869430151 * c14045(4870591197......)

# ECM B1=1e4, sigma=0:4770634359901682588

n=26493: c17655(5667504833......) = 352537650868551199 * c17638(1607631077......)

# ECM B1=1e4, sigma=0:7797502421069966159

n=26553: c17223(8178423689......) = 20184506055973178431 * c17204(4051832463......)

# ECM B1=1e4, sigma=0:8054937149518216227

n=26635: c18227(2174192349......) = 907631239785705191 * c18209(2395457817......)

# ECM B1=1e4, sigma=0:9514886829323528885

n=26718: c8631(2546385625......) = 1621487610760795391781847 * c8607(1570400913......)

# ECM B1=1e4, sigma=0:8361684348700021355

n=26772: c8411(7776987454......) = 2666611004775651116581309 * c8387(2916431170......)

# ECM B1=1e4, sigma=0:2781180797398012831

n=26808: c8897(1116199227......) = 1290771593266612604897356129 * c8869(8647534799......)

# ECM B1=5e4, sigma=0:16026497116361290346

n=26810: c9123(1081179529......) = 992316905945094996433931 * c9099(1089550649......)

# ECM B1=1e4, sigma=0:7630332745329421411

n=26840: c9559(4389063287......) = 4546541712120215709802561 * c9534(9653630310......)

# ECM B1=1e4, sigma=0:10419280294532541779

n=26904: c8316(2244029439......) = 1192438002594659748313 * x8295(1881883531......)

# ECM B1=1e4, sigma=0:2094124022226330331

n=26904: x8295(1881883531......) = 6922321770670746302037577 * c8270(2718572747......)

# ECM B1=1e4, sigma=0:6198362758040624127

n=26922: c7659(7855760545......) = 195813582505943579761333 * c7636(4011856810......)

# ECM B1=1e4, sigma=0:4273323543041455636

n=26955: c14333(2171196168......) = 2344657778032122001 * c14314(9260183676......)

# ECM B1=1e4, sigma=0:4425633419420169649

n=26973: c17496(9999999999......) = 724505639329638163 * c17479(1380251506......)

# ECM B1=1e4, sigma=0:15102013842192712818

n=26975: c19674(5148849167......) = 95606419507481186201 * c19654(5385463856......)

# ECM B1=1e4, sigma=0:15100391354440735919

n=26985: c12279(3104422883......) = 1779437046691521745172401 * c12255(1744609560......)

# ECM B1=1e4, sigma=0:10752922293377606555

n=26992: c11471(7141917926......) = 31551149583434518922081 * c11449(2263599907......)

# ECM B1=1e4, sigma=0:6708287379700868041

n=27018: c8415(1522491745......) = 16193327213955855599011 * c8392(9401969867......)

# ECM B1=1e4, sigma=0:11236094047534544167

n=27027: c12939(1352535169......) = 3899928113610959431 * c12920(3468102820......)

# ECM

n=27051: c17641(1109999999......) = 9523250591698722187453 * c17619(1165568404......)

# ECM B1=1e4, sigma=0:6705774376251705141

n=27105: c13243(4154702800......) = 6000378353339509231 * c13224(6924068043......)

# ECM B1=5e4, sigma=0:9869570133106169640

n=27117: c17161(1001000999......) = 190361409277426921 * c17143(5258423983......)

# ECM B1=1e4, sigma=0:7876074095240148745

n=27135: c14223(1628942912......) = 570881084301487220671 * c14202(2853383930......)

# ECM B1=1e4, sigma=0:11520821348997833638

n=27168: c8987(3404030074......) = 1157790036888727897751809 * c8963(2940110007......)

# ECM B1=1e4, sigma=0:639666021687420425

n=27216: c7768(1449946420......) = 18700245124714579503169 * c7745(7753622537......)

# ECM B1=5e4, sigma=0:7356744721104367879

n=27279: c15522(1640630834......) = 15948252493087905649 * c15503(1028721382......)

# ECM B1=5e4, sigma=0:8640723117040054547

n=27285: c13546(4379102657......) = 2255083528262578471 * c13528(1941880468......)

# ECM B1=1e4, sigma=0:12753800655695969398

n=27321: c15585(1328144457......) = 3974662291364927359 * c15566(3341527807......)

# ECM B1=1e4, sigma=0:1504783295051126697

n=27339: c16793(2916762764......) = 60922172944862020039 * c16773(4787686688......)

# ECM B1=1e4, sigma=0:2587162730458981712

n=27354: c8815(4191197652......) = 21936345801942390769063 * c8793(1910617971......)

# ECM B1=1e4, sigma=0:8657162649586051970

n=27370: c8421(1961759197......) = 153014242595786944865291 * c8398(1282076206......)

# ECM B1=1e4, sigma=0:5661735426330899546

n=27376: c12982(8196515786......) = 86049998793570949184977 * c12959(9525294481......)

# ECM B1=1e4, sigma=0:4244953641579932782

n=27417: c15527(6056886726......) = 24293626200542668867 * c15508(2493199934......)

# ECM B1=1e4, sigma=0:13073239226912900804

n=27450: c7194(2739087407......) = 320097095422076599240051 * c7170(8557051739......)

# ECM B1=1e4, sigma=0:11989849879044411254

n=27480: c7278(3586325064......) = 2660206030245011887668241 * c7254(1348138085......)

# ECM B1=1e4, sigma=0:8745133721923069568

n=27501: c17947(5045248148......) = 10500387311958563172403 * c17925(4804821002......)

# ECM B1=1e4, sigma=0:13134032355110089448

n=27552: c7667(6533382529......) = 5979592261303261578776737 * c7643(1092613382......)

# ECM B1=1e4, sigma=0:16911889202490635134

n=27602: c13352(6927377592......) = 128679444584098035421091 * c13329(5383437591......)

# ECM B1=1e4, sigma=0:16706414593088029206

n=27603: c18353(3123473111......) = 44603100051217394340889 * c18330(7002816190......)

# ECM B1=1e4, sigma=0:2811727544882174259

n=27657: c15752(1843253709......) = 7845749492427246079 * c15733(2349365999......)

# ECM B1=1e4, sigma=0:7091256735442554620

n=27714: c8870(1522682767......) = 2590356804453400081927 * c8848(5878274239......)

# ECM B1=5e4, sigma=0:18095302330832883275

n=27776: c11491(6514246069......) = 1005581043141253466497 * c11470(6478091561......)

# ECM B1=1e4, sigma=0:744688461125727066

n=27777: c18027(1665044123......) = 34448352356279815243 * x18007(4833450687......)

# ECM B1=1e4, sigma=0:15308350277578488566

n=27777: x18007(4833450687......) = 743124957169684081 * c17989(6504223334......)

# ECM B1=1e4, sigma=0:5540950880539319183

n=27854: c13166(4443253257......) = 260183528050843235959961983 * c13140(1707738107......)

# ECM B1=5e4, sigma=0:5863260592801819424

n=27936: c9193(4082158288......) = 5265271530108791385409 * c9171(7752987220......)

# ECM B1=1e4, sigma=0:4741203781628486531

n=27965: c17603(3946551792......) = 23322671765998181499161 * c17581(1692152525......)

# ECM B1=5e4, sigma=0:10464192478801873613

n=27984: c8320(9999999900......) = 108550074319942807793049073 * x8294(9212338142......)

# ECM B1=1e4, sigma=0:11712824128940603312

n=27984: x8294(9212338142......) = 22266092019699432702103153 * c8269(4137384384......)

# ECM B1=1e4, sigma=0:14046006888609611005

n=28014: c7378(5438993080......) = 2086335587999704072317259 * c7354(2606959835......)

# ECM B1=1e4, sigma=0:984400681771588939

n=28023: c18680(9009009009......) = 393997738280061649 * c18663(2286563635......)

# ECM B1=1e4, sigma=0:12306561746682432888

n=28047: c18696(9009009009......) = 147690240504695548878414601 * c18670(6099935228......)

# ECM B1=5e4, sigma=0:13669411089657607223

n=28080: c6878(1787823689......) = 2185525829029697198497441 * c6853(8180290830......)

# ECM B1=1e4, sigma=0:4821863469727326080

n=28083: c15824(1085552679......) = 58420593545890048111 * c15804(1858167837......)

# ECM B1=5e4, sigma=0:15765603161590189303

n=28185: c15016(1421536834......) = 478916107977721098318721 * c14992(2968237674......)

# ECM B1=1e4, sigma=0:17760290893603066607

n=28221: c17942(8710610221......) = 309788133885310039 * c17925(2811795956......)

# ECM B1=1e4, sigma=0:13552930972318458912

n=28239: c18801(1219078867......) = 30839547620626590151 * c18781(3952972600......)

# ECM B1=1e4, sigma=0:2604085778176023551

n=28269: c18753(2578353793......) = 251553999964427270641 * c18733(1024970302......)

# ECM B1=5e4, sigma=0:2574115057009784671

n=28280: c9600(9999000099......) = 12605533847339082835921 * x9578(7932230575......)

# ECM B1=5e4, sigma=0:7883959256403741910

n=28280: x9578(7932230575......) = 8529920615414260116779201 * c9553(9299301755......)

# ECM B1=1e4, sigma=0:6716101612913826398

n=28305: c13811(1133400046......) = 104840599586512675681 * c13791(1081069786......)

# ECM B1=1e4, sigma=0:9153354112463038627

n=28371: c16129(1000000100......) = 13619312438823617500019599 * c16103(7342515303......)

# ECM B1=5e4, sigma=0:4589181835808514422

n=28389: c18889(1422358907......) = 144867158225640393930757 * c18865(9818366874......)

# ECM B1=5e4, sigma=0:10144730540492850356

n=28474: c13575(1591552634......) = 63337376351536698550889 * c13552(2512817433......)

# ECM B1=1e4, sigma=0:14907632616828073253

n=28545: c13746(2992666795......) = 2655413631340022249071 * c13725(1127005887......)

# ECM B1=1e4, sigma=0:14647415436314671506

n=28566: c9059(1650123632......) = 44331421107818315669131 * c9036(3722243933......)

# ECM B1=1e4, sigma=0:3534002743557972947

n=28623: c15441(2020589298......) = 5303485995060241717 * c15422(3809926716......)

# ECM B1=1e4, sigma=0:11339165132564080771

n=28641: c19052(5526677846......) = 23974951328872180801 * c19033(2305188348......)

# ECM B1=1e4, sigma=0:3442081551793371608

n=28665: c12066(4868957467......) = 1062174343713644071 * x12048(4583953186......)

# ECM B1=1e4, sigma=0:15790576466510106740

n=28665: x12048(4583953186......) = 168474842845603785207991 * c12025(2720853220......)

# ECM B1=1e4, sigma=0:12261058878443564745

n=28671: c18051(3931970228......) = 723563856384088172114227 * c18027(5434171696......)

# ECM B1=1e4, sigma=0:6375547751911743820

n=28858: c14045(5971537904......) = 8249478286535256189647 * c14023(7238685523......)

# ECM B1=5e4, sigma=0:5688415434025009831

n=28974: c8750(1392387965......) = 2507193276031456158103 * c8728(5553572510......)

# ECM B1=1e4, sigma=0:14240698831398908562

n=28977: c17789(2391337613......) = 3481424226931048311378271 * c17764(6868848660......)

# ECM B1=1e4, sigma=0:15111932321040329749

n=29010: c7705(4895645526......) = 22023152961295128905571147001 * c7677(2222953968......)

# ECM B1=1e4, sigma=0:3877552703782845238

n=29085: c13213(9492454243......) = 2857373493694245961 * c13195(3322090816......)

# ECM B1=5e4, sigma=0:13332839530315673748

n=29103: c18995(2459517721......) = 4056974502450563761 * c18976(6062443132......)

# ECM B1=1e4, sigma=0:15120920183584501734

n=29163: c19433(1363279522......) = 23182013027428820554333 * x19410(5880764197......)

# ECM B1=1e4, sigma=0:1449295626868714464

n=29163: x19410(5880764197......) = 451481932829555323 * c19393(1302546961......)

# ECM B1=1e4, sigma=0:7583148675682348586

n=29187: c18217(1000000001......) = 548080371238940896249 * c18196(1824549926......)

# ECM B1=1e4, sigma=0:2513626282983711482

n=29211: c15251(2237066382......) = 92889725539166262097483 * c15228(2408303361......)

# ECM B1=1e4, sigma=0:5042425034096539344

n=29252: c14281(1009999999......) = 163403890905396039844489 * c14257(6181003367......)

# ECM B1=5e4, sigma=0:12047356156773948973

n=29286: c9741(1285493454......) = 4241635168427151787035379 * c9716(3030655403......)

# ECM B1=1e4, sigma=0:9735182656455042754

n=29298: c9196(1374893232......) = 679485282834759369190896637 * c9169(2023433423......)

# ECM B1=5e4, sigma=0:16026694691384890107

n=29325: c14072(1882951722......) = 1531577410435125706351 * c14051(1229419883......)

# ECM B1=1e4, sigma=0:4451101286841553790

n=29352: c9777(1000099999......) = 20428620900245821420393 * c9754(4895582550......)

# ECM B1=1e4, sigma=0:6421091931132784524

n=29361: c19543(1120196352......) = 1405230051036414289 * c19524(7971622523......)

# ECM B1=1e4, sigma=0:190825107493409971

n=29445: c14381(1512614674......) = 85449273576535566751 * c14361(1770190209......)

# ECM B1=1e4, sigma=0:17249554293613793229

n=29463: c15817(2084153426......) = 20473904598710858797321 * c15795(1017956011......)

# ECM B1=1e4, sigma=0:17981987554584620132

n=29481: c18932(3778400205......) = 125753566361371406881 * c18912(3004606799......)

# ECM B1=1e4, sigma=0:16202938921897290213

n=29486: c14057(1658086454......) = 26554820333243822911769 * c14034(6244013077......)

# ECM B1=1e4, sigma=0:14566228844976037612

n=29565: c15487(1544487794......) = 2624555152806075271 * c15468(5884760291......)

# ECM B1=1e4, sigma=0:5189179876395235958

n=29607: c19315(3749100722......) = 1761827412957261919 * c19297(2127961396......)

# ECM B1=1e4, sigma=0:8516863050526346930

n=29637: c18972(2516659900......) = 35331479991863288677 * c18952(7122995983......)

# ECM B1=1e4, sigma=0:9213432173771044143

n=29682: c9216(9990010000......) = 131688568898272539281356561 * c9190(7586087451......)

# ECM B1=1e4, sigma=0:17675593797426795268

n=29697: c18697(2653860426......) = 6035044065534845653 * c18678(4397416816......)

# ECM B1=1e4, sigma=0:4405530697768872010

n=29703: c19794(1417303515......) = 544226501414491843 * c19776(2604253030......)

# ECM B1=1e4, sigma=0:15383977394756811977

n=29721: c19767(1758236742......) = 207972579412403917 * c19749(8454175775......)

# ECM B1=5e4, sigma=0:15565900917846229052

n=29784: c9203(1711727455......) = 11357908968050115432217 * c9181(1507079745......)

# ECM B1=1e4, sigma=0:747419220221106113

n=29835: c13813(2626363757......) = 655275603187609956770401 * c13789(4008029209......)

# ECM B1=5e4, sigma=0:12827180233331348240

n=29841: c16438(1564123103......) = 771791445479713597 * c16420(2026613682......)

# ECM B1=1e4, sigma=0:11932498499968579172

n=29868: c9298(2903010096......) = 12438714632115422047056229 * c9273(2333850548......)

# ECM B1=5e4, sigma=0:12394088022174401440

n=29934: c9966(6080039061......) = 328963613749445612616967 * c9943(1848240597......)

# ECM B1=1e4, sigma=0:4916052754068599013

n=29979: c19970(1458895236......) = 94129966037817934129 * c19950(1549873326......)

# ECM B1=5e4, sigma=0:10104770159150128360

n=29985: c15963(2724353362......) = 1543516057077710610121 * c15942(1765030787......)

# ECM B1=1e4, sigma=0:1461639358197445185

n=29996: c14977(4932396918......) = 49246991470593406531501 * c14955(1001563094......)

# ECM B1=5e4, sigma=0:12496536353434668467

n=30090: c7388(3571916324......) = 686400537501339873131222491 * c7361(5203836724......)

# ECM B1=1e4, sigma=0:1204460532526289828

n=30171: c19707(3679017337......) = 135179245065844463917 * c19687(2721584468......)

# ECM B1=1e4, sigma=0:18297019203006899086

n=30206: c13697(1552516848......) = 3730602868027233467611 * c13675(4161570941......)

# ECM B1=1e4, sigma=0:16521609745392283542

n=30243: c18945(1109999999......) = 883838586348860515231 * c18924(1255885426......)

# ECM B1=1e4, sigma=0:2453186329234993263

n=30336: c9960(2350543879......) = 15789092459840454195073 * c9938(1488713733......)

# ECM B1=1e4, sigma=0:8340237511710021571

n=30597: c16544(4365938773......) = 1447087863451381082401 * c16523(3017051613......)

# ECM B1=1e4, sigma=0:1894760973360463636

n=30624: c8933(8201405611......) = 59468022701627926849 * c8914(1379128687......)

# ECM B1=1e4, sigma=0:1509270939987901276

n=30687: c19969(1109999999......) = 55996974933729714613 * c19949(1982249936......)

# ECM B1=1e4, sigma=0:17175376022316811109

n=30690: c7184(5647601674......) = 443201595024995508241 * c7164(1274273770......)

# ECM

n=30735: c16350(4411483491......) = 33700247770524179287591 * c16328(1309035921......)

# ECM B1=1e4, sigma=0:8653735495040984780

n=30771: c18859(3253055626......) = 1478166904642047049 * c18841(2200736342......)

# ECM B1=1e4, sigma=0:2908469359181801363

n=30957: c19346(1458653315......) = 149450718947920597 * c19328(9760095672......)

# ECM B1=1e4, sigma=0:17036014214547721628

n=31038: c8836(3196690763......) = 10292947908828817456729 * c8814(3105709648......)

# ECM B1=1e4, sigma=0:14519110420106972626

n=31155: c15818(1714899338......) = 3967957374745650271 * c15799(4321869357......)

# ECM B1=1e4, sigma=0:8497880232073188499

n=31360: c10753(1000000000......) = 196156435179958865921 * c10732(5097971927......)

# ECM B1=5e4, sigma=0:12484848972004934192

n=31551: c19381(3216054606......) = 21969560633692779277 * c19362(1463868422......)

# ECM B1=1e4, sigma=0:12694613175470724379

n=31570: c9558(1691791734......) = 1466343267512484375811721 * c9534(1153748765......)

# ECM B1=1e4, sigma=0:5563291489358589816

n=31614: c9560(9100000000......) = 17005313517435637889268049 * c9535(5351268584......)

# ECM B1=1e4, sigma=0:12020807104501206686

n=31647: c16297(4324288220......) = 2240807844306329761 * c16279(1929789844......)

# ECM B1=1e4, sigma=0:14584946238725523592

n=31695: c16884(1199566199......) = 60652537069321207471 * c16864(1977767554......)

# ECM B1=1e4, sigma=0:10302410070566541493

n=31788: c10528(6075087372......) = 264697003603022713677181 * c10505(2295109989......)

# ECM B1=5e4, sigma=0:5985894215618593284

n=31955: c19662(1207555537......) = 223354799770443307116151 * c19638(5406445433......)

# ECM B1=1e4, sigma=0:13700996240197714870

n=31983: c18234(2351123316......) = 7157329456176228001 * c18215(3284916994......)

# ECM B1=5e4, sigma=0:16230841587551377557

n=32019: c19681(1109999999......) = 33611065861679899711 * c19661(3302483784......)

# ECM B1=1e4, sigma=0:5374943613910327425

n=32151: c18335(7925960610......) = 51945091425624245479 * c18316(1525834374......)

# ECM B1=1e4, sigma=0:13448445276994301863

n=32160: c8419(2894383105......) = 10054783699689350049712321 * c8394(2878612998......)

# ECM B1=1e4, sigma=0:15376345150756197654

n=32232: c9980(3102100362......) = 36459103014495435655177 * c9957(8508438514......)

# ECM B1=1e4, sigma=0:1405219286136687326

n=32235: c14669(4440359388......) = 7344947626426662001 * c14650(6045460926......)

# ECM B1=1e4, sigma=0:3105050512706347181

n=32250: c8377(9659382203......) = 6233420998460684995629001 * c8353(1549611714......)

# ECM B1=1e4, sigma=0:3204302995420094489

n=32265: c17125(1015782574......) = 66463613946455751001 * c17105(1528328831......)

# ECM B1=1e4, sigma=0:12389984416970646606

n=32274: c9720(9990010000......) = 1893138184380845859035437 * c9696(5276957637......)

# ECM B1=1e4, sigma=0:12806385495490485262

n=32310: c8553(7526720044......) = 814045983497168890635091 * c8529(9246062504......)

# ECM B1=1e4, sigma=0:17759136323540383035

n=32361: c17414(6730076528......) = 336359145558301355323 * c17394(2000860276......)

# ECM B1=5e4, sigma=0:9037908685090782052

n=32400: c8641(1000000000......) = 1870532932634226374401 * c8619(5346070002......)

# ECM B1=1e4, sigma=0:15950495326358519896

n=32424: c9167(4404529523......) = 63827274688336321056049 * c9144(6900701220......)

# ECM B1=1e4, sigma=0:344819920533582194

n=32448: c9976(3901574922......) = 133388440293013063697859841 * c9950(2924972294......)

# ECM B1=1e4, sigma=0:6732098741130489200

n=32529: c18577(1109999889......) = 477692323495386889 * c18559(2323671188......)

# ECM B1=1e4, sigma=0:4220799369153316096

n=32625: c16768(2182816083......) = 1947351451324947729751 * c16747(1120915324......)

# ECM B1=1e4, sigma=0:3509794654800974450

n=32730: c8670(2987077044......) = 679039023954985356121 * c8649(4398976994......)

# ECM B1=1e4, sigma=0:2322213490986574650

n=32760: c6896(1479789967......) = 1338956768712000224797921 * c6872(1105181289......)

# ECM B1=1e4, sigma=0:14973582231708287826

n=32769: c19788(1654429479......) = 4963688993223088732693 * c19766(3333064343......)

# ECM B1=1e4, sigma=0:2827523507712995705

n=32802: c8369(1133287849......) = 54332402108679866501448017131 * c8340(2085841606......)

# ECM B1=1e4, sigma=0:15174748604773526490

n=32901: c19921(1109999999......) = 18267263237493307910071 * c19898(6076443885......)

# ECM B1=5e4, sigma=0:385834075026991973

n=32944: c15647(5047473885......) = 2365843120479464141664017 * c15623(2133477846......)

# ECM B1=5e4, sigma=0:7272102550352894634

n=32950: c13142(1561479286......) = 1193284863182106014426361251 * c13115(1308555345......)

# ECM B1=5e4, sigma=0:13231356295426122262

n=32958: c10957(2506012294......) = 83099433253093847291881 * c10934(3015679164......)

# ECM B1=1e4, sigma=0:3321198833572188141

n=32994: c9911(1496040271......) = 17928013597081398493957 * c9888(8344707369......)

# ECM B1=1e4, sigma=0:7742958366636248460

n=33117: c17680(3156188923......) = 70261847730393426157 * c17660(4492038033......)

# ECM B1=1e4, sigma=0:3894336643009920272

n=33282: c10817(1125813597......) = 24239066927517630699877 * c10794(4644624321......)

# ECM B1=1e4, sigma=0:7551542086616543408

n=33375: c17574(1102706393......) = 631634505755733751 * c17556(1745798216......)

# ECM B1=1e4, sigma=0:12968481633157098999

n=33465: c16896(9009099100......) = 14713999935003266641 * c16877(6122807625......)

# ECM B1=1e4, sigma=0:3390057826506456023

n=33486: c11156(3281575234......) = 11376347478918076698223 * c11134(2884559601......)

# ECM B1=1e4, sigma=0:15486662618939001569

n=33525: c17746(5774972294......) = 297109795015708804017001 * c17723(1943716562......)

# ECM B1=5e4, sigma=0:8354672686101057866

n=33604: c16201(1009999999......) = 350938300886586232241 * c16180(2877998774......)

# ECM B1=1e4, sigma=0:6077331187564996794

n=33652: c16369(7815904343......) = 9529179837121470229812252449 * c16341(8202074551......)

# ECM B1=5e4, sigma=0:17677466257925604262

n=33726: c8616(2199675188......) = 3539984267809525434876326291251 * c8585(6213799333......)

# ECM B1=5e4, sigma=0:6899709279896373773

n=33776: c16848(2633924746......) = 425844668403082630629569 * c16824(6185177228......)

# ECM B1=1e4, sigma=0:5231845819125090327

n=33794: c16561(1099999999......) = 495899026995177647454623 * c16537(2218193503......)

# ECM B1=1e4, sigma=0:15945474744121147868

n=33813: c19556(4381226701......) = 65651266265872727168119 * c19533(6673483925......)

# ECM B1=1e4, sigma=0:5110161757990914894

n=34036: c16627(2282645789......) = 43589230925309470938983209 * c16601(5236719578......)

# ECM B1=1e4, sigma=0:8705037366053395922

n=34060M: c6223(1605189567......) = 890402994644263666718091421 * c6196(1802767484......)

# ECM B1=1e4, sigma=0:8434645403101217296

n=34245: c18241(1001000999......) = 252641265990427435582081 * c18217(3962143698......)

# ECM B1=5e4, sigma=0:12947548246927655862

n=34262: c16606(4554293375......) = 8515805191456431821241973 * c16581(5348047862......)

# ECM B1=1e4, sigma=0:12626743139127890603

n=34365: c17443(1857328640......) = 694996733219917831 * c17425(2672427872......)

# ECM B1=1e4, sigma=0:17481795136069572994

n=34528: c15720(2336581062......) = 11745870929840037218593 * c15698(1989278680......)

# ECM B1=1e4, sigma=0:3962958018605643341

n=34558: c16759(3281625725......) = 1102869620293955438423 * c16738(2975533703......)

# ECM B1=1e4, sigma=0:3641672189473911274

n=34606: c14516(2889588811......) = 2248967940163296804167 * c14495(1284851046......)

# ECM B1=5e4, sigma=0:7987097500767248240

n=34614: c11501(1551465107......) = 37557107995496461291 * c11481(4130949346......)

# ECM B1=1e4, sigma=0:2409279035596292504

n=34638: c11000(9100000000......) = 285801566322003629917 * c10980(3184027336......)

# ECM B1=5e4, sigma=0:13255063952641947501

n=34665: c18465(1773103238......) = 28653634887511967077201 * c18442(6188056926......)

# ECM B1=1e4, sigma=0:7061843645962143164

n=34713: c18118(4863254516......) = 10186571710538748253 * c18099(4774181790......)

# ECM B1=1e4, sigma=0:6590959462719362528

n=34734: c9902(2057556661......) = 1423711518726133064172502213 * c9875(1445206163......)

# ECM B1=1e4, sigma=0:6434221982663896541

n=34744: c16795(9594849999......) = 98734181802854061601 * c16775(9717860445......)

# ECM B1=1e4, sigma=0:12298211596970506267

n=34806: c11566(1007285103......) = 4418137977086196365047 * c11544(2279886025......)

# ECM B1=1e4, sigma=0:15439925476192528305

n=34995: c18647(1219229518......) = 22125922054548531391 * c18627(5510412248......)

# ECM B1=1e4, sigma=0:8902375254682252457

n=35022: c10748(2598292550......) = 71041542693687463 * c10731(3657426981......)

# ECM B1=1e4, sigma=0:16461355384846396479

n=35046: c10440(9999999990......) = 17613015936233821687 * c10421(5677619339......)

# ECM B1=1e4, sigma=0:14812712037932491641

n=35082: c11672(1966732542......) = 510333649127066832607 * c11651(3853817098......)

# ECM B1=1e4, sigma=0:5542541530788142412

n=35088: c10744(2498664882......) = 524219068367277889 * c10726(4766451723......)

# ECM B1=1e4, sigma=0:12372663587347837068

n=35090: c12307(2184949436......) = 30451770048447168851 * c12287(7175114723......)

# ECM B1=1e4, sigma=0:13207533651095616319

n=35120: c13997(5262452141......) = 2291537180231767041760801 * c13973(2296472510......)

# ECM B1=5e4, sigma=0:16391213348550447014

n=35130: c9346(3163442531......) = 2023742631632672971 * c9328(1563164447......)

# ECM B1=1e4, sigma=0:4529849452446476245

n=35140M: c5988(6443703749......) = 10139532962715440094872041 * c5963(6355030131......)

# ECM B1=1e4, sigma=0:11305557661414740432

n=35178: c9577(8516057911......) = 5497548495834430996819 * c9556(1549064627......)

# ECM B1=1e4, sigma=0:7552443229754235067

n=35202: c11722(2656895485......) = 3507775678000599995974837 * c11697(7574302718......)

# ECM B1=5e4, sigma=0:13171908879636471864

n=35264: c16085(6009967288......) = 254040332187301313 * c16068(2365753200......)

# ECM B1=1e4, sigma=0:2465321418822995073

n=35288: c15985(4825756590......) = 44093390266988764153 * c15966(1094439906......)

# ECM B1=1e4, sigma=0:4819804881300506369

n=35336: c15113(1504656061......) = 3213199351797729337 * c15094(4682734858......)

# ECM B1=1e4, sigma=0:5127698419941777281

n=35390: c14136(9768501261......) = 854416977317235490051 * c14116(1143294377......)

# ECM B1=1e4, sigma=0:2336802628977190797

n=35416: c16689(4777889851......) = 1299212375621922049441 * c16668(3677527970......)

# ECM B1=5e4, sigma=0:14818333358168448876

n=35434: c15181(1099999890......) = 1593797010956145580369 * c15159(6901756512......)

# ECM B1=1e4, sigma=0:1364050714886945777

n=35590: c14233(1099989000......) = 1412394255319444961 * c14214(7788115789......)

# ECM B1=1e4, sigma=0:14066386976822874262

n=35710: c14251(1016466874......) = 3618158821383122641 * c14232(2809348414......)

# ECM B1=5e4, sigma=0:17430813264939516642

n=35790: c9536(9100090999......) = 2244854223414190596961 * c9515(4053755876......)

# ECM B1=1e4, sigma=0:8936298938108076176

n=35798: c15329(3671203050......) = 1965832306276072536499 * c15308(1867505706......)

# ECM B1=1e4, sigma=0:794750534412333452

n=35958: c11036(1265347553......) = 1936808032949692552789543 * c11011(6533159362......)

# ECM B1=1e4, sigma=0:4057297671577531921

n=35986: c16996(1948759125......) = 149519101728859103 * c16979(1303351279......)

# ECM B1=5e4, sigma=0:1322655614201255196

n=36030: c9591(4069047229......) = 4995419569534534481208481 * c9566(8145556490......)

# ECM B1=1e4, sigma=0:9131413275806538392

n=36038: c17482(1030980209......) = 4154169902733278154641 * c17460(2481795963......)

# ECM B1=1e4, sigma=0:11297739871941290692

n=36057: c19200(9009009909......) = 33031563970653115267 * c19181(2727394294......)

# ECM B1=1e4, sigma=0:14691543733098255323

n=36070: c14412(1606292513......) = 490763996594180971 * c14394(3273044730......)

# ECM B1=1e4, sigma=0:422602177824180045

n=36090: c9593(9320142468......) = 335058881652013500667891 * c9570(2781643161......)

# ECM B1=1e4, sigma=0:15238908890654933944

n=36112: c17237(7245372030......) = 15063433206527408273 * c17218(4809907496......)

# ECM B1=1e4, sigma=0:1283887226867610656

n=36150: c9584(9025199888......) = 19963843100922733420201 * c9562(4520772800......)

# ECM B1=1e4, sigma=0:10871081591365921034

n=36182: c17771(3781846994......) = 2093796668497072549368173 * c17747(1806215021......)

# ECM B1=1e4, sigma=0:9722448140741275023

n=36198: c12031(8401033497......) = 5995110235847977819 * c12013(1401314265......)

# ECM B1=5e4, sigma=0:1780304781485715719

n=36292: c17612(6888721370......) = 186100361045614557961527809 * c17586(3701616338......)

# ECM B1=5e4, sigma=0:1080954626492966385

n=36309: c18138(2810343921......) = 3819265587079879483 * c18119(7358335935......)

# ECM B1=1e4, sigma=0:15898315617567552859

n=36328: c17131(4588267138......) = 2938773339191727355361 * c17110(1561286499......)

# ECM B1=1e4, sigma=0:10162495358983235309

n=36400: c11504(5333914399......) = 668671905466422674034401 * c11480(7976878279......)

# ECM B1=1e4, sigma=0:5017206944742488769

n=36454: c16529(2226151215......) = 4010153343564324023 * c16510(5551287008......)

# ECM B1=1e4, sigma=0:1707674760152192774

n=36490: c14080(9091000000......) = 56410349710748687561 * c14061(1611583698......)

# ECM B1=1e4, sigma=0:11652903704034775656

n=36494: c17921(1099999999......) = 573072816865599317 * c17903(1919476840......)

# ECM B1=1e4, sigma=0:2480292004369798316

n=36495: c19410(8806029867......) = 1277953360362434071 * c19392(6890728676......)

# ECM B1=1e4, sigma=0:15070586275777444890

n=36510: c9690(2151843360......) = 96073807663853905444333531 * c9664(2239781490......)

# ECM B1=1e4, sigma=0:17543164934390566729

n=36590: c14625(4912182473......) = 1886726250530170451 * c14607(2603548062......)

# ECM B1=1e4, sigma=0:13116108183049456629

n=36616: c17407(6380119725......) = 2214912599593584929 * c17389(2880528887......)

# ECM B1=5e4, sigma=0:17445434102837625052

n=36638: c15689(3147114154......) = 15085587888974853517 * c15670(2086172695......)

# ECM B1=1e4, sigma=0:17429991147620412224

n=36756: c12193(2771696489......) = 574127259958393776884936989 * c12166(4827669199......)

# ECM B1=1e4, sigma=0:4221932359378117332

n=36771: c19576(5624497784......) = 25454835398820938587 * c19557(2209598960......)

# ECM B1=1e4, sigma=0:11422917537021918590

n=36810: c9792(9990010000......) = 687388654317099470401 * c9772(1453327740......)

# ECM B1=1e4, sigma=0:10585001262183859128

n=36850: c13138(1686041739......) = 1557827611250219651 * c13120(1082303155......)

# ECM B1=1e4, sigma=0:9745667952229508653

n=36954: c12313(1000999998......) = 73406288608315942654383886783 * c12284(1363643385......)

# ECM B1=1e4, sigma=0:1142067220924730514

n=36992: c17391(6562639192......) = 4086762122060099958466049 * c17367(1605828525......)

# ECM B1=1e4, sigma=0:17271098888580959831

n=37016: c15812(4123235366......) = 7687201439198041489 * c15793(5363766513......)

# ECM B1=1e4, sigma=0:4380120150740123601

n=37080: c9782(3636499448......) = 232669079373134927521 * c9762(1562949171......)

# ECM B1=1e4, sigma=0:2863327506250704139

n=37158: c11222(1305835328......) = 4527693064591574144152579 * c11197(2884107447......)

# ECM B1=1e4, sigma=0:10622145922356487224

n=37240: c12074(2811985282......) = 46575691176767936065121 * c12051(6037452610......)

# ECM B1=1e4, sigma=0:18389940948857711841

n=37298: c17489(2992155889......) = 4251706437210836287 * c17470(7037541123......)

# ECM B1=1e4, sigma=0:13792633195489960718

n=37328: c18638(9343783986......) = 184350967043954918141873 * c18615(5068475710......)

# ECM B1=5e4, sigma=0:13624605892735481467

n=37398: c11880(9100000000......) = 1190929132696840717 * c11862(7641092782......)

# ECM B1=1e4, sigma=0:8297429721518101539

n=37406: c18307(2060272708......) = 12808623601965638804249 * c18285(1608504373......)

# ECM B1=5e4, sigma=0:8683743211057175136

n=37414: c17219(2834370087......) = 7744781199121088383 * c17200(3659716155......)

# ECM B1=1e4, sigma=0:13491871709189420450

n=37515: c19200(9009099100......) = 76990489229613991 * c19184(1170157403......)

# ECM B1=1e4, sigma=0:6244264361123816908

n=37526: c18076(2347335790......) = 1053292633560979447 * c18058(2228569454......)

# ECM B1=1e4, sigma=0:9190288637580994933

n=37605: c18981(2825285693......) = 1118843629776217951 * c18963(2525183696......)

# ECM B1=1e4, sigma=0:6449850286464269096

n=37654: c18481(1099999999......) = 415784485357064023 * c18463(2645601360......)

# ECM B1=1e4, sigma=0:5297457040636709414

n=37694: c18395(2431858227......) = 10739682818962382009 * c18376(2264366898......)

# ECM B1=1e4, sigma=0:7700668369186568487

n=37702: c16153(1099999890......) = 3807115520109005989543 * c16131(2889326273......)

# ECM B1=5e4, sigma=0:16610971053030687643

n=37710: c10001(1282829931......) = 1979288363658802556251 * c9979(6481268497......)

# ECM

n=37850: c15099(4508650533......) = 5072069374446006439651 * c15077(8889173631......)

# ECM B1=1e4, sigma=0:2361773237480200327

n=38014: c18683(2391281971......) = 138016303062362022952237 * c18660(1732608335......)

# ECM B1=5e4, sigma=0:18364538501305849426

n=38016: c11521(1000000000......) = 294413441126576086657 * c11500(3396584055......)

# ECM B1=1e4, sigma=0:15574916806053784639

n=38056: c18472(3941756859......) = 47974128818279518839737 * x18449(8216421968......)

# ECM B1=1e4, sigma=0:9237760917601997388

n=38056: x18449(8216421968......) = 67552049351820697 * c18433(1216309800......)

# ECM B1=5e4, sigma=0:9987719149834404129

n=38064: c11457(4791717578......) = 39146551637757391153 * c11438(1224045893......)

# ECM B1=1e4, sigma=0:8549875286756746448

n=38086: c18769(1099999999......) = 48477699737430953369 * c18749(2269084560......)

# ECM B1=1e4, sigma=0:9922611349371832580

n=38192: c14386(4692370200......) = 5049872786459897089 * c14367(9292056253......)

# ECM B1=1e4, sigma=0:10277924076645273656

n=38292: c12729(2013400977......) = 34923255815239619351521 * c12706(5765215558......)

# ECM B1=1e4, sigma=0:7008494159753668337

n=38374: c16423(1172913388......) = 7981436263302317668357 * c16401(1469551782......)

# ECM B1=1e4, sigma=0:7771611331994022331

n=38415: c18810(2255002764......) = 22793245762169725831 * c18790(9893293777......)

# ECM B1=1e4, sigma=0:5497376685576732896

n=38486: c16463(5017520575......) = 986830973591425201 * c16445(5084478202......)

# ECM B1=1e4, sigma=0:4328342163398662022

n=38505: c19171(7552718098......) = 320844855252002016121 * c19151(2354009414......)

# ECM B1=1e4, sigma=0:14986451671000009256

n=38528: c16122(2883904668......) = 2605087452488989959551873 * c16098(1107027967......)

# ECM B1=1e4, sigma=0:15822594877771148030

n=38554: c18703(3424720750......) = 1737422386169935681 * c18685(1971150353......)

# ECM B1=1e4, sigma=0:10732577339422610550

n=38560: c15344(3460038082......) = 34244461851052824001 * c15325(1010393475......)

# ECM B1=1e4, sigma=0:9834781371406227071

n=38577: c19882(1096865985......) = 1425344798934262698031 * c19860(7695443142......)

# ECM B1=5e4, sigma=0:15551162023501989104

n=38598: c10991(6377503026......) = 14465482035794913685026613 * c10966(4408773251......)

# ECM B1=1e4, sigma=0:1182084875721623512

n=38632: c17521(1000099999......) = 279747448827555017 * c17503(3575010260......)

# ECM B1=5e4, sigma=0:3508394608655097617

n=38646: c12060(3739792055......) = 66764981110592335101247 * c12037(5601427564......)

# ECM B1=1e4, sigma=0:11363086730793691300

n=38686: c17859(1723273323......) = 113441539188165607609 * c17839(1519084927......)

# ECM B1=1e4, sigma=0:5911735391540562158

n=38800: c15352(3383197136......) = 600567319125380801 * c15334(5633335396......)

# ECM B1=1e4, sigma=0:11452147987675386950

n=38824: c18481(1000099999......) = 588216916938012073 * c18463(1700223117......)

# ECM B1=5e4, sigma=0:3311575931406898487

n=38832: c12916(1106534662......) = 5845280249035988763169 * c12894(1893039539......)

# ECM B1=1e4, sigma=0:1980147546657400322

n=38906: c16628(1285132432......) = 152095885229115647 * c16610(8449488498......)

# ECM B1=1e4, sigma=0:734918684927386124

n=38955: c17440(3853055042......) = 489054119157742321 * c17422(7878586216......)

# ECM B1=5e4, sigma=0:12034899225357465291

n=38962: c14520(9999999999......) = 1228420903519871461637161 * x14496(8140532264......)

# ECM B1=1e4, sigma=0:13871268843678784044

n=38962: x14496(8140532264......) = 431991381205152242321 * c14476(1884420064......)

# ECM B1=1e4, sigma=0:16248366080744777146

n=38982: c12656(2514267007......) = 1923130325605458769 * x12638(1307382538......)

# ECM B1=1e4, sigma=0:5605446688731654766

n=38982: x12638(1307382538......) = 86618056118915210677 * c12618(1509364903......)

# ECM B1=1e4, sigma=0:8668548470482128755

n=39034: c18810(1565586473......) = 153502424549811980629733 * c18787(1019909931......)

# ECM B1=5e4, sigma=0:12151244636225269078

n=39064: c18427(8533786147......) = 182400373893256713097 * c18407(4678601236......)

# ECM B1=5e4, sigma=0:6714439620202518604

n=39110: c15602(1081221565......) = 119997520318476865451 * c15581(9010365898......)

# ECM B1=1e4, sigma=0:13634123742784304423

n=39282: c13093(1098901098......) = 19105921067226206938927 * c13070(5751625870......)

# ECM B1=1e4, sigma=0:6692905598382340923

n=39288: c13054(1121222968......) = 550425834035572153 * c13036(2037010072......)

# ECM B1=1e4, sigma=0:8327990260077115722

n=39358: c17856(3639338379......) = 26340806291178272252411933 * c17831(1381635147......)

# ECM B1=5e4, sigma=0:6326279944494589818

n=39376: c18642(3345605923......) = 4852897941638405089 * c18623(6894037260......)

# ECM B1=1e4, sigma=0:8074267190992175503

n=39392: c19661(2487756918......) = 128511453965654041901537 * c19638(1935825050......)

# ECM B1=1e4, sigma=0:6524689134861055378

n=39522: c11273(1689299517......) = 153425201989238155453 * c11253(1101057385......)

# ECM B1=1e4, sigma=0:3354474833747741587

n=39585: c16116(3658906549......) = 11473845912417120961 * c16097(3188910307......)

# ECM B1=1e4, sigma=0:18233015529236053423

n=39592: c16788(9963528248......) = 2826132908020732129 * c16770(3525498825......)

# ECM B1=5e4, sigma=0:9223890028277594678

n=39622: c17950(2926677500......) = 514906215389837774449 * c17929(5683904005......)

# ECM B1=1e4, sigma=0:13941041649606564666

n=39692: c19839(2771608715......) = 27579016509322399544675821 * c19814(1004970106......)

# ECM B1=1e4, sigma=0:11454907769402117831

n=39696: c13168(2076250945......) = 783036873838008045147217 * c13144(2651536619......)

# ECM B1=1e4, sigma=0:6445244194846246741

n=39814: c18685(1012224776......) = 11196453515203470289 * c18665(9040583925......)

# ECM B1=1e4, sigma=0:4446814444349435315

n=39840: c10481(4611266611......) = 6967839293457708481 * c10462(6617929054......)

# ECM B1=1e4, sigma=0:16749357165499362481

n=40034: c19427(6467503687......) = 14282759227513714933 * c19408(4528189255......)

# ECM B1=1e4, sigma=0:17243816976664103384

n=40056: c13295(9155699021......) = 13651832581009010881 * c13276(6706571419......)

# ECM B1=5e4, sigma=0:1461390753108898249

n=40086: c12429(5994189616......) = 477568247959443637567 * c12409(1255148272......)

# ECM

n=40110: c9104(5255868709......) = 71324727761154426168331 * c9081(7368929225......)

# ECM B1=1e4, sigma=0:13777370571334244104

n=40134: c13357(2479741617......) = 310882012873247223842871979 * c13330(7976471829......)

# ECM B1=1e4, sigma=0:8932757657285575328

n=40136: c19265(1000099999......) = 1530654714154548929 * x19246(6533805375......)

# ECM B1=5e4, sigma=0:1935136237162647210

n=40136: x19246(6533805375......) = 395771734473982522697 * c19226(1650902479......)

# ECM B1=1e4, sigma=0:6558485333257600243

n=40150: c14400(9999900000......) = 58739632333441199801 * c14381(1702411064......)

# ECM B1=1e4, sigma=0:4381438674277707884

n=40208: c17175(1889768230......) = 468775909940832817 * c17157(4031282730......)

# ECM B1=1e4, sigma=0:2595995983610753027

n=40270: c16087(5162296372......) = 208428641764069931 * c16070(2476769185......)

# ECM B1=1e4, sigma=0:13386947963245353616

n=40282: c18281(3676169082......) = 166592739786239398127 * c18261(2206680247......)

# ECM B1=1e4, sigma=0:8385358336732186420

n=40290: c9954(3162416329......) = 3030795094584229201 * c9936(1043427955......)

# ECM B1=1e4, sigma=0:896688162901048173

n=40374: c13417(5422026868......) = 187229505535631223373 * p13397(2895925432......)

# ECM B1=5e4, sigma=0:13647605917513092565

$ ./pfgw64 -tc -q"(10^13458-10^6729+1)/34531275866439531108324307764558911573408460159555858737626921"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^13458-10^6729+1)/34531275866439531108324307764558911573408460159555858737626921 [N-1/N+1, Brillhart-Lehmer-Selfridge]

Running N-1 test using base 7
Running N-1 test using base 17
Running N+1 test using discriminant 29, base 1+sqrt(29)

Calling N-1 BLS with factored part 0.11% and helper 0.01% (0.34% proof)
(10^13458-10^6729+1)/34531275866439531108324307764558911573408460159555858737626921 is Fermat and Lucas PRP! (8.4513s+0.0005s)

n=40425: c16786(9217958187......) = 33317338623498719877087001 * c16761(2766715040......)

# ECM B1=1e4, sigma=0:14597684485030948061

n=40440: c10733(1389308879......) = 1744882964645692561 * c10714(7962189486......)

# ECM B1=1e4, sigma=0:6383104376606625978

n=40526: c19295(2264134817......) = 1297131206105968841 * c19277(1745494061......)

# ECM B1=1e4, sigma=0:2701563447660967971

n=40542: c12970(3529342961......) = 226066372162169611 * c12953(1561197681......)

# ECM B1=1e4, sigma=0:1248861794279229730

n=40550: c16201(1000009999......) = 1820867232276967201 * c16182(5491943521......)

# ECM B1=1e4, sigma=0:858600722498281697

n=40560: c9965(2713671148......) = 3376150523085088321 * c9946(8037767066......)

# ECM B1=1e4, sigma=0:394962746169705835

n=40678: c18037(3376749553......) = 927039108274221611219 * c18016(3642510357......)

# ECM B1=5e4, sigma=0:6556930355487497705

n=40800: c10225(4580691475......) = 2469414054514819201 * c10207(1854971006......)

# ECM B1=1e4, sigma=0:5834575004101543942

n=40840: c16303(2088638393......) = 2448773076009270665201 * c16281(8529326029......)

# ECM B1=1e4, sigma=0:10446320156213028349

n=40870: c15827(4701135881......) = 14151908909466853571 * c15808(3321909370......)

# ECM B1=1e4, sigma=0:14758548781835883558

n=40950: c8631(5722861991......) = 4542718397758351205851 * c8610(1259787970......)

# ECM B1=1e4, sigma=0:1879427725673782933

n=40976: c18786(3669363559......) = 2412709812688074147041 * c18765(1520847447......)

# ECM B1=1e4, sigma=0:7144793888303815243

n=41016: c13617(9853699525......) = 2608154595314876449 * c13599(3778035068......)

# ECM B1=1e4, sigma=0:2603559986236788610

n=41055: c16897(1109988789......) = 14944566718723326566071 * c16874(7427373505......)

# ECM B1=1e4, sigma=0:13514177018274210451

n=41118: c10561(1098900989......) = 3704514692799666522851383 * c10536(2966383130......)

# ECM B1=5e4, sigma=0:368154937329626263

n=41146: c17589(1649250867......) = 206190735388938413 * x17571(7998666209......)

# ECM B1=1e4, sigma=0:16929819171792036767

n=41146: x17571(7998666209......) = 2425558584388502207 * c17553(3297659459......)

# ECM B1=1e4, sigma=0:8312600464742966739

n=41162: c18701(1099999999......) = 87087791362046165659 * c18681(1263093233......)

# ECM B1=5e4, sigma=0:13651031821114605968

n=41208: c12779(3659086550......) = 5657511721209876520297 * c12757(6467660573......)

# ECM B1=1e4, sigma=0:5707475281780035451

n=41216: c16861(7871551174......) = 39486409578429858514177 * c16839(1993483646......)

# ECM B1=1e4, sigma=0:15305614002312577286

n=41242: c19374(1521360206......) = 14453429539210030514081 * c19352(1052594612......)

# ECM B1=1e4, sigma=0:7601496961962018370

n=41258: c17600(7802064609......) = 73242158484336848287 * c17581(1065242310......)

# ECM B1=5e4, sigma=0:14559700396915242270

n=41340M: c4950(1605960527......) = 563969460466571308719961 * c4926(2847601936......)

# ECM B1=1e4, sigma=0:5204387058062962824

n=41442: c13805(5653859816......) = 12622991800809880888965103 * c13780(4479017260......)

# ECM B1=1e4, sigma=0:8426202814378564532

n=41622: c11880(9100000909......) = 28925669737028342419 * c11861(3145994887......)

# ECM B1=1e4, sigma=0:9124618789155065276

n=41658: c13506(2473889088......) = 59550414631151704563301693 * c13480(4154276848......)

# ECM B1=1e4, sigma=0:2602066147460597579

n=41766: c13867(2937463957......) = 108166846338347917 * c13850(2715678655......)

# ECM B1=1e4, sigma=0:15598587398824815947

n=41786: c19626(5991352784......) = 527748755076301579 * c19609(1135266114......)

# ECM B1=1e4, sigma=0:6712791920877756738

n=41814: c13193(2110560335......) = 3169300910876108209 * c13174(6659387653......)

# ECM B1=1e4, sigma=0:1547240530108233494

n=41890: c16218(2796801529......) = 1493029177879689371 * c16200(1873239700......)

# ECM B1=1e4, sigma=0:7243374725351844675

n=42064: c19018(2455006032......) = 14116538520612061601 * x18999(1739099163......)

# ECM B1=5e4, sigma=0:5769083504545089807

n=42064: x18999(1739099163......) = 33251823964170137393 * c18979(5230086521......)

# ECM B1=1e4, sigma=0:8836990977419285292

n=42146: c19441(1099999999......) = 837046157159112752801 * c19420(1314144973......)

# ECM B1=1e4, sigma=0:2398544641324045021

n=42222: c13543(9158833319......) = 4042321696561166482903 * c13522(2265735883......)

# ECM B1=5e4, sigma=0:1355617837064694608

n=42315: c17265(4251745358......) = 3114523629389169271 * x17247(1365135046......)

# ECM B1=1e4, sigma=0:15572074848863939712

n=42315: x17247(1365135046......) = 698635403306958391 * c17229(1954002101......)

# ECM B1=1e4, sigma=0:5508767433961109231

n=42392: c18131(2389553396......) = 11272367487483607513 * c18112(2119832767......)

# ECM B1=5e4, sigma=0:7542174779034311718

n=42602: c17083(3556513166......) = 196696536563362624979 * c17063(1808121906......)

# ECM B1=5e4, sigma=0:3947506121746907067

n=42606: c14096(3787859962......) = 3291139623496073257333 * c14075(1150926546......)

# ECM B1=5e4, sigma=0:7075462067354123028

n=42612: c13691(6388561362......) = 2306236918624399809324391909 * c13664(2770123620......)

# ECM B1=5e4, sigma=0:89855782902897452

n=42735: c17243(7676857156......) = 306828723676224879361 * c17223(2502000811......)

# ECM B1=5e4, sigma=0:1269080950814117875

n=42762: c14247(1027922053......) = 119552965854771081198460681 * c14220(8598047282......)

# ECM B1=5e4, sigma=0:16988108087577262718

n=42850: c17115(1111306205......) = 10711055082697622251 * c17096(1037531967......)

# ECM B1=1e4, sigma=0:6063292080495682278

n=42870: c11404(2190868524......) = 817110542471201023149451 * c11380(2681238841......)

# ECM B1=5e4, sigma=0:8871491329021148082

n=42954: c14293(3021772549......) = 213730498903682635117 * c14273(1413823747......)

# ECM B1=5e4, sigma=0:18383803752563403560

n=43014: c13986(6611214799......) = 1922269243472591911423 * c13965(3439276169......)

# ECM B1=5e4, sigma=0:4316168927593107362

n=43130: c16248(7266548670......) = 6710077770973644102641 * c16227(1082930618......)

# ECM B1=1e4, sigma=0:11674407842340640956

n=43155: c19556(7521650628......) = 763202247809967988471 * c19535(9855383222......)

# ECM B1=1e4, sigma=0:840413247145725873

n=43272: c14394(2222079515......) = 64963285140372199417 * c14374(3420515927......)

# ECM B1=1e4, sigma=0:18311597762716458290

n=43326: c13776(9990010000......) = 14670916213825810459 * c13757(6809397487......)

# ECM B1=5e4, sigma=0:12642104378265666939

n=43410: c11546(3725135677......) = 462903537196772521 * c11528(8047326014......)

# ECM B1=1e4, sigma=0:2820978597455350493

n=43442: c17808(9090910000......) = 2517852456793276652535840019 * c17781(3610580904......)

# ECM B1=1e4, sigma=0:16775693732169086165

n=43446: c13323(2428782753......) = 65342576592142854425772859 * c13297(3716998747......)

# ECM B1=1e4, sigma=0:2740941383291259677

n=43470: c9479(9243500639......) = 386093724957534756747691 * c9456(2394107969......)

# ECM B1=1e4, sigma=0:5371829492718808022

n=43680: c9211(5723410465......) = 859290853459862469959041 * c9187(6660620723......)

# ECM B1=1e4, sigma=0:17768632865932906836

n=43710: c11041(1098890109......) = 186325800569872636411 * c11020(5897680872......)

# ECM B1=1e4, sigma=0:16727466923895721178

n=43752: c14552(2891955070......) = 698092840016719993 * c14534(4142651098......)

# ECM B1=5e4, sigma=0:174307915985726044

n=43792: c16869(1446222948......) = 11667045152371738193 * c16850(1239579456......)

# ECM B1=1e4, sigma=0:3308083282733595505

n=43818: c14246(1741825941......) = 42532355285990529529 * c14226(4095296227......)

# ECM B1=1e4, sigma=0:4499754458842335865

n=43876: c18786(2131427176......) = 8730341915382252286409 * c18764(2441401719......)

# ECM B1=1e4, sigma=0:5185939884911351665

n=43900M: c8746(1094437038......) = 180657079402601014969201 * c8722(6058091065......)

# ECM B1=1e4, sigma=0:10537416549863613646

n=43904: c18816(9999999999......) = 6339390320774718593 * c18798(1577438758......)

# ECM B1=1e4, sigma=0:18426431339791294238

n=43946: c18116(4810280222......) = 135330220429341449 * c18099(3554476012......)

# ECM B1=1e4, sigma=0:15447443198648672674

n=43998: c14650(6781980671......) = 73894245221325801499 * c14630(9177955132......)

# ECM B1=1e4, sigma=0:9568032321876242285

n=44090: c17615(1345453533......) = 15271790696274521891 * c17595(8810057444......)

# ECM B1=1e4, sigma=0:1519801785335312348

n=44110: c16000(9091000000......) = 4685665962049787074361 * c15979(1940172447......)

# ECM B1=5e4, sigma=0:9940227996308500707

n=44170: c15091(1665654959......) = 140041024833318904681 * c15071(1189405005......)

# ECM B1=1e4, sigma=0:7385694965469224349

n=44240: c14971(2825489275......) = 758411024950986401 * c14953(3725538241......)

# ECM B1=1e4, sigma=0:820398488292738512

n=44270: c16697(1855045242......) = 799965624828152201 * c16679(2318906194......)

# ECM B1=1e4, sigma=0:1082388356149782702

n=44290: c17109(5652240673......) = 237659034798264084211 * x17089(2378298253......)

# ECM B1=5e4, sigma=0:13078669797545938738

n=44290: x17089(2378298253......) = 76697882909934841 * c17072(3100865581......)

# ECM B1=1e4, sigma=0:193436724221079685

n=44322: c14413(1703465761......) = 78028188279184807 * c14396(2183141502......)

# ECM B1=1e4, sigma=0:7482695219621437616

n=44364: c14774(2285424146......) = 10345848382490205571069 * c14752(2209025361......)

# ECM B1=1e4, sigma=0:5824616187553246757

n=44442: c14782(6993430186......) = 30405340817578445934367 * c14760(2300066369......)

# ECM B1=1e4, sigma=0:186568532777384062

n=44454: c14261(1490598957......) = 2798459355963621277 * c14242(5326498504......)

# ECM B1=1e4, sigma=0:8049492701363223861

n=44506: c16311(4719262479......) = 1137094470012315277 * c16293(4150281795......)

# ECM B1=1e4, sigma=0:16360658108841506163

n=44538: c13659(3317473082......) = 663747011245287233813307877 * c13632(4998098712......)

# ECM B1=5e4, sigma=0:11505312689111110906

n=44548: c18129(4426193078......) = 2565803371959415182589 * c18108(1725071035......)

# ECM B1=1e4, sigma=0:16032793763356309343

n=44632: c19105(1000099999......) = 136935083985227997281 * c19084(7303460668......)

# ECM B1=1e4, sigma=0:998591254371134295

n=44754: c14910(7673199124......) = 11917077979479464727811 * c14888(6438825975......)

# ECM B1=1e4, sigma=0:14650948781554100163

n=44770: c15821(1076035134......) = 68681893912856291 * c15804(1566694034......)

# ECM B1=1e4, sigma=0:10331777033968350338

n=44786: c19146(1169026482......) = 3368904080986090432844899 * c19121(3470049768......)

# ECM B1=1e4, sigma=0:2457414485302500582

n=44802: c14020(1392113171......) = 244245253393992439531 * c13999(5699652917......)

# ECM B1=1e4, sigma=0:6324891102985734229

n=44930: c17969(1099989000......) = 21505742427858098731 * c17949(5114861780......)

# ECM B1=5e4, sigma=0:7280820013512168640

n=44990: c16320(9091000000......) = 15561663875025517481 * c16301(5841920294......)

# ECM B1=5e4, sigma=0:13458959576610712494

n=45094: c19301(1028641175......) = 73838781578897441 * c19284(1393090668......)

# ECM B1=1e4, sigma=0:3828314757156839464

n=45174: c15041(5914825447......) = 3831601572206073049 * c15023(1543695328......)

# ECM B1=1e4, sigma=0:7441487245212124804

n=45248: c19194(8500155977......) = 1283059392302092925633 * c19173(6624912321......)

# ECM B1=1e4, sigma=0:4883501583322807991

n=45250: c17994(2907821195......) = 83655084618452251 * c17977(3475964681......)

# ECM B1=1e4, sigma=0:13579616022202535052

n=45260L: c8605(5734925195......) = 177682925722433119083623643121 * c8576(3227617494......)

# ECM B1=1e4, sigma=0:8944695021854058449

n=45282: c15074(1667741812......) = 19204597804580314699 * c15054(8684075705......)

# ECM B1=1e4, sigma=0:5094798569766209539

n=45354: c15107(1651878239......) = 2444900741070728407 * c15088(6756422509......)

# ECM B1=5e4, sigma=0:6599384241493799837

n=45370: c16688(2970903549......) = 15435556874973899171 * c16669(1924714199......)

# ECM B1=1e4, sigma=0:569783001825714739

n=45374: c19399(1101951556......) = 5621951143608026354661365651 * c19371(1960087392......)

# ECM B1=1e4, sigma=0:16459798820949292420

n=45378: c15121(1000999998......) = 2686104951436248901327 * c15099(3726585584......)

# ECM B1=1e4, sigma=0:8200618219660890815

n=45432: c15090(1062585386......) = 22739537612951563969 * c15070(4672853973......)

# ECM B1=1e4, sigma=0:13045077157406542292

n=45450: c11984(2805125397......) = 3221432977728312001 * c11965(8707694424......)

# ECM B1=5e4, sigma=0:17395737579952631582

n=45472: c18817(1000000000......) = 38056340580299437537 * c18797(2627683021......)

# ECM B1=1e4, sigma=0:10428559380765688990

n=45600: c11449(4920762015......) = 2048201718221011201 * c11431(2402479194......)

# ECM B1=1e4, sigma=0:1649963987096642345

n=45710: c15639(7895993731......) = 1080445373242112011 * c15621(7308091577......)

# ECM B1=1e4, sigma=0:5568764051153462003

n=45762: c14667(1104748354......) = 145875999578851193653411 * c14643(7573201604......)

# ECM B1=1e4, sigma=0:12429638510198877899

n=45792: c14967(1150506325......) = 36906437930627608129 * c14947(3117359435......)

# ECM B1=5e4, sigma=0:4319076462242219453

n=45822: c13076(1985902474......) = 781982927030581894285081 * c13052(2539572676......)

# ECM B1=1e4, sigma=0:5462949436235229446

n=45878: c18811(1165610371......) = 30442008846177942917 * x18791(3828953526......)

# ECM B1=1e4, sigma=0:2708412444053942140

n=45878: x18791(3828953526......) = 4179773760798992893811 * c18769(9160671714......)

# ECM B1=1e4, sigma=0:6951386292507932773

n=45942: c12920(1445901523......) = 1073245280157814649653 * c12899(1347223743......)

# ECM B1=1e4, sigma=0:13186912631252241188

n=45962: c19373(1453489472......) = 518501948297112613 * c19355(2803247850......)

# ECM B1=1e4, sigma=0:4849098458764696828

n=45966: c14904(9100000000......) = 21209395233136761228223 * c14882(4290551380......)

# ECM B1=1e4, sigma=0:16231828759823682046

n=46026: c15329(4677113086......) = 1700667054745323766201 * c15308(2750163868......)

# ECM B1=1e4, sigma=0:799319311451578917

n=46046: c15841(1099999889......) = 24920544296443127333 * c15821(4414028349......)

# ECM B1=1e4, sigma=0:10101068811649738570

n=46104: c14329(6714526847......) = 10827648911667181249 * c14310(6201278691......)

# ECM B1=1e4, sigma=0:4478199430574515221

n=46190: c17760(9091000000......) = 3970277165509893241 * x17742(2289764573......)

# ECM B1=1e4, sigma=0:2412235344992443087

n=46190: x17742(2289764573......) = 5927464301752318863971 * c17720(3862974885......)

# ECM B1=1e4, sigma=0:7794989092674162237

n=46200: c9576(9506596303......) = 4140019763995624998997201 * c9552(2296268338......)

# ECM B1=1e4, sigma=0:16573471317431784522

n=46240: c17387(8439120076......) = 2694234428017706881 * c17369(3132288708......)

# ECM B1=1e4, sigma=0:8001164037010069051

n=46248: c14715(1081018561......) = 772659932297658721 * c14697(1399087123......)

# ECM B1=1e4, sigma=0:11322023017009990621

n=46272: c15319(2685422265......) = 502304244690324374419201 * c15295(5346206594......)

# ECM B1=5e4, sigma=0:9364271571019180708

n=46278: c15360(2018677236......) = 6498436938960932281 * c15341(3106404286......)

# ECM B1=1e4, sigma=0:4512488100101017365

n=46298: c19818(4881597553......) = 59378336831643344677 * c19798(8221175960......)

# ECM B1=1e4, sigma=0:16923776440626233601

n=46338: c15438(1317494361......) = 1245068807913293661409 * c15417(1058169920......)

# ECM B1=1e4, sigma=0:354681601843392648

n=46374: c15080(9100000000......) = 63058336292939881081 * c15061(1443108165......)

# ECM B1=1e4, sigma=0:9488684053113878700

n=46510: c18577(2115306997......) = 1293015938898138601 * c18559(1635948122......)

# ECM B1=1e4, sigma=0:736295076272204323

n=46550: c15107(2893205302......) = 5600340605875522361401 * c15085(5166123823......)

# ECM B1=1e4, sigma=0:13463057991438677679

n=46560: c12279(1318618813......) = 95041428634782434881 * c12259(1387414764......)

# ECM B1=5e4, sigma=0:606677807507518213

n=46566: c14252(2145298172......) = 477819762477938011 * c14234(4489764427......)

# ECM B1=1e4, sigma=0:17519482871973034154

n=46606: c19952(3237467071......) = 35243216677556754931 * c19932(9186071466......)

# ECM B1=5e4, sigma=0:17999666985223462780

n=46626: c14671(4400696737......) = 198776698144423171 * c14654(2213889645......)

# ECM B1=1e4, sigma=0:16928702218457996527

n=46670: c17174(1751424241......) = 2909829504152213761 * c17155(6018992657......)

# ECM B1=5e4, sigma=0:12590127477140427344

n=46680: c12416(9999000100......) = 147686320646978215441 * c12396(6770430772......)

# ECM B1=1e4, sigma=0:2305978784471982509

n=46730: c18689(1099989000......) = 30183282067698145260331 * c18666(3644365107......)

# ECM B1=5e4, sigma=0:10853217021050115102

n=46760: c15923(1949558377......) = 121023123147855601 * c15906(1610897427......)

# ECM B1=1e4, sigma=0:11865164039640781170

n=46816: c17258(2460688689......) = 16210300145018917830817 * c17236(1517978487......)

# ECM B1=1e4, sigma=0:4567606482318268320

n=46930: c16348(1348433207......) = 14288287211407138411 * c16328(9437332745......)

# ECM B1=1e4, sigma=0:16063630746045974540

n=46944: c15548(1065087496......) = 573871363818975073 * c15530(1855969062......)

# ECM B1=1e4, sigma=0:6873984693149508662

n=47016: c15600(1080827008......) = 1229050279326632689 * c15581(8794001568......)

# ECM B1=1e4, sigma=0:2940310021457559877

n=47154: c15073(2417630223......) = 842575762706309641 * c15055(2869332742......)

# ECM B1=1e4, sigma=0:18077697363863866479

n=47166: c13464(9100000909......) = 264246600344365949059 * c13444(3443753258......)

# ECM B1=1e4, sigma=0:9205300258402574004

n=47238: c15734(4259731301......) = 120658108206666619 * c15717(3530414462......)

# ECM B1=1e4, sigma=0:8456394980823197049

n=47598: c15826(5781548693......) = 52454253096355807 * x15810(1102207800......)

# ECM B1=1e4, sigma=0:9496808658562877438

n=47598: x15810(1102207800......) = 862710789144730062961 * c15789(1277609848......)

# ECM B1=1e4, sigma=0:5407403002334454076

n=47830: c19101(2382796312......) = 278946736783535286808691 * c19077(8542119329......)

# ECM B1=1e4, sigma=0:14492545816569776088

n=47874: c15594(2468600620......) = 177272428633221769 * c15577(1392546285......)

# ECM B1=1e4, sigma=0:3829873130778850478

n=47894: c18588(2469274733......) = 22805999653843689053 * c18569(1082730321......)

# ECM B1=1e4, sigma=0:1536382500234278486

n=47994: c15100(6416161333......) = 86954985346286149009 * c15080(7378715904......)

# ECM B1=1e4, sigma=0:13092979118575292166

n=48024: c14772(3537540468......) = 382898446542855938881 * c14751(9238847795......)

# ECM B1=1e4, sigma=0:3266492584171481142

n=48070: c15835(1525535641......) = 18220814834725789331 * c15815(8372488583......)

# ECM B1=5e4, sigma=0:1355500019647998187

n=48174: c12940(1085549611......) = 1526281347551835720847 * c12918(7112382087......)

# ECM B1=5e4, sigma=0:3545404694228976022

n=48186: c16043(2829253634......) = 238510846204219117 * c16026(1186215922......)

# ECM B1=5e4, sigma=0:17972264997114152643

n=48190: c18708(9925345540......) = 61546771418443931 * c18692(1612650885......)

# ECM B1=1e4, sigma=0:5677124184446074624

n=48192: c15996(2074990143......) = 8206132544446733163457 * c15974(2528584729......)

# ECM B1=5e4, sigma=0:8032988991377963235

n=48276: c15947(3846148839......) = 15343803483977087266261789 * c15922(2506646310......)

# ECM B1=1e4, sigma=0:13600746601526185174

n=48282: c14806(5606045177......) = 335066278448924179 * c14789(1673115302......)

# ECM B1=1e4, sigma=0:16371342585633892574

n=48294: c16081(4592380291......) = 393144791806059187771 * c16061(1168114238......)

# ECM B1=5e4, sigma=0:10045038300489834229

n=48390: c12896(9100090999......) = 4447011383375834971 * p12878(2046338589......)

# ECM B1=1e4, sigma=0:13505089174604864307

$ ./pfgw64 -tc -q"91*(10^1613+1)*(10^16130-10^8065+1)/44469669137067023509878734971/(10^4839+1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing 91*(10^1613+1)*(10^16130-10^8065+1)/44469669137067023509878734971/(10^4839+1) [N-1/N+1, Brillhart-Lehmer-Selfridge]

Running N-1 test using base 7
Running N+1 test using discriminant 19, base 9+sqrt(19)

Calling N-1 BLS with factored part 0.06% and helper 0.03% (0.21% proof)
91*(10^1613+1)*(10^16130-10^8065+1)/44469669137067023509878734971/(10^4839+1) is Fermat and Lucas PRP! (5.3292s+0.0007s)

n=48486: c16156(1133203158......) = 157732844518155533569 * c16135(7184319549......)

# ECM B1=1e4, sigma=0:14855837401074979226

n=48498: c15776(9100000000......) = 15912845914257661441 * c15757(5718650233......)

# ECM B1=1e4, sigma=0:4297290806881968888

n=48650: c16520(3826963245......) = 165227331098460358001 * c16500(2316180513......)

# ECM B1=1e4, sigma=0:8318166447766416327

n=48672: c14967(2045772539......) = 6920171735045943939553 * c14945(2956245333......)

# ECM B1=1e4, sigma=0:16148307061862170017

n=48696: c16196(4151605842......) = 468796832872911427993 * c16175(8855874339......)

# ECM B1=5e4, sigma=0:12077173093000347564

n=48726: c16224(3750954289......) = 8482283763161544019 * c16205(4422104228......)

# ECM B1=1e4, sigma=0:15693291233923790466

n=48744: c16225(1000000000......) = 46358498641989032039809 * c16202(2157101781......)

# ECM B1=1e4, sigma=0:17954057260697695618

n=48760: c18296(5506595823......) = 65169631973720081 * x18279(8449634679......)

# ECM B1=1e4, sigma=0:6329046956881115741

n=48760: x18279(8449634679......) = 660756754213837201 * c18262(1278781431......)

# ECM B1=1e4, sigma=0:12846755919080031604

n=48770: c19490(3804906172......) = 13600152115267237441 * x19471(2797693834......)

# ECM B1=1e4, sigma=0:7853728009799238916

n=48770: x19471(2797693834......) = 251609173877456771 * c19454(1111920440......)

# ECM B1=5e4, sigma=0:3893890557923778506

n=48890: c19546(1397469614......) = 346699278565462171 * c19528(4030783163......)

# ECM B1=1e4, sigma=0:17322250536487342463

n=48912: c16245(1063442117......) = 3111924198911672449 * c16226(3417313691......)

# ECM B1=1e4, sigma=0:4587513573568332539

n=48918: c15713(1697313780......) = 36935431117410612223 * c15693(4595353917......)

# ECM B1=5e4, sigma=0:11849137102260583143

n=48950: c17600(9999900000......) = 5814722743701553001 * c17582(1719755256......)

# ECM B1=5e4, sigma=0:10986543474181151324

n=49008: c16321(1000000009......) = 10454946281269110097 * c16301(9564850771......)

# ECM B1=1e4, sigma=0:12029314037543699766

n=49026: c16315(1300203202......) = 4700596257496433641 * c16296(2766038884......)

# ECM B1=1e4, sigma=0:16491422126446465624

n=49104: c14365(1034724514......) = 464941201616579953 * c14347(2225495419......)

# ECM B1=1e4, sigma=0:11121003564850679354

n=49176: c16349(4116842511......) = 4679336727639142561 * c16330(8797918917......)

# ECM B1=1e4, sigma=0:3366765319690689365

n=49254: c16405(6389417597......) = 7733397882440555557927 * c16383(8262108964......)

# ECM B1=1e4, sigma=0:9589050091186564764

n=49290: c12429(5006831098......) = 1095189572238761011 * c12411(4571657022......)

# ECM

n=49386: c16448(8469052815......) = 121766704519599238134823219 * c16422(6955146605......)

# ECM B1=1e4, sigma=0:10811566238155288141

n=49392: c14100(1620188021......) = 119374203934425676321 * c14080(1357234618......)

# ECM B1=1e4, sigma=0:14074224271120624729

n=49446: c15810(3452354840......) = 16914519131431844899 * c15791(2041059999......)

# ECM B1=1e4, sigma=0:7034480088740985853

n=49450: c18460(3173531180......) = 656248141762637051 * c18442(4835870730......)

# ECM B1=1e4, sigma=0:2074280931299769905

n=49470: c12282(3525913596......) = 90983372449541323561 * c12262(3875338428......)

# ECM B1=5e4, sigma=0:16067785994973129720

n=49482: c16489(1000999998......) = 3285106159205062891 * c16470(3047085696......)

# ECM B1=5e4, sigma=0:12838347033592702254

n=49494: c16100(5425671856......) = 5538231074659973659 * c16081(9796759620......)

# ECM B1=1e4, sigma=0:16030308334530503385

n=49510: c19787(1355221403......) = 311496675071087673097211 * c19763(4350676947......)

# ECM B1=1e4, sigma=0:18131990163247210807

n=49560: c11124(6146386177......) = 326869496620784881 * c11107(1880379246......)

# ECM B1=1e4, sigma=0:15810799217885637603

n=49674: c15521(1538636479......) = 2513945137086327481 * c15502(6120405956......)

# ECM B1=1e4, sigma=0:6315718773604465805

n=49794: c16105(3485715465......) = 710003095697923289301997 * c16081(4909436996......)

# ECM B1=1e4, sigma=0:8144459600842564755

n=49840: c16870(4843567254......) = 4613080322788455876961 * c16849(1049963780......)

# ECM B1=5e4, sigma=0:10950295643790603392

n=49926: c16191(1247767857......) = 25095049453962319929172561 * c16165(4972167356......)

# ECM B1=1e4, sigma=0:1382919602901257213

n=49962: c15101(1364105157......) = 9896951567400971371 * c15082(1378308409......)

# ECM B1=1e4, sigma=0:779587233652061997

n=49990: c19953(5597405883......) = 145067710001474681171 * c19933(3858478143......)

# ECM B1=1e4, sigma=0:1176524476053292387

n=50046: c15741(1798635082......) = 347404168201881973129 * c15720(5177356080......)

# ECM B1=1e4, sigma=0:11704517579558546857

n=50094: c14512(2180499236......) = 635020069932782535129481 * c14488(3433748537......)

# ECM B1=1e4, sigma=0:5512004129702116175

n=50160: c11511(7285559249......) = 111067525749228919201 * c11491(6559576438......)

# ECM B1=1e4, sigma=0:8403713937845405047

n=50544: c15514(2564744261......) = 16536140171000032753 * c15495(1550993299......)

# ECM B1=1e4, sigma=0:5469594922914934266

n=50596: c19865(5246305631......) = 134667351816877401471769 * c19842(3895751688......)

# ECM B1=1e4, sigma=0:17064174727626621850

n=50660M: c9401(1897754350......) = 1095066897884647146193961 * c9377(1733003120......)

# ECM B1=5e4, sigma=0:6296127927342476981

n=50664: c16872(5526275089......) = 282528620445769959352393 * x16849(1956005406......)

# ECM B1=1e4, sigma=0:14766306027371709265

n=50664: x16849(1956005406......) = 447528211802343097 * c16831(4370686259......)

# ECM B1=1e4, sigma=0:9912783031820446053

n=50730: c12650(6569051145......) = 82935384219369058681 * c12630(7920685733......)

# ECM B1=1e4, sigma=0:130606523294527962

n=50832: c16881(1759443498......) = 103321641652346118241 * c16861(1702879929......)

# ECM B1=1e4, sigma=0:4690820317836665048

n=50838: c16399(2320118130......) = 371429007308664997 * c16381(6246464559......)

# ECM B1=1e4, sigma=0:13456421063983056870

n=51006: c16991(1145895046......) = 57060471512151511691983 * c16968(2008211667......)

# ECM B1=1e4, sigma=0:6767478186554840450

n=51294: c16705(1689133702......) = 15989185835235520939 * c16686(1056422584......)

# ECM B1=5e4, sigma=0:13354248482966436417

n=51402: c15792(9100000000......) = 98896257134296100201659 * c15769(9201561579......)

# ECM B1=1e4, sigma=0:15869259048426880525

n=51456: c16876(3618675654......) = 5472524386656129793 * c16857(6612443176......)

# ECM B1=1e4, sigma=0:17064227920353756994

n=51460L: c9828(8203987873......) = 366263436130699201 * c9811(2239914516......)

# ECM B1=1e4, sigma=0:4671934119325219282

n=51546: c15390(3763606097......) = 867464358462316957 * c15372(4338629086......)

# ECM B1=5e4, sigma=0:13415772665446096501

n=51702: c14738(1604201217......) = 1613676375820488211 * c14719(9941282166......)

# ECM B1=1e4, sigma=0:8123469015499925025

n=51770: c19901(2613885338......) = 27422707704969691931 * c19881(9531828027......)

# ECM B1=1e4, sigma=0:7953866966509144369

n=51840: c13812(4901933859......) = 414584540390505822577921 * c13789(1182372563......)

# ECM B1=5e4, sigma=0:14638069488369513927

n=51858: c16605(1375097881......) = 731684766196661601979 * c16584(1879358358......)

# ECM B1=1e4, sigma=0:16669856702105646555

n=51882: c17287(4236139172......) = 7632383647261474976533 * c17265(5550217819......)

# ECM B1=1e4, sigma=0:14857851861088332372

n=51912: c14647(4629756078......) = 7975251949678696873 * c14628(5805153376......)

# ECM B1=1e4, sigma=0:17126824390055538001

n=52182: c15953(3977008123......) = 516441298573142983 * c15935(7700794135......)

# ECM B1=1e4, sigma=0:8789930101790741525

n=52242: c17390(9028923084......) = 20715376285118592157 * c17371(4358560983......)

# ECM B1=1e4, sigma=0:4798302458931455635

n=52272: c15810(1581689162......) = 187355468640699217 * c15792(8442183055......)

# ECM B1=1e4, sigma=0:11606020436381072847

n=52360: c15335(4136363598......) = 11206764490805660071681 * x15313(3690952550......)

# ECM B1=1e4, sigma=0:4668527789341091296

n=52360: x15313(3690952550......) = 159916155338336321 * c15296(2308054832......)

# ECM B1=1e4, sigma=0:10917861972544996720

n=52386: c17418(5584016209......) = 276865552892777077 * c17401(2016869253......)

# ECM B1=1e4, sigma=0:14822010159636418118

n=52390: c18704(3995961682......) = 5614542026886536251 * c18685(7117164078......)

# ECM B1=1e4, sigma=0:15995291131266589344

n=52392: c16682(1034758378......) = 40844645261062388690401 * c16659(2533400330......)

# ECM B1=1e4, sigma=0:1367609401325887453

n=52512: c17459(1001951253......) = 426804035385560449 * c17441(2347567431......)

# ECM B1=5e4, sigma=0:12928691408239721586

n=52632: c16115(3209773136......) = 49371079124026952641 * c16095(6501322622......)

# ECM B1=1e4, sigma=0:17913578222888775901

n=52686: c17557(1000999998......) = 112894478162867413 * c17539(8866686974......)

# ECM B1=1e4, sigma=0:5221905016089294476

n=52776: c17549(1828752940......) = 2987451080569112476439737 * c17524(6121448990......)

# ECM B1=1e4, sigma=0:2942592115108616221

n=52818: c17605(1098901098......) = 170890317310351778767 * c17584(6430446828......)

# ECM B1=5e4, sigma=0:10594893493999316052

n=52824: c16794(3053046833......) = 8602631456645647747771657 * c16769(3548968532......)

# ECM B1=1e4, sigma=0:14395753764633489947

n=52990: c18124(2291014032......) = 14762545503582420041 * c18105(1551909887......)

# ECM B1=1e4, sigma=0:7721407077323453174

n=53058: c17129(1978205522......) = 7025581751693275333 * c17110(2815717747......)

# ECM B1=5e4, sigma=0:12000441192283947682

n=53094: c17677(4002656215......) = 271174513662216300789637 * c17654(1476044397......)

# ECM B1=1e4, sigma=0:3730276121639497418

n=53200: c17256(1861584570......) = 1604726479909371387164400001 * c17229(1160063471......)

# ECM B1=1e4, sigma=0:9838099754423424372

n=53232: c17703(1379232736......) = 14451098645431872410353 * c17680(9544137578......)

# ECM B1=5e4, sigma=0:8724316696624291578

n=53370: c14208(9990010000......) = 3863431689519132926731 * c14187(2585786627......)

# ECM B1=1e4, sigma=0:8699759616983950484

n=53544: c16875(3743356123......) = 4275712123741355833 * c16856(8754930207......)

# ECM B1=1e4, sigma=0:8785988147043406066

n=53562: c17441(1937796398......) = 5838174985747633891 * c17422(3319181769......)

# ECM B1=5e4, sigma=0:5994996323625538954

n=53586: c16405(9553529114......) = 3559522508723788543 * c16387(2683935581......)

# ECM B1=1e4, sigma=0:6383200478847266321

n=53790: c12934(7244449568......) = 3117774000123660571 * x12916(2323596761......)

# ECM B1=1e4, sigma=0:3954652762718221061

n=53790: x12916(2323596761......) = 545565074827409352211 * c12895(4259064350......)

# ECM B1=5e4, sigma=0:3482123197995156884

n=53850: c14320(9999900001......) = 9709560424498478251 * c14302(1029902442......)

# ECM B1=1e4, sigma=0:10726757705567716346

n=53910: c14336(5720177277......) = 1223203333674089288881 * c14315(4676391177......)

# ECM B1=5e4, sigma=0:2704049141355201953

n=53976: c16481(5102613012......) = 3593279183941625390340077977 * c16454(1420043573......)

# ECM B1=1e4, sigma=0:12537620955013367378

n=54010: c19572(5170460689......) = 23551730064545325559841 * c19550(2195363429......)

# ECM B1=5e4, sigma=0:581922413155928580

n=54096: c14784(9999999999......) = 64783411891477645597956817 * c14759(1543605022......)

# ECM B1=1e4, sigma=0:18430483240568445633

n=54222: c15462(1790198680......) = 1787496653774403769 * c15444(1001511626......)

# ECM B1=5e4, sigma=0:17990664093589295447

n=54450: c13200(9999999999......) = 131692720506529051 * c13183(7593434140......)

# ECM B1=1e4, sigma=0:5092289699899013646

n=54456: c18118(4074841204......) = 832501087760404863966107977 * c18091(4894697753......)

# ECM B1=5e4, sigma=0:17750211064747379890

n=54486: c18127(1511178847......) = 251393114139566887 * c18109(6011218138......)

# ECM B1=1e4, sigma=0:15374781421594273586

n=54530: c17281(1099988890......) = 831227380866113281 * c17263(1323330914......)

# ECM B1=1e4, sigma=0:15088019109448688276

n=54558: c15546(9155395033......) = 3342047210773342849 * c15528(2739457121......)

# ECM B1=5e4, sigma=0:12297088450581539797

n=54576: c18140(1832273668......) = 1776182409652064303809 * c18119(1031579672......)

# ECM B1=1e4, sigma=0:15925940630854578923

n=54642: c15585(9194808925......) = 310411242680241361 * c15568(2962137854......)

# ECM B1=1e4, sigma=0:16709679126835423012

n=54834: c15547(4008086555......) = 95854699261893044929 * c15527(4181418945......)

# ECM B1=1e4, sigma=0:4891118895210528397

n=54858: c17755(8294065641......) = 276179216988103927 * c17738(3003146193......)

# ECM B1=1e4, sigma=0:15101269238474754074

n=54978: c13432(7970681635......) = 91682490620430271296967 * c13409(8693788292......)

# ECM B1=1e4, sigma=0:10920442082629020758

n=54984: c17472(9999000100......) = 298138210465669545817 * c17452(3353813684......)

# ECM B1=1e4, sigma=0:9706325862620926414

n=55146: c14382(6773744500......) = 14551104742525732291 * c14363(4655141049......)

# ECM B1=5e4, sigma=0:7276598018556227027

n=55224: c16699(6035986551......) = 16355238993355192633 * c16680(3690552338......)

# ECM B1=1e4, sigma=0:2569520338063268132

n=55296: c18407(2364531003......) = 3038329567143751681 * c18388(7782338784......)

# ECM B1=1e4, sigma=0:9852117347092995595

n=55302: c16986(4013437518......) = 131753337467646415433641093 * c16960(3046175220......)

# ECM B1=1e4, sigma=0:1808244075670359795

n=55350: c14400(9999999999......) = 178982943166101601 * p14383(5587124573......)

# ECM B1=1e4, sigma=0:8129123702288964897

$ ./pfgw64 -tc -q"(10^90-10^45+1)*(10^225+1)*(10^1845+1)*(10^18450-10^9225+1)/178982943166101601/(10^675+1)/(10^5535+1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^90-10^45+1)*(10^225+1)*(10^1845+1)*(10^18450-10^9225+1)/178982943166101601/(10^675+1)/(10^5535+1) [N-1/N+1, Brillhart-Lehmer-Selfridge]

Running N-1 test using base 11
Running N-1 test using base 13
Running N-1 test using base 17
Running N+1 test using discriminant 23, base 1+sqrt(23)

Calling N-1 BLS with factored part 0.07% and helper 0.02% (0.23% proof)
(10^90-10^45+1)*(10^225+1)*(10^1845+1)*(10^18450-10^9225+1)/178982943166101601/(10^675+1)/(10^5535+1) is Fermat and Lucas PRP! (11.0621s+0.0008s)

n=55500L: c7175(2891967748......) = 339887853469797996157552501 * c7148(8508593994......)

# ECM B1=1e4, sigma=0:17348989629098495532

n=55776: c15729(9928856637......) = 19919020449906247489 * c15710(4984610895......)

# ECM B1=1e4, sigma=0:14241492163681753037

n=55790: c19099(1357917686......) = 10966658148351292236014761 * c19074(1238223776......)

# ECM B1=1e4, sigma=0:11476495940290814368

n=55950: c14867(3885934879......) = 824722399667063281051 * c14846(4711809550......)

# ECM B1=5e4, sigma=0:6368921737637227909

n=55998: c17280(9999999990......) = 13354881611393314081 * c17261(7487898643......)

# ECM B1=1e4, sigma=0:6592780795687548764

n=56016: c18625(1000000000......) = 1946797053204672001 * c18606(5136642252......)

# ECM B1=1e4, sigma=0:6352754970114733630

n=56058: c18685(1098901098......) = 16540507741995078283891 * c18662(6643696288......)

# ECM B1=1e4, sigma=0:5584570710332879174

n=56106: c18632(5966553951......) = 357032044704701539 * c18615(1671153623......)

# ECM B1=1e4, sigma=0:10972524446259686426

n=56130: c14960(9100090999......) = 2849553261184263451 * c14942(3193514970......)

# ECM B1=1e4, sigma=0:3691975253953260655

n=56142: c18703(4457427334......) = 314783180054488099 * c18686(1416030975......)

# ECM B1=1e4, sigma=0:2576845455437063120

n=56232: c16800(9999999999......) = 2097451880272713889 * c16782(4767689830......)

# ECM B1=5e4, sigma=0:5942815756983381287

n=56286: c18096(9990010000......) = 2270691636293763757 * c18078(4399544984......)

# ECM B1=1e4, sigma=0:12697363085801471650

n=56340L: c7438(8348600155......) = 9513094819048424551095993181 * c7410(8775903440......)

# ECM B1=1e4, sigma=0:6836724080428217716

n=56346: c18767(2938121427......) = 2264838276322182365209 * c18746(1297276480......)

# ECM B1=5e4, sigma=0:5171129225768543065

n=56560: c19193(9305440863......) = 614127742766643841 * c19176(1515228871......)

# ECM B1=1e4, sigma=0:7060873029304695837

n=56574: c16128(9990010000......) = 3135415646320098975289 * c16107(3186183628......)

# ECM B1=1e4, sigma=0:743894236544839969

n=56586: c18853(4941480006......) = 54762581634966224287 * c18833(9023460653......)

# ECM B1=1e4, sigma=0:17349988202716979625

n=56766: c18915(6452774819......) = 34778864691918553173397 * c18893(1855372472......)

# ECM B1=5e4, sigma=0:15387700625324751303

n=56778: c18899(6460926125......) = 5283904775688468091 * c18881(1222755973......)

# ECM B1=1e4, sigma=0:16705424648719781855

n=56814: c17756(8710111282......) = 3799837047744966979 * c17738(2292232843......)

# ECM B1=1e4, sigma=0:17871254005215087471

n=57078: c16168(3913830378......) = 2381913196779804409 * c16150(1643145679......)

# ECM B1=5e4, sigma=0:9940456206283626498

n=57126: c19035(3206064643......) = 94165473512830933 * c19018(3404713557......)

# ECM B1=1e4, sigma=0:12163125857169284151

n=57180L: c7610(7628457244......) = 14129926237538406202682221 * c7585(5398794810......)

# ECM B1=5e4, sigma=0:4311955428037051109

n=57318: c18554(2835059656......) = 43251129526809898453 * c18534(6554880039......)

# ECM B1=1e4, sigma=0:3939393343253586813

n=57642: c17690(6514231113......) = 97948192716902085013 * c17670(6650690464......)

# ECM B1=1e4, sigma=0:15987867736613848041

n=57762: c19249(1000999998......) = 9597667757102806681 * c19230(1042961711......)

# ECM B1=1e4, sigma=0:10017525459993534715

n=57816: c17245(3358470529......) = 3774703359855741193 * c17226(8897309825......)

# ECM B1=1e4, sigma=0:14573886059658789219

n=57822: c18392(9100000000......) = 1391263541117211877 * c18374(6540816840......)

# ECM B1=1e4, sigma=0:5489616406293272747

n=57840: c15327(2403402233......) = 17325170861776388161 * c15308(1387231475......)

# ECM B1=1e4, sigma=0:12728504431310363272

n=57882: c17515(5240516680......) = 116729965222456477 * c17498(4489435656......)

# ECM B1=1e4, sigma=0:6870813219510263639

n=57906: c19258(6747503165......) = 115419153871710613 * c19241(5846086146......)

# ECM B1=1e4, sigma=0:16295059921177887689

n=57942: c18128(7608685043......) = 3652005574370747647 * c18110(2083426459......)

# ECM B1=1e4, sigma=0:16937311486844587630

n=58152: c19366(2112409336......) = 9834972986213977033 * c19347(2147854741......)

# ECM B1=1e4, sigma=0:17774607113437282064

n=58194: c18691(1369556355......) = 840858976544439133 * c18673(1628758678......)

# ECM B1=1e4, sigma=0:4156819205206119132

n=58302: c18720(9990010000......) = 1735303869255731779 * c18702(5756922563......)

# ECM B1=1e4, sigma=0:18365040190470997494

n=58368: c18433(1000000000......) = 694184889826525049857 * c18412(1440538413......)

# ECM B1=1e4, sigma=0:9295639620508460351

n=58482: c18457(9110946390......) = 6532284313841605201 * c18439(1394756558......)

# ECM B1=1e4, sigma=0:9634029437086321981

n=58512: c18257(5537209805......) = 166414262337362321853266737 * c18231(3327364931......)

# ECM B1=5e4, sigma=0:12070408947955159685

n=58542: c17700(6320568190......) = 2925056960496676303 * c17682(2160835934......)

# ECM B1=1e4, sigma=0:17540403743254307588

n=58620L: c7787(8857161544......) = 375542331167992526817336216721 * c7758(2358498845......)

# ECM B1=1e4, sigma=0:4439546560153462278

n=58686: c19527(2551681958......) = 23580622702523984527 * c19508(1082109658......)

# ECM B1=1e4, sigma=0:9462818087523537229

n=58698: c19535(5280794512......) = 18838832368033061260197931 * c19510(2803143214......)

# ECM B1=5e4, sigma=0:1996270155727676144

n=58866: c19588(1675634071......) = 679462339262842386091 * c19567(2466117656......)

# ECM B1=1e4, sigma=0:16791255588970569759

n=58968: c15552(9999999999......) = 8651607761812539889 * c15534(1155854527......)

# ECM B1=5e4, sigma=0:6486375217091336027

n=59058: c18402(1528930481......) = 62612416669903921 * c18385(2441896612......)

# ECM B1=1e4, sigma=0:16563443344009321612

n=59130: c15517(2439155157......) = 127665646649307139623312691 * c15491(1910580662......)

# ECM B1=5e4, sigma=0:16364971124499542547

n=59136: c15337(1483883453......) = 572556385018227457 * c15319(2591680911......)

# ECM B1=1e4, sigma=0:2965405822991529642

n=59328: c19554(9570809023......) = 7160411099894052673 * c19536(1336628426......)

# ECM B1=1e4, sigma=0:7979873750912240170

n=59376: c19729(2241897835......) = 24044303261358601536481 * c19706(9324029110......)

# ECM B1=1e4, sigma=0:16356176302505160730

n=59526: c19824(3767546571......) = 686612851878223437373 * c19803(5487148341......)

# ECM B1=5e4, sigma=0:1346219442776894046

n=59586: c19861(1098901098......) = 2697543265812877068451 * c19839(4073710745......)

# ECM B1=1e4, sigma=0:13578156907223523836

n=59664: c17903(2316097339......) = 861542554627786015560341569 * c17876(2688314496......)

# ECM B1=5e4, sigma=0:14938623547727915503

n=59694: c19897(1098901098......) = 483633228147415223126659 * c19873(2272178657......)

# ECM B1=5e4, sigma=0:15092247253080239208

n=59754: c19002(3541651180......) = 801659330422279183 * c18984(4417900529......)

# ECM B1=1e4, sigma=0:4645403620851089366

n=59760: c15738(1328063400......) = 291048813277306561 * c15720(4563026338......)

# ECM B1=1e4, sigma=0:4805111200095926251

n=59910: c15939(3762237457......) = 4821178877098376371 * c15920(7803563305......)

# ECM B1=1e4, sigma=0:16220780914603204076

n=59922: c19959(1302548158......) = 21287014487464564441 * c19939(6118979997......)

# ECM B1=1e4, sigma=0:17687251668394001864

n=59946: c19584(9100000000......) = 5828276197897590366703 * c19563(1561353595......)

# ECM B1=1e4, sigma=0:7917297021589747259

n=59952: c19969(1000000009......) = 4253633579954121457 * c19950(2350931247......)

# ECM B1=1e4, sigma=0:5454215371933626738

n=60240: c15995(2766703251......) = 3264220309933242721 * c15976(8475847182......)

# ECM B1=1e4, sigma=0:2642955954820919625

n=61236: c17497(1000000000......) = 1956291297017145481 * c17478(5111713176......)

# ECM B1=1e4, sigma=0:78552818237473146

n=61278: c17471(1757653734......) = 580503194392070251 * c17453(3027810616......)

# ECM B1=1e4, sigma=0:1385199165943464173

n=61320: c13825(1000099999......) = 81466613556722960161 * c13805(1227619458......)

# ECM B1=1e4, sigma=0:8803995635822557911

n=61440: c16362(3497725032......) = 7064711043007979521 * c16343(4950981025......)

# ECM B1=5e4, sigma=0:8417709054925280380

n=61470: c16349(1151528608......) = 160643483881429602331 * c16328(7168224822......)

# ECM B1=1e4, sigma=0:7317738033770977885

n=61494: c19872(9100000000......) = 1005475598635478156539 * c19851(9050443404......)

# ECM B1=5e4, sigma=0:11259090461735114990

n=61530: c13980(2791202657......) = 557161091614258321 * c13962(5009686964......)

# ECM B1=5e4, sigma=0:4005075026884876073

n=61590: c16390(1277520722......) = 526848692160591721 * c16372(2424834191......)

# ECM B1=5e4, sigma=0:16509310519672470030

n=61710: c14072(8551360897......) = 4114299773908787625691 * c14051(2078448671......)

# ECM B1=5e4, sigma=0:3079572654058004995

n=61776: c17268(1763621291......) = 30926762446022998890193 * c17245(5702573279......)

# ECM B1=1e4, sigma=0:15585640733453315177

n=61788: c19398(2918779133......) = 3202195104095565601 * c19379(9114932220......)

# ECM B1=1e4, sigma=0:9434163342641143693

n=61824: c16855(3477744035......) = 291227991078131119987969 * c16832(1194165444......)

# ECM B1=1e4, sigma=0:16175092432549952177

n=61914: c19386(1289281101......) = 39045661629467891272561 * c19363(3301982979......)

# ECM B1=1e4, sigma=0:8152124589397677462

n=62412: c17785(4374563798......) = 41432758698334180549 * c17766(1055822478......)

# ECM B1=1e4, sigma=0:17043902568200363519

n=62520: c16619(3010075496......) = 180553846953863429041 * c16599(1667134512......)

# ECM B1=5e4, sigma=0:12578825785424255345

n=62640: c16114(2056529020......) = 812326049315405820001 * c16093(2531654650......)

# ECM B1=1e4, sigma=0:14119409943518510291

n=62814: c19152(9999999999......) = 1246565062025998411597543 * c19128(8022044179......)

# ECM B1=1e4, sigma=0:416814803038593843

n=62934: c19712(9100000000......) = 633691938498407863 * c19695(1436028998......)

# ECM B1=1e4, sigma=0:8763674785442578739

n=63390: c16863(1880633998......) = 1839871096511568091 * c16845(1022155303......)

# ECM B1=1e4, sigma=0:16071506372122151949

n=63462: c18088(1157123149......) = 53462547056429001310933 * c18065(2164362180......)

# ECM B1=5e4, sigma=0:7935495298070176411

n=63630: c14395(5243830243......) = 538530761234664991479961 * c14371(9737290087......)

# ECM B1=5e4, sigma=0:7367727946915182950

n=63672: c18139(1427627075......) = 123116086555329841 * c18122(1159578016......)

# ECM B1=1e4, sigma=0:2027954192675731682

n=63820L: c12748(1542602620......) = 156622631007084144982230401 * c12721(9849168099......)

# ECM B1=1e4, sigma=0:13766408260524138682

n=63822: c19314(9505594198......) = 1312413380460473677 * c19296(7242835481......)

# ECM B1=1e4, sigma=0:16828886815399512469

n=63954: c17254(1766460927......) = 229725998045189105128813 * c17230(7689425412......)

# ECM B1=5e4, sigma=0:12130196536496496978

n=64554: c17467(3404584020......) = 578104974125462696767 * c17446(5889214196......)

# ECM B1=1e4, sigma=0:3409226602925909899

n=64746: c19428(6976633790......) = 151356501007964456293 * c19408(4609404778......)

# ECM B1=1e4, sigma=0:17082086374687754081

n=64932: c18474(2582941646......) = 29028025538704191721 * c18454(8898096231......)

# ECM B1=5e4, sigma=0:4627558537522444863

n=65070: c17251(3543140433......) = 30746949789891519451 * c17232(1152355097......)

# ECM B1=5e4, sigma=0:16531575844737494417

n=65184: c18389(6219913214......) = 60360122175683568673 * c18370(1030467300......)

# ECM B1=1e4, sigma=0:14482898113450633861

n=65370: c17409(6602859314......) = 1345127060595022238041 * c17388(4908725359......)

# ECM B1=5e4, sigma=0:17264650957289904146

n=65610: c17487(1520979056......) = 4852553921590364281 * c17468(3134388779......)

# ECM B1=1e4, sigma=0:2939303141527082450

n=65646: c18686(1711153739......) = 60682813682214321487 * c18666(2819832561......)

# ECM B1=1e4, sigma=0:3239359630253027215

n=65772: c18144(9999999999......) = 22353793471216062698221 * c18122(4473513640......)

# ECM B1=1e4, sigma=0:18122327404919403072

n=65802: c19905(9244581110......) = 350508851400090800077 * c19885(2637474367......)

# ECM B1=1e4, sigma=0:9908104411450153748

n=65988: c19847(1337312787......) = 28978286598757094041 * c19827(4614878738......)

# ECM B1=1e4, sigma=0:15612803668721623778

n=66000: c15969(4226137275......) = 1713667807881480001 * c15951(2466135651......)

# ECM B1=1e4, sigma=0:715206878138190492

n=66198: c18554(2766701970......) = 115126293042861063877 * c18534(2403188617......)

# ECM B1=1e4, sigma=0:14138939920719172850

n=66234: c17703(1088239570......) = 14413163356453150496581333 * c17677(7550317328......)

# ECM B1=5e4, sigma=0:7284981387662407416

n=66420L: c8619(1902457329......) = 137552864340116570395861 * c8596(1383073583......)

# ECM B1=1e4, sigma=0:188292127920044810

n=66960: c17264(8267535928......) = 11363483355349995361 * c17245(7275529580......)

# ECM B1=1e4, sigma=0:591449414003740573

n=67290: c17936(9100090999......) = 1745791705919376811 * c17918(5212586913......)

# ECM B1=1e4, sigma=0:3972852173624821215

n=67320: c15331(1323481107......) = 3948954307249707361 * c15312(3351472326......)

# ECM B1=5e4, sigma=0:10098483388645718088

n=67326: c19147(4951009263......) = 319295662574989129 * c19130(1550603357......)

# ECM B1=1e4, sigma=0:3161412536128475777

n=67782: c18708(5356809003......) = 139439175084699238321 * c18688(3841681507......)

# ECM B1=1e4, sigma=0:5928902063879499337

n=68010: c18128(9100090999......) = 3151417006996663665331 * c18107(2887618801......)

# ECM B1=1e4, sigma=0:16243970468053681928

n=68460L: c7776(3948723401......) = 17913363393594860602724835061 * c7748(2204345055......)

# ECM B1=1e4, sigma=0:14105361003929542546

n=68670: c15553(1000999998......) = 949527849031906411 * c15535(1054208151......)

# ECM B1=1e4, sigma=0:11461666038741633648

n=68820M: c8616(5897525321......) = 3384575645626830091904161 * c8592(1742471121......)

# ECM B1=1e4, sigma=0:2267465837930097150

n=68850: c17270(5154547123......) = 547557102744101505671851 * c17246(9413716118......)

# ECM B1=1e4, sigma=0:496567713421079725

n=68964: c19680(9901000000......) = 6559968614878136641 * c19662(1509306001......)

# ECM B1=1e4, sigma=0:7473723735704972209

n=69240: c18402(4208122737......) = 4938447983880626881 * c18383(8521144195......)

# ECM B1=5e4, sigma=0:6060206441955656054

n=69426: c18101(4889888020......) = 14656912518347789383 * c18082(3336233339......)

# ECM B1=5e4, sigma=0:3991047842120433453

n=69564: c19201(1009998990......) = 5497845955536902881 * c19182(1837081282......)

# ECM B1=5e4, sigma=0:5641151902361161457

n=69594: c19858(2098241669......) = 1468396672576211088103 * c19837(1428933821......)

# ECM B1=1e4, sigma=0:10762879005160380839

n=70518: c18971(3587662125......) = 62979071120958398281 * c18951(5696594219......)

# ECM B1=1e4, sigma=0:14075555713307002481

n=70530: c18800(9100090999......) = 105960777805940157691 * c18780(8588169309......)

# ECM B1=1e4, sigma=0:10519662272638614765

n=70920: c18816(9999999999......) = 76150782792605297521 * c18797(1313184137......)

# ECM B1=1e4, sigma=0:5279206638156529728

n=71214: c19666(3818423952......) = 85523906828973757 * c19649(4464744530......)

# ECM B1=1e4, sigma=0:12109168528191810669

n=71310: c18998(8142537949......) = 2568768890945841091 * c18980(3169821145......)

# ECM B1=1e4, sigma=0:240532939978292184

n=71520: c18929(1236628514......) = 502857454691898194771521 * c18905(2459202907......)

# ECM B1=1e4, sigma=0:4926393094977261187

n=71620M: c14313(2517955177......) = 3631073004723380685341 * c14291(6934465858......)

# ECM B1=1e4, sigma=0:1125883524897071773

n=71970: c19180(1264410804......) = 337193248633632341161 * c19159(3749810559......)

# ECM B1=1e4, sigma=0:4175830671017939554

n=72240: c16108(7107723710......) = 3451507167353528274650401 * c16084(2059310140......)

# ECM B1=1e4, sigma=0:4685734990464835268

n=72620L: c14490(2392284634......) = 142152509637537481 * c14473(1682900035......)

# ECM B1=1e4, sigma=0:6763313711941732437

n=72996: c18715(4612099192......) = 194668798934974551713989 * c18692(2369203086......)

# ECM B1=5e4, sigma=0:17942255077694496775

n=73038: c19849(9481142130......) = 22192626317022850081 * c19830(4272203747......)

# ECM B1=1e4, sigma=0:14640198670309208567

n=73542: c19577(5725093684......) = 89327656755626704969 * c19557(6409094218......)

# ECM B1=1e4, sigma=0:15150155900767308508

n=73740L: c9786(3248589479......) = 2751568304175079743625981 * c9762(1180631959......)

# ECM B1=1e4, sigma=0:2168169667434807028

n=73860L: c9840(3913542626......) = 11431654638268078282432985461 * c9812(3423426223......)

# ECM B1=1e4, sigma=0:1045408903520920968

n=73920: c15345(2465660856......) = 3755247402819897601 * x15326(6565907893......)

# ECM B1=1e4, sigma=0:4655826978384123765

n=73920: x15326(6565907893......) = 672484654956723841 * c15308(9763654597......)

# ECM B1=1e4, sigma=0:17004479743243291575

n=73980M: c9763(2406522953......) = 12546373187200879239032334601 * c9735(1918102480......)

# ECM B1=1e4, sigma=0:17789390083011331821

n=74160: c19554(3361651541......) = 1932508640912188321 * c19536(1739527301......)

# ECM B1=5e4, sigma=0:4640656957639444762

n=74250: c17988(1822368337......) = 19049506805822953977001 * c17965(9566485664......)

# ECM B1=1e4, sigma=0:9971252902194520832

n=74490: c18241(1098890109......) = 1011880032490920451 * c18223(1085988530......)

# ECM B1=1e4, sigma=0:5975478234123611117

n=74880: c18419(2191004838......) = 38697688081730695681 * c18399(5661849445......)

# ECM B1=1e4, sigma=0:4718818073992727939

n=75150: c19903(2862979390......) = 68562513029639109667008601 * c19877(4175721198......)

# ECM B1=1e4, sigma=0:13849953483952711450

n=75684: c19969(1009998990......) = 13612828823398532029 * c19949(7419464411......)

# ECM B1=1e4, sigma=0:17691867575368725812

n=76110: c19469(9998756243......) = 48643376058133028041 * c19450(2055522674......)

# ECM B1=1e4, sigma=0:369883734977269197

n=76590: c19003(4356511478......) = 81854035121004571 * c18986(5322292874......)

# ECM B1=1e4, sigma=0:2953981963838055755

n=76890: c18540(6168307401......) = 180986882020104348648571 * c18517(3408151647......)

# ECM B1=5e4, sigma=0:15431902472159803699

n=77550: c18387(1412703571......) = 19101259595860754401 * c18367(7395866036......)

# ECM B1=5e4, sigma=0:3256010252397440378

n=78210: c18721(1000999998......) = 100668577077747055081 * c18700(9943519895......)

# ECM B1=1e4, sigma=0:16568968886082353982

n=79230: c19844(2842087338......) = 22814847701309520811 * c19825(1245718303......)

# ECM B1=1e4, sigma=0:4425523230859837367

n=79380M: c9059(5978754557......) = 35246404848934848640860181 * c9034(1696273586......)

# ECM B1=1e4, sigma=0:10413034172191188972

n=80730: c19009(1000000000......) = 156536828530754700601 * c18988(6388273036......)

# ECM B1=1e4, sigma=0:14061184579301899754

n=81180M: c9588(1755876196......) = 33711952427189950722237001 * c9562(5208467829......)

# ECM B1=5e4, sigma=0:16362537603765079529

n=81690: c18625(1098890000......) = 200310532686639691 * c18607(5485932194......)

# ECM B1=1e4, sigma=0:9017923390551424563

n=82830: c19983(3992248513......) = 23151227555932484251 * c19964(1724421957......)

# ECM B1=1e4, sigma=0:15774982347293366586

n=83900L: c16755(4012897051......) = 15952883464113857657153201 * c16730(2515468166......)

# ECM B1=5e4, sigma=0:18441054131513054542

n=84150: c19178(5880129767......) = 91913681552017051 * c19161(6397447766......)

# ECM B1=5e4, sigma=0:8869381325715104641

n=84380M: c16844(5945882884......) = 1093136708219952236761 * c16823(5439285718......)

# ECM B1=1e4, sigma=0:4278332128116563101

n=85900M: c17132(5695596289......) = 83159518477258454939101 * c17109(6849001044......)

# ECM B1=1e4, sigma=0:1540408098624599617

n=86700L: c10846(4325542137......) = 4618788358280924475301 * c10824(9365101410......)

# ECM B1=5e4, sigma=0:5398731758249068193

n=87570: c19844(2258754311......) = 33332157819361244971 * c19824(6776501911......)

# ECM B1=1e4, sigma=0:15219561322775879450

n=87780M: c8634(4948719009......) = 1128672669821391395209741 * c8610(4384547567......)

# ECM B1=1e4, sigma=0:7277706453193897884

n=88580M: c17120(2560179778......) = 763749595525987481 * c17102(3352119325......)

# ECM B1=1e4, sigma=0:13739579252068005864

n=90820M: c17129(2391975874......) = 275700704937280781 * c17111(8675987516......)

# ECM B1=5e4, sigma=0:13454381817245409870

n=90980M: c18193(2824060999......) = 8460156721593140381901401 * c18168(3338071731......)

# ECM B1=1e4, sigma=0:3041118553889424676

n=91940L: c18385(2824060999......) = 451688164335384481 * c18367(6252235995......)

# ECM B1=1e4, sigma=0:807234781224866049

n=96500M: c19188(6174053447......) = 131974524726607001 * c19171(4678216087......)

# ECM B1=1e4, sigma=0:3511875707395213523

n=96700L: c19312(4100265910......) = 440140181627136901 * c19294(9315818190......)

# ECM B1=1e4, sigma=0:9318274113074191561

n=97660M: c18404(3441046696......) = 8667811872279471575070821 * c18379(3969913914......)

# ECM B1=5e4, sigma=0:11148976462528800956

n=100860L: c13105(8813433298......) = 19123098247540928634061 * c13083(4608789425......)

# ECM B1=1e4, sigma=0:8145768047376090036

n=101140L: c18594(1679856944......) = 525451502300572381 * c18576(3196978097......)

# ECM B1=1e4, sigma=0:14873532627165691653

n=103460M: c17713(2798897498......) = 9049097927953000486355317301 * c17685(3093012718......)

# ECM B1=5e4, sigma=0:2138060380976878579

n=103700L: c19195(4773601866......) = 27171562684712459170301 * c19173(1756837441......)

# ECM B1=1e4, sigma=0:2377236007901697077

n=107460L: c14237(2097818006......) = 209728427737411081 * c14220(1000254485......)

# ECM B1=1e4, sigma=0:10152036595590583476

n=107580L: c12925(8167675433......) = 806643817895686321 * c12908(1012550428......)

# ECM B1=1e4, sigma=0:11607734215796576098

n=107900M: c19674(6686412895......) = 318363254573929501 * c19657(2100246432......)

# ECM B1=1e4, sigma=0:7482693928962607025

n=108500M: c17978(1453201164......) = 128008444522275275024501 * c17955(1135238514......)

# ECM B1=1e4, sigma=0:16238051413508012099

n=109900M: c18715(2252155478......) = 200183193148682801 * c18698(1125047234......)

# ECM B1=1e4, sigma=0:6702511584412512214

n=113700L: c15106(1196489892......) = 3066575723824905560940901 * c15081(3901713182......)

# ECM B1=1e4, sigma=0:18418612931103597344

n=114300M: c15059(4253287050......) = 673645470649836185701 * c15038(6313836039......)

# ECM B1=1e4, sigma=0:2136968438085234573

n=115140L: c14396(1109613738......) = 441810490596181501 * c14378(2511515144......)

# ECM B1=1e4, sigma=0:14406007187415063608

n=116340L: c13237(6454559397......) = 529422445564398961 * c13220(1219169956......)

# ECM B1=1e4, sigma=0:738048572704413124

n=116580M: c14769(3979612484......) = 641517954669519241 * c14751(6203431183......)

# ECM B1=1e4, sigma=0:4590924644177139929

n=118580M: c18466(8370708018......) = 195187199991292741 * c18449(4288553767......)

# ECM B1=1e4, sigma=0:4930038057371256957

n=119140L: c19001(3332504720......) = 757645896161979136201 * c18980(4398499004......)

# ECM B1=1e4, sigma=0:8364280630934930988

n=119700L: c12946(1958271203......) = 758878964726771701 * c12928(2580478961......)

# ECM B1=1e4, sigma=0:8490690134722289293

n=122100M: c14376(4801892463......) = 460617792840212841901 * c14356(1042489573......)

# ECM B1=1e4, sigma=0:9190291511041322943

n=122460M: c14959(1633448948......) = 1483640457973095059821 * c14938(1100973581......)

# ECM B1=1e4, sigma=0:12737738726250045296

n=123660M: c16392(7190737647......) = 147491056064818261 * c16375(4875371998......)

# ECM B1=1e4, sigma=0:11023392117009259298

n=128100M: c14374(7992962892......) = 1502771246505348302034132001 * c14347(5318815429......)

# ECM B1=1e4, sigma=0:17522260960539159604

n=135300L: c15993(3604651090......) = 27884369614847642975101 * c15971(1292713853......)

# ECM B1=1e4, sigma=0:3262035156110106986

n=135540L: c17984(8978201105......) = 629055463202782921 * c17967(1427251113......)

# ECM B1=1e4, sigma=0:15802700932328726870

n=135780L: c17274(1712403450......) = 322683739423868521 * c17256(5306754697......)

# ECM B1=1e4, sigma=0:14594602221967069976

n=135780M: c17264(1030349064......) = 401443057947822739697341 * c17240(2566613232......)

# ECM B1=1e4, sigma=0:9780093252080414160

n=139260L: c16773(7023435812......) = 300430293397250941 * c16756(2337792149......)

# ECM B1=1e4, sigma=0:11297474428779211831

n=142980L: c19057(2529932837......) = 270007298206404643747501 * c19033(9369868347......)

# ECM B1=1e4, sigma=0:4991377420939322847

n=146940M: c18669(2755827322......) = 420721138918215723661 * c18648(6550246867......)

# ECM B1=1e4, sigma=0:12524131990520089287

n=150420L: c18964(1406500154......) = 660416406962219498309581 * c18940(2129717159......)

# ECM B1=5e4, sigma=0:2839196000229695130

n=157500L: c17984(2396702605......) = 8164333770330120178320001 * c17959(2935576463......)

# ECM B1=1e4, sigma=0:15053028661258821041

n=177660M: c19865(4769632135......) = 34970899262348108151761761 * c19840(1363886041......)

# ECM B1=1e4, sigma=0:3705194544984463031

n=189420L: c19181(1346013333......) = 465617699427730081 * c19163(2890812216......)

# ECM B1=1e4, sigma=0:7673492794518628366

# 1304 of 300000 Φn(10) factorizations were finished. 300000 個中 1304 個の Φn(10) の素因数分解が終わりました。

April 16, 2025 2025 年 4 月 16 日 (Kurt Beschorner)

n=767: c633(8891746486......) = 297104517131929003264738356140172264413209319 * c589(2992800840......)

# ECM B1=30e6, sigma=3:1107706254

n=767: c589(2992800840......) = 2660290785622916217457144128170825893760339503837 * c541(1124990116......)

# ECM B1=30e6, sigma=3:1107706890

n=1425: c721(1000010000......) = 139097621607464966807011937872131122584201 * c679(7189267426......)

# ECM B1=30e6, sigma=3:2972353638

n=7530: c2000(9100090999......) = 9804291460382211890050670434160556601 * c1963(9281742629......)

# ECM B1=6e6, sigma=3:-1370741601

n=11027: c10985(2998301346......) = 126862222813608261789459400214372533 * c10950(2363431193......)

# ECM B1=1e6, sigma=0:2630341667428480

n=14661: c9705(4618232926......) = 6366709068133656216037969 * c9680(7253720684......)

# P-1 B1=180e6

n=14685: c7006(3123822060......) = 258756654293490185699791 * c6983(1207243179......)

# P-1 B1=200e6

n=173491: c173478(2796592108......) = 1770877204029848773 * c173460(1579212890......)

n=173783: c173760(3214293617......) = 186739157473042813 * c173743(1721274563......)

# gr-mfaktc

April 16, 2025 2025 年 4 月 16 日 (John)

# via Kurt Beschorner

n=21011: c21005(8813655525......) = 342610032395671125673373 * c20982(2572503631......)

# ECM B1=1e6, sigma=2004578667008788

n=21024: c6892(7777402837......) = 4036246874368850279628572603329 * c6862(1926889776......)

# ECM B1=1e6, sigma=147998017

n=21035: c14401(1111099888......) = 28161964780592481294583471 * c14375(3945391941......)

# ECM B1=1e6, sigma=2944540739

April 13, 2025 2025 年 4 月 13 日 (Torbjörn Granlund)

# via Kurt Beschorner

n=12931: c12629(5289398951......) = 135783792897970219044172428559 * c12600(3895456768......)

# P-1: B=405091/6052991657

n=13665: c7281(1109988900......) = 101643983411597554831 * c7261(1092036009......)

# P-1: B=2597537/204541889

n=14685: c7032(1492530881......) = 47778998046961754152822111 * c7006(3123822060......)

# P-1: B=4517327/447364601

n=14763: c7752(7202479899......) = 1583800105321782512893 * c7731(4547594027......)

# P-1: B=15193/5029387547

n=14823: c9676(1508719137......) = 173769910540923678517 * c9655(8682280683......)

# P-1: B=75041/494370757

n=14889: c8497(1109999889......) = 3682140185522287609 * c8478(3014550867......)

# P-1: B=709/1094390897

n=14905: c10801(1111099999......) = 837616540364752795867104721 * c10774(1326501980......)

# P-1: B=3694583/584506763

n=14955: c7969(1109988900......) = 8569905066411909417202262241001 * c7938(1295217264......)

# P-1: B=25343/3103000757

n=14967: c9941(8888227527......) = 739455832672823557 * c9924(1201995729......)

# P-1: B=18439/74428217

n=15093: c9063(5487029419......) = 1251457399865883657007373671 * c9036(4384511546......)

# P-1: B=355427/258337537

n=15145: c11090(9491023680......) = 1343361788693684186223161 * c11066(7065128515......)

# P-1: B=9031229/17328677

n=15169: c11748(2949923185......) = 206340737329769516321 * c11728(1429636834......)

# P-1: B=43223/178813561

n=15225: c6720(9999900000......) = 128852714392065022294750299487709091001 * c6682(7760721260......)

# P-1: B=1449241/97764617

n=15237: c10132(2151342240......) = 28020423921838111510752241 * c10106(7677764784......)

# P-1: B=231613/1236906317

n=15253: c13068(9000000900......) = 34502893250352221838053 * c13046(2608477160......)

# P-1: B=43753/485703487

n=15421: c13194(2002518577......) = 1229861650922184679390237 * c13170(1628247027......)

# P-1: B=96847/42402583

n=15449: c13236(9000000900......) = 11077088435116460884289 * c13214(8124879522......)

# P-1: B=225601/2613669407

n=15455: c11165(7741068877......) = 3691929537737177881 * x11147(2096754230......)

# P-1: B=281/467144077

n=15455: x11147(2096754230......) = 44306805446829828283930342201 * c11118(4732352534......)

# P-1: B=3232387/14394485137

n=15465: c8212(9543554215......) = 17798032025641049049601 * c8190(5362140152......)

# P-1: B=42853/101850611

n=15545: c12426(1298139021......) = 25440839280040647197561 * c12403(5102579387......)

# P-1: B=30677/3251413273

n=15695: c12078(1095705329......) = 9698491210464573481 * c12059(1129768853......)

# P-1: B=73/15576101237

n=15717: c9332(3819059485......) = 739797261083522764500769 * p9308(5162305521......)

# P-1: B=1124833/17142623

$ ./pfgw64 -tc -q"(10^39-1)*(10^169-1)*(10^403-1)*(10^15717-1)/19371189787956960101904837526140849990432949485984853/(10^13-1)/(10^507-1)/(10^1209-1)/(10^5239-1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^39-1)*(10^169-1)*(10^403-1)*(10^15717-1)/19371189787956960101904837526140849990432949485984853/(10^13-1)/(10^507-1)/(10^1209-1)/(10^5239-1) [N-1/N+1, Brillhart-Lehmer-Selfridge]
Running N-1 test using base 2
Running N-1 test using base 5
Running N-1 test using base 19
Running N+1 test using discriminant 29, base 3+sqrt(29)

Calling N-1 BLS with factored part 0.12% and helper 0.06% (0.43% proof)
(10^39-1)*(10^169-1)*(10^403-1)*(10^15717-1)/19371189787956960101904837526140849990432949485984853/(10^13-1)/(10^507-1)/(10^1209-1)/(10^5239-1) is Fermat and Lucas PRP! (4.2762s+0.0008s)

n=15789: c9928(6944103973......) = 3621522767312038681 * c9910(1917454181......)

# P-1: B=277/333405997

n=15799: c12951(1112829517......) = 1720879508051404686119 * c12929(6466632394......)

# P-1: B=18461/248470697

n=15819: c10500(8557831485......) = 81723445251664294067035591 * c10475(1047169690......)

# P-1: B=1528127/533059627

n=15903: c9721(1000000001......) = 81988947098742673711 * c9701(1219676598......)

# P-1: B=182953/402567467

n=15905: c12696(7373872406......) = 2371635447245914961 * c12678(3109193031......)

# P-1: B=3181/31447627

n=15909: c10584(9553308135......) = 5239746113700891198391 * c10563(1823238746......)

# P-1: B=5303/1429065179

n=15925: c10081(1000000000......) = 9609193212825483551 * c10062(1040670093......)

# P-1: B=419/2599463341

n=16025: c12780(2081594183......) = 67447673843410428994201 * x12757(3086235691......)

# P-1: B=9467/94967471

n=16025: x12757(3086235691......) = 1409218471499291319204601 * c12733(2190033521......)

# P-1: B=21017/501178673

n=16261: c13179(3117793754......) = 6104002693929013418245121 * c13154(5107785679......)

# P-1: B=7432261/9864533531

n=16289: c12810(5983536417......) = 706588042214750531454272837 * c12783(8468210697......)

# P-1: B=664603/3417467

n=16317: c9056(4485835390......) = 138872955323729317423573 * c9033(3230172051......)

# P-1: B=97561/8110550401

n=16437: c10934(7821141696......) = 291028101309523407767101933 * c10908(2687418040......)

# P-1: B=501233/405279239

n=16467: c9951(1889447254......) = 7346863866813669062337397 * c9926(2571773872......)

# P-1: B=149099/2629733461

n=16491: c10456(3176564898......) = 30382113232660225230877 * c10434(1045537838......)

# P-1: B=2131/2963164979

n=16509: c11004(9009009009......) = 29835864048110165229439185631 * c10976(3019523414......)

# P-1: B=4857211/1283071093

n=16527: c9405(2451175364......) = 5908713997778002690475166198053197 * c9371(4148407530......)

# P-1: B=6711637/16120739

n=16575: c7680(9999900000......) = 15616379491238852430001 * c7658(6403468874......)

# P-1: B=2538839/31991431

n=16677: c10362(2174740318......) = 1346094297873704851801459237 * c10335(1615592846......)

# P-1: B=10567/3480865501

n=16803: c11181(2324931776......) = 6651691938667464318163 * c11159(3495248725......)

# P-1: B=2241431/6792764809

n=17151: c11414(1857573557......) = 8322681743977887172835249281 * c11386(2231941115......)

# P-1: B=8117/12833004061

n=17155: c13202(2728886793......) = 1753957780736827178921 * c13181(1555845199......)

# P-1: B=641/10477112521

n=17185: c11730(7798581477......) = 70544445645848208791 * c11711(1105484833......)

# P-1: B=9397/3580669451

n=17215: c12481(1111099999......) = 318889731312834071327291201 * c12454(3484276509......)

# P-1: B=4917023/551601991

n=17247: c11496(9009009009......) = 3549271762891269710674627 * c11472(2538269710......)

# P-1: B=9754523/103063777

n=17385: c8583(3115673225......) = 16285549061196560643756638671 * c8555(1913152091......)

# P-1: B=1025393/571278017

n=17541: c11661(1349887584......) = 3772896490819455915514069989613 * c11630(3577854806......)

# P-1: B=5512229/9043079

n=17575: c12925(1601690844......) = 145722922887964801 * c12908(1099134448......)

# P-1: B=37/440661629

n=17607: c11702(2368098978......) = 420486362056048644493 * c11681(5631809237......)

# P-1: B=1565033/17107171

n=17633: c13659(6200667241......) = 121646964770977613067728325853 * c13630(5097264245......)

# P-1: B=1444309/2838508861

n=17763: c11372(1758324391......) = 6374655807724683789911893 * x11347(2758304831......)

# P-1: B=1081351/58680793

n=17763: x11347(2758304831......) = 462624118949898754133579312653 * c11317(5962302262......)

# P-1: B=725663/24836309

n=17925: c9511(8628787610......) = 17639275188249311413944278401 * c9483(4891803953......)

# P-1: B=4940641/10930211

n=18045: c9586(7613056894......) = 1017602235597020041 * c9568(7481368091......)

# P-1: B=401/190551173

n=18195: c9697(1109988900......) = 10446992505571249370288496850653001 * c9663(1062496119......)

# P-1: B=1549831/1897632343

n=18249: c9349(8051066467......) = 4264662878843703976333 * c9328(1887855311......)

# P-1: B=14081/633544543

n=18305: c12529(1111099888......) = 640084144082239015123511 * c12505(1735865353......)

# P-1: B=685987/8871270641

n=18453: c12291(2933448216......) = 23260105803333738253 * c12272(1261149988......)

# P-1: B=6151/34477111

n=18519: c12322(2582658846......) = 7540020710597680339463020265719 * c12291(3425267576......)

# P-1: B=3285019/685587871

n=18681: c11473(1109999999......) = 1170693626854508797 * c11454(9481558407......)

# P-1: B=479/79969489

n=18741: c12488(2403491985......) = 195509195416399369 * c12471(1229349842......)

# P-1: B=6247/8099506621

n=18807: c12531(7983666695......) = 2791684630691344064797 * c12510(2859802503......)

# P-1: B=2669423/1985964137

n=18831: c12536(1265018913......) = 33282138166839398834791 * c12513(3800894363......)

# P-1: B=124429/457167103

n=18867: c11881(1109999999......) = 1561241860584224581963 * c11859(7109724816......)

# P-1: B=1383797/91435997

n=18891: c12568(6242328850......) = 862116175474050107538594973 * c12541(7240704940......)

# P-1: B=8340337/107110349

n=19089: c10794(4677336299......) = 20736251143896627429679 * c10772(2255632547......)

# P-1: B=69877/120586657

n=19149: c11754(3534539938......) = 1240051935606288912630298387 * c11727(2850316052......)

# P-1: B=962683/9738763

n=19155: c10195(2238413137......) = 5371003470352658291161 * c10173(4167588327......)

# P-1: B=1913/148471331

n=19197: c12636(9999999999......) = 1127776731155835345919 * c12615(8867003302......)

# P-1: B=32359/84528047

n=19395: c10290(6021129486......) = 2521572617058033377791 * c10269(2387846951......)

# P-1: B=8647/147501749

n=19545: c10401(1683382713......) = 7693406306262624049801 * c10379(2188085025......)

# P-1: B=394169/6995101

n=19565: c12090(9583526404......) = 317637241711741243111 * c12070(3017129336......)

# P-1: B=70157/44690839

n=19593: c11155(1216420567......) = 35995686941783620801 * c11135(3379350891......)

# P-1: B=311/694635047

n=19635: c7633(1770556420......) = 125566409218129228501069116719521 * c7601(1410055787......)

# P-1: B=541711/21224803

n=19767: c11937(8079986578......) = 2663579572996947202459268089 * c11910(3033506736......)

# P-1: B=2074351/452148001

n=19773: c12136(9464872180......) = 7745364726747230738908351 * x12112(1222004710......)

# P-1: B=40699/295302571

n=19773: x12112(1222004710......) = 3314388178396819976479996881277 * c12081(3686969192......)

# P-1: B=3214901/103639111

n=19911: c13266(1379462943......) = 2062761594524571903713809 * c13241(6687456987......)

# P-1: B=549391/2190577

n=19985: c13681(1111099888......) = 122811629851099841 * c13663(9047187878......)

# P-1: B=571/3310986199

n=20139: c11419(1128519258......) = 710592920188673402406646597 * c11392(1588137492......)

# P-1: B=1461139/39405361

n=20241: c12350(9038886019......) = 218670102442200586185919 * c12327(4133571950......)

# P-1: B=7764049/328018631

n=20325: c10795(6150085178......) = 1086375932686011517624707144751 * c10765(5661102196......)

# P-1: B=1428787/784737949

n=20391: c11641(1109999889......) = 2707764621324910092846517 * c11616(4099321928......)

# P-1: B=1465669/12028543

n=20433: c11585(8496604205......) = 53511822338183042947 * c11566(1587799449......)

# P-1: B=9448639/138585679

n=20457: c13632(9990000009......) = 403798856046211526293 * c13612(2474004039......)

# P-1: B=2273/79046189

n=20481: c13639(8568876280......) = 2539814136215356573597 * c13618(3373820217......)

# P-1: B=6827/4197988913

n=20493: c11874(3588024466......) = 463457055780395227 * c11856(7741870409......)

# P-1: B=1215779/9300779

n=20565: c10933(6919518859......) = 100624795317265673791 * c10913(6876554469......)

# P-1: B=38693/1003629337

n=20589: c13701(6005637870......) = 1057219646580428136721 * c13680(5680596165......)

# P-1: B=196991/191665823

n=20631: c12099(1030198089......) = 732526825503170959 * c12081(1406362270......)

# P-1: B=3012649/5892841

n=20656: c10308(3558364764......) = 5156929446898226517790265982529 * x10277(6900161813......)

# P-1: B=725341/1103574137

n=20656: x10277(6900161813......) = 7230528378881954443585927430689 * c10246(9543094849......)

# P-1: B=1376383/800257483

n=20679: c13431(9386172613......) = 4951441735098474828997 * c13410(1895644362......)

# P-1: B=347/41576947

n=20694: c6878(3021190939......) = 10248504941860729151720870500543 * c6847(2947933339......)

# P-1: B=26489/1263803201

n=20735: c13424(2375627236......) = 502947688526036439401 * c13403(4723408200......)

# P-1: B=32561/170857699

n=20745: c11029(1532833505......) = 171323944661761791121 * c11008(8946989332......)

# P-1: B=10711/50779499

n=20823: c12594(2221101221......) = 11269262907780815522839 * c12572(1970937442......)

# P-1: B=1307087/15775553

n=20865: c10176(9009099100......) = 107515656506293194516241 * c10153(8379336919......)

# P-1: B=9679/574191691

n=20871: c13889(7486463904......) = 108818270005260997 * c13872(6879785815......)

# P-1: B=773/84811151

n=21052: c9913(9689802364......) = 627597860363217441018721469221 * c9884(1543950828......)

# P-1: B=167449/5226798947

n=21093: c13707(1597396058......) = 4653012118876221503401 * c13685(3433036532......)

# P-1: B=455573/6706573

n=21136: c10544(2031009677......) = 21778401621758775424245553 * c10518(9325797699......)

# P-1: B=55001/281679911

n=21165: c10479(2227533720......) = 1565871532694633191997987992801 * c10449(1422552025......)

# P-1: B=48449/1171763401

n=21279: c13752(6488072779......) = 5016226456695243763 * c13734(1293417040......)

# P-1: B=173/5070245737

n=21333: c13100(1300786331......) = 5836257958547874671893 * c13078(2228801983......)

# P-1: B=3417307/39475769

n=21360: c5624(5286413582......) = 2946609012222337458598601036161 * c5594(1794066861......)

# P-1: B=151901/544034501

n=21426: c7134(2477690546......) = 7073961368531629646355324499 * c7106(3502550292......)

# P-1: B=400277/9821659

n=21446: c10697(6129199152......) = 312033001332559499567928897757 * c10668(1964279139......)

# P-1: B=4652743/300422267

n=21544: c10703(1219949948......) = 34661999070618067490790913581761 * c10671(3519560271......)

# P-1: B=8273/2283520313

n=21603: c13602(4847333027......) = 2854370518540507921 * c13584(1698214368......)

# P-1: B=21277/77623979

n=21645: c10333(1239462347......) = 12811636420212448946400930451994236831 * c10295(9674504540......)

# P-1: B=1599877/7320431609

n=21681: c12931(3716756524......) = 95005605239710507 * c12914(3912144462......)

# P-1: B=281/458653469

n=21738: c7194(6824524463......) = 664579117791223842440099023 * c7168(1026894207......)

# P-1: B=5021923/10991989

n=21756: c6004(8470374395......) = 156648897571321450854557386607469662749 * c5966(5407235241......)

# P-1: B=1262221/8036893

n=21844: c10550(1063667123......) = 36984227287630752792187953481 * c10521(2876002019......)

# P-1: B=32027/14386654553

n=21945: c8641(1109988788......) = 2526211229900579761 * c8622(4393887478......)

# P-1: B=1107917/6493919

n=22011: c12312(9264276989......) = 2901601686652322999173419361 * c12285(3192814862......)

# P-1: B=6348829/275169619

n=22054: c10973(3694934191......) = 1014376932749253349166802356881 * c10943(3642565275......)

# P-1: B=2414557/2358767209

n=22070: c8790(1663515304......) = 2101326809735437060586933900503411 * c8756(7916499694......)

# P-1: B=8712059/279969407

n=22282: c10169(6055712893......) = 247961855732504974207113725922281 * c10137(2442195343......)

# P-1: B=3352199/7160081

n=22310: c8444(1358264481......) = 8721687642215649771102998401 * c8416(1557341350......)

# P-1: B=3322981/632953549

n=22347: c13631(3435100194......) = 38927492679541716834481 * c13608(8824355122......)

# P-1: B=6841/6016888357

n=22635: c12022(1266595537......) = 44482494266729213933881 * c11999(2847402238......)

# P-1: B=10753/170686757

n=22701: c12131(6117529654......) = 209223229489366387 * x12114(2923924685......)

# P-1: B=457/10083672149

n=22701: x12114(2923924685......) = 60580270945628252815837 * c12091(4826529561......)

# P-1: B=347969/401020831

n=22803: c13787(5854384637......) = 10977406155585393481 * c13768(5333122009......)

# P-1: B=1993/87516787

n=22866: c7297(6602649383......) = 16823663462343858987774286783 * c7269(3924620459......)

# P-1: B=9216547/189753713

n=22869: c11873(1358835172......) = 1177380153818377307569 * c11852(1154117613......)

# P-1: B=21961/232203137

n=22935: c11004(1099896721......) = 143304937048312382641 * c10983(7675218622......)

# P-1: B=229/964004609

n=22965: c12235(8055597970......) = 31686123814094728201 * c12216(2542310955......)

# P-1: B=1531/134541677

n=22984: c9964(3871894020......) = 165184180947469774575500164241 * c9935(2343985966......)

# P-1: B=4853351/5737999

n=23067: c13915(7232509410......) = 242712385165980978527305983529 * c13886(2979868293......)

# P-1: B=3404119/556509367

n=23115: c11616(9009099100......) = 3431035432622035201 * c11598(2625766849......)

# P-1: B=383/302776777

n=23116: c11521(5531389360......) = 348514889890400352508775984509 * c11492(1587131431......)

# P-1: B=3465659/5166631

n=23205: c9172(1294026680......) = 690463071095918234530197601 * c9145(1874143215......)

# P-1: B=5724967/472648763

n=23295: c12393(8846077369......) = 26507735541694925132401 * c12371(3337168259......)

# P-1: B=3539/1760489557

n=23385: c12465(1109988900......) = 122861791165922191 * c12447(9034451552......)

# P-1: B=1559/9415540793

n=23448: c7785(5338627828......) = 1489812415138246112000359897 * c7758(3583422835......)

# P-1: B=276823/84243911

n=23604: c6690(6629468536......) = 19307144559063717762254328229 * c6662(3433686693......)

# P-1: B=3226129/5674117

n=23668: c11496(5926189892......) = 3402988656194241113412943589 * c11469(1741466249......)

# P-1: B=2579963/225010073

n=23709: c13532(1170429145......) = 126094989645711150010717 * c13508(9282122541......)

# P-1: B=1129/3433921217

n=23793: c12240(9009009910......) = 8804922893363176256965460497616677 * c12207(1023178739......)

# P-1: B=840253/8259703

n=23955: c12738(1747179404......) = 38000370359185529575162801 * c12712(4597795726......)

# P-1: B=74219/229473473

n=23985: c11489(1164171092......) = 46856477583322527511 * c11469(2484546753......)

# P-1: B=337/16950164129

n=24086: c11982(6119145378......) = 9557967655381414573135255293733 * c11951(6402140705......)

# P-1: B=4426091/96769643

n=24087: c12946(3867325235......) = 169975228332822495199 * c12926(2275228733......)

# P-1: B=805159/398380973

n=24106: c11320(1460170645......) = 367761020306506135693957150579 * c11290(3970433420......)

# P-1: B=28219/211915237

n=24136: c10279(4152163820......) = 996006580232054673108225673 * c10252(4168811635......)

# P-1: B=4857533/7645552081

n=24158: c11777(1099999999......) = 11840746179990352434562997 * c11751(9289955069......)

# P-1: B=3959171/402723661

n=24170: c9624(1152096667......) = 41869585663143493634873171 * c9598(2751631403......)

# P-1: B=3347/274309697

n=24278: c11847(8149044463......) = 16921044578507806866027173609566889 * c11813(4815922814......)

# P-1: B=1263863/12379883

n=24297: c12663(3522447603......) = 169310926085402177827905227347 * c12634(2080460892......)

# P-1: B=851519/797350579

n=24306: c8081(1789783807......) = 96649980236858071180570487209 * c8052(1851820147......)

# P-1: B=977299/388599427

n=24332: c9326(1760612231......) = 1036207006244257499031346429 * c9299(1699093155......)

# P-1: B=3968801/97069957

n=24342: c8105(1330511046......) = 3687009986169038307103637383 * c8077(3608645085......)

# P-1: B=169319/654845371

n=24434: c11552(1500620711......) = 1274236840142618422755007 * c11528(1177662318......)

# P-1: B=211873/33859069

n=24476: c11730(3628680365......) = 8073608852507818336850981 * c11705(4494496119......)

# P-1: B=7723/415798843

n=24555: c13070(8687760695......) = 1833803186314932062118024578243281 * c13037(4737564401......)

# P-1: B=71881/5206752643

n=24608: c12282(2031859145......) = 25507844311946409572473409 * c12256(7965624692......)

# P-1: B=5989127/8804295011

n=24675: c11028(1408333846......) = 17376243754614800517042001 * c11002(8104938366......)

# P-1: B=5757137/24721997

n=24696: c7024(3643953661......) = 422366853613761101867961889 * c6997(8627461247......)

# P-1: B=202999/174974231

n=24710: c8443(1362619314......) = 10594769156033056276064091970351321 * c8409(1286124591......)

# P-1: B=454451/8973221321

n=24735: c12288(9009099100......) = 233167311406688131794737725081 * c12259(3863791646......)

# P-1: B=9933961/32799623

n=24856: c11358(1229727123......) = 4629881897901755991497 * c11336(2656065858......)

# P-1: B=154789/15628160147

n=24866: c12407(1886335211......) = 168884640765897323523024072599710549213 * c12369(1116937101......)

# P-1: B=4944053/24536167

n=24944: c12464(9999999900......) = 80777931539046944724974829761 * c12436(1237961867......)

# P-1: B=5129827/1371175691

n=24948: c6457(3652168236......) = 178322182750327517749 * c6437(2048072864......)

# P-1: B=2220653/7200811

n=25012: c11216(1693234751......) = 29662131759245297955360996297709 * c11184(5708405470......)

# P-1: B=7386293/15962659

n=25026: c8045(7762799462......) = 50854922099595110268966728644458967 * c8011(1526459808......)

# P-1: B=9608219/96535847

n=25035: c13335(1455673427......) = 10281739795091517134998450201 * c13307(1415785126......)

# P-1: B=423497/10644577

n=25038: c7620(2291509318......) = 15630781006698386124435607 * c7595(1466023557......)

# P-1: B=886117/1085105579

n=25128: c8339(4873528303......) = 47784629684740220193601 * c8317(1019894542......)

# P-1: B=675817/15825937

n=25334: c12356(1348466808......) = 38741457187960199483172684476419 * c12324(3480681693......)

# P-1: B=1695283/11137241

n=25347: c13440(9009009909......) = 3057095219347758514319284801 * c13413(2946918320......)

# P-1: B=1643273/26134903

n=25389: c12953(3312099979......) = 5390369000036425902043 * c12931(6144477270......)

# P-1: B=3203477/5579663

n=25410: c5256(4791725594......) = 270305618285034123699601 * c5233(1772706621......)

# P-1: B=3025511/181988753

n=25425: c13441(1000000000......) = 1153240002279329237958181951 * c13413(8671221931......)

# P-1: B=5097863/27696211

n=25562: c12740(9781507857......) = 1781092002776807166545982143 * c12713(5491859961......)

# P-1: B=530063/3018539

n=25570: c10225(1099989000......) = 1035710643247567893746032201 * c10198(1062062080......)

# P-1: B=10657/19407857671

n=25716: c8547(2279030652......) = 37217634545645001699769729 * c8521(6123523648......)

# P-1: B=2143/114758737

n=25730: c9819(6477787171......) = 38679120956733718730561 * c9797(1674750359......)

# P-1: B=678721/424627327

n=25815: c13756(2149849702......) = 44313611412666323551 * c13736(4851443234......)

# P-1: B=1721/4542548953

n=25876: c12926(4330720774......) = 1531299375226409554855705741 * c12899(2828134618......)

# P-1: B=50891/7876450471

n=25910: c10361(1099989000......) = 892010196348634835247420274831601 * c10328(1233157428......)

# P-1: B=2079149/14400520357

n=25936: c12960(9999999900......) = 406832679362853826147649 * c12937(2458012939......)

# P-1: B=144223/5505278461

n=25944: c8072(7639571661......) = 347843495732909005441 * c8052(2196266929......)

# P-1: B=1644943/2612411

n=25992: c8174(3344323274......) = 705137263199033455729 * c8153(4742797535......)

# P-1: B=157/3904647053

n=25995: c13818(1819354620......) = 101685153543278894521 * c13798(1789203789......)

# P-1: B=203641/40696823

n=26004: c7821(6293991118......) = 281224611124204924554330538617901 * c7789(2238065542......)

# P-1: B=4821209/541620073

n=26055: c13782(3999517844......) = 692967213002623231 * x13764(5771583083......)

# P-1: B=8111/234217409

n=26055: x13764(5771583083......) = 123420445468304390152561 * c13741(4676358979......)

# P-1: B=22717/1825524599

n=26085: c13234(7122561480......) = 387731173295132687566471 * c13211(1836984480......)

# P-1: B=3931/2151655003

n=26108: c12703(1246366388......) = 12012462858143677151672789 * c12678(1037561075......)

# P-1: B=773/1719300809

n=26130: c6316(1277541935......) = 232707196117670800750771 * c6292(5489911598......)

# P-1: B=1044247/2179502239

n=26154: c8713(1000999998......) = 61350502355591816956651849 * c8687(1631608480......)

# P-1: B=1246561/6826019267

n=26175: c13921(1000010000......) = 7000418490981799447007052205951 * c13890(1428500312......)

# P-1: B=6025771/89645221

n=26240: c10212(2326219992......) = 465585288155750329601 * c10191(4996334831......)

# P-1: B=13879/11622098641

n=26272: c13093(1263067798......) = 6194959043299936538061300481 * c13065(2038863840......)

# P-1: B=771971/5520474737

n=26306: c11269(1099999890......) = 2677220623051173317489729 * c11244(4108738295......)

# P-1: B=4817/22119379273

n=26356: c11917(2486516528......) = 36612096952449940671687774101 * c11888(6791516290......)

# P-1: B=58733/260997637

n=26392: c13188(3788504565......) = 266346447741539945798947904401 * c13159(1422397256......)

# P-1: B=9115633/3132035497

n=26460L: c3025(1000000000......) = 30872703559229992729495458126721 * c2993(3239107317......)

# P-1: B=1908443/3001585673

n=26468: c12154(3520416633......) = 748968754142427025736635368450449 * c12121(4700351802......)

# P-1: B=737747/2744587

n=26481: c13787(6451330078......) = 1314275606554618866523 * x13766(4908658462......)

# P-1: B=6511003/3811309127

n=26481: x13766(4908658462......) = 8041866351408973278819079 * c13741(6103879681......)

# P-1: B=1740353/125207087

n=26530: c9036(2825912422......) = 69222812859795309324159481 * c9010(4082342664......)

# P-1: B=19121/231810197

n=26590: c10617(2765524368......) = 1067814818441677577229584262964931 * c10584(2589891356......)

# P-1: B=2025721/22114161127

n=26724: c8297(7946998171......) = 29687476060682632415986501 * c8272(2676885753......)

# P-1: B=1323797/243088217

n=26830: c10697(1015440766......) = 45551035064607132763989716921 * c10668(2229237524......)

# P-1: B=414031/6209647

n=26856: c8903(3327613586......) = 1027725350402365359235912061281 * c8873(3237843248......)

# P-1: B=3314471/1337495771

n=26862: c7888(1340506446......) = 296049750687448598634165703 * c7861(4527976948......)

# P-1: B=1031267/3934979

n=26864: c12644(1164223017......) = 1523008772082194869529249 * c12619(7644230542......)

# P-1: B=74587/209071637

n=26892: c8851(3718564187......) = 800252248868706202937380981 * c8824(4646740066......)

# P-1: B=6241043/106525597

n=27170: c8632(8619421926......) = 4554582189231334065521 * c8611(1892472584......)

# P-1: B=2221/2107333471

n=27195: c12084(3361517182......) = 428699788205023815373111 * c12060(7841191611......)

# P-1: B=146581/17705644417

n=27282: c9045(8238126338......) = 4641497969505642523299739 * c9021(1774885261......)

# P-1: B=2603621/4423787899

n=27406: c13408(6728467429......) = 42356758511473271908373 * c13386(1588522744......)

# P-1: B=17183/296112041

n=27495: c13223(5267811111......) = 156522255256695059736031 * c13200(3365534890......)

# P-1: B=831659/32190523

n=27504: c9121(1000000000......) = 183053954761647447961729 * c9097(5462870230......)

# P-1: B=278981/281566949

n=27615: c12566(6380835602......) = 3234989567254602543801241 * c12542(1972443950......)

# P-1: B=13267/1018611439

n=27632: c12471(4515781568......) = 244867053075908962513 * c12451(1844176875......)

# P-1: B=3929/1712577487

n=27652: c13306(2993902438......) = 52857738215944682513169680478829 * c13274(5664075950......)

# P-1: B=87691/11122020089

n=27710: c10368(9091000000......) = 5518986996294552759972409151595635631001 * c10329(1647222580......)

# P-1: B=2061419/18315271327

n=27742: c11511(2952923666......) = 1152914884862814076697526749002087 * c11478(2561267709......)

# P-1: B=648343/81558047

n=27750: c7200(9999999999......) = 62732286213392309337001 * c7178(1594075491......)

# P-1: B=1075013/58199923

n=27758: c13857(1443841979......) = 6431387786371700801779338642089 * c13826(2244992880......)

# P-1: B=8453657/1714584607

n=27808: c12475(2247549609......) = 389292109717410291421217 * c12451(5773427081......)

# P-1: B=4387937/389026021

n=27880: c10200(1943458482......) = 8509017494820265974957361 * c10175(2283998691......)

# P-1: B=6585773/104303219

n=27886: c13662(1026130184......) = 11817905921975935066473491 * c13636(8682842720......)

# P-1: B=4461421/10631304109

n=27926: c13937(3890330614......) = 125137150129915871367003361 * c13911(3108853454......)

# P-1: B=757039/6371253131

n=27944: c11953(1000099999......) = 24958577310286521146074537 * c11927(4007039293......)

# P-1: B=2270693/62826349

n=27968: c12653(4766024652......) = 379019956856536470731314753 * c12627(1257460079......)

# P-1: B=4332313/115453181

n=28128: c9328(1690361912......) = 303144836364857200154689 * c9304(5576086772......)

# P-1: B=5025487/1195393057

n=28252: c12065(1268515956......) = 149164045326449986998474535241 * c12035(8504167032......)

# P-1: B=978569/7502399

n=28270: c10226(2937387554......) = 345080032040519566483925761 * c10199(8512192193......)

# P-1: B=320273/5224931

n=28314: c7869(4189509432......) = 217631450410949900139553385797985407 * c7834(1925047792......)

# P-1: B=3709033/10115587

n=28422: c9436(3966309553......) = 10792326018879522798836738329 * c9408(3675120216......)

# P-1: B=3984181/2747348203

n=28526: c13367(4239206632......) = 23698523741478195455612099 * c13342(1788806205......)

# P-1: B=1158881/4314061573

n=28566: c9087(3517736129......) = 21318015564735176020268157211 * c9059(1650123632......)

# P-1: B=902981/1558683229

n=28622: c12977(5594807604......) = 3438456847319570778933419 * c12953(1627127473......)

# P-1: B=4046879/7364284931

n=28660L: c5712(4319388319......) = 9428953498406526696188980173248381 * c5678(4580983796......)

# P-1: B=1330943/530960699

n=28926: c9603(4906173514......) = 75488448916229181419131978949008201 * c9568(6499237412......)

# P-1: B=973631/6602957

n=29018: c13140(1572751447......) = 6888168069620582774932474969321 * c13109(2283265204......)

# P-1: B=463511/1726729

n=29040: c7010(1691057653......) = 54994639847567052571451362081 * c6981(3074949954......)

# P-1: B=1626259/3893023139

n=29088: c9591(8688664243......) = 2923123592236160681069184001 * c9564(2972390311......)

# P-1: B=9417931/37045123

n=29164: c13873(2591600054......) = 1879487540213770627978727009 * c13846(1378886531......)

# P-1: B=57829/5110152017

n=29250: c7174(3305614856......) = 672604148560938884410185001 * c7147(4914651304......)

# P-1: B=961981/49167761

n=29348: c12293(7857071699......) = 10881844803466554812658701318382911801 * c12256(7220348977......)

# P-1: B=3512459/3611918029

n=29370: c7028(5483119292......) = 54185989071659571591973531 * c7003(1011907208......)

# P-1: B=2751137/3043783

n=29440: c11255(3980895775......) = 4746135789612615854656081664204801 * c11221(8387656720......)

# P-1: B=441839/28814249

n=29490: c7836(8910902125......) = 188395682569869160421521 * c7813(4729886589......)

# P-1: B=216751/3408155351

n=29630: c11819(7310868892......) = 1534677338403611799423361 * c11795(4763782398......)

# P-1: B=333791/13698012739

n=29736: c8344(4397707698......) = 294804991459181521961497 * c8321(1491734477......)

# P-1: B=328777/132140857

n=29788: c13462(4556308268......) = 1096952210883889167503824129 * c13435(4153606896......)

# P-1: B=7259167/12662861

n=29814: c9931(2457231818......) = 320210562673552215184099 * c9907(7673800009......)

# P-1: B=5125223/24658723

n=29840: c11905(1000000009......) = 1048833816829333886504236481 * c11877(9534399005......)

# P-1: B=257447/7752085447

n=29860L: c5969(2824060999......) = 1744806302155793890626623665316471881 * c5933(1618552727......)

# P-1: B=4137181/31101761

n=29868: c9327(2455800240......) = 84594960359264830424717224801 * c9298(2903010096......)

# P-1: B=4439569/464525749

n=29890: c10063(4538769691......) = 403518674001148735292447067395606641 * c10028(1124797929......)

# P-1: B=5933779/220139539

n=29910: c7942(1577046632......) = 339695195756945789365724131 * c7915(4642534401......)

# P-1: B=685679/2217505673

n=29928: c9394(3716658647......) = 5067576987031878924578117927380369 * c9360(7334192764......)

# P-1: B=385897/496709597

n=29986: c12860(1794681582......) = 46736533045229692935997 * c12837(3839997248......)

# P-1: B=19373/2324284513

n=30066: c10021(1098901098......) = 364019936239998065885401 * c9997(3018793723......)

# P-1: B=1407101/925212083

n=30160: c10742(3657631019......) = 21718957714170953762725043521 * c10714(1684072996......)

# P-1: B=258919/1973656163

n=30246: c9930(1188143196......) = 40387812396301212001283011 * c9904(2941835980......)

# P-1: B=431339/5023625939

n=30330: c8050(1113171144......) = 1036680299764903114751834264585161 * c8017(1073784410......)

# P-1: B=2906159/5903311

n=30368: c13825(1000000000......) = 5066795940813418622515694167361 * c13794(1973633853......)

# P-1: B=658321/1633595567

n=30422: c12480(9090910000......) = 35826865169441085698344971677 * c12452(2537456167......)

# P-1: B=2589227/1445801519

n=30426: c9182(2419886528......) = 16000445909026958662058491 * c9157(1512386931......)

# P-1: B=1538701/80041231

n=30498: c8411(1464680292......) = 1591020945896983027573297009 * c8383(9205914583......)

# P-1: B=6723427/710704217

n=30648: c10195(1171034311......) = 440771390462720152598444863897 * c10165(2656783848......)

# P-1: B=1090711/8789476433

n=30786: c8784(9100000909......) = 12763075187055902622481 * c8762(7129943823......)

# P-1: B=39383/323700023

n=30798: c9723(1403362398......) = 120659072228713142920064583771463 * c9691(1163080713......)

# P-1: B=2292959/379732393

n=31010: c10587(6253164514......) = 6006944624844906745451 * c10566(1040989205......)

# P-1: B=7589/6743749433

n=31074: c10340(1954924808......) = 39272128957933899675440011 * c10314(4977893636......)

# P-1: B=296363/4234031183

n=31140L: c4063(6995891015......) = 60165515220555499328426032474741 * c4032(1162774222......)

# P-1: B=961243/15609873319

n=31164: c8708(3409307711......) = 5102941135958998565329314121 * c8680(6681064155......)

# P-1: B=1656311/109225097

n=31290: c7098(5853251383......) = 1574169381587074992919081 * c7074(3718311035......)

# P-1: B=1499683/366211511

n=31464: c9504(9999999999......) = 7234359959813366725653097 * c9480(1382292290......)

# P-1: B=189947/4371171547

n=31520: c12539(2643817037......) = 156511037498264653440070540522711984321 * c12501(1689220824......)

# P-1: B=5821841/838216723

n=31770: c8436(2073606694......) = 14653571055020732244832329601 * c8408(1415086252......)

# P-1: B=70459/5124588011

n=31818: c10583(3792876090......) = 119343710551311043231375651 * c10557(3178111416......)

# P-1: B=5303/13961465729

n=31914: c10585(1000000000......) = 177988544476153667126191743931 * c10555(5618339106......)

# P-1: B=9647929/13683877

n=32466: c9259(1401464130......) = 4708221572780800651974811 * c9234(2976631641......)

# P-1: B=526121/9018162809

n=32730: c8693(3922981648......) = 131331786562433240169811 * c8670(2987077044......)

# P-1: B=2046959/329290211

n=32840: c13114(3172260971......) = 5978237674987159230324961 * c13089(5306348030......)

# P-1: B=4329601/8066369

n=32856: c10657(1000000000......) = 149504731047972872331169 * c10633(6688751539......)

# P-1: B=3731701/2193100913

n=33096: c9399(3909434590......) = 11270525949667432709726648496769 * c9368(3468724181......)

# P-1: B=1776113/5992637341

n=33102: c11011(5034917155......) = 6886981398087816497912197 * c10986(7310775018......)

# P-1: B=1873589/7453639

n=33138: c9432(9990010000......) = 70267514644185037550533 * c9410(1421711021......)

# P-1: B=1867/4846480127

n=33166: c13426(2952584426......) = 4594602190515683827735339 * c13401(6426202539......)

# P-1: B=779791/232234687

n=33252: c10341(1655296820......) = 83547879409219917261315169 * c10315(1981255338......)

# P-1: B=1231091/1129166141

n=33264: c8622(1123301847......) = 78604412505647258654665784929 * c8593(1429056985......)

# P-1: B=268091/2722452379

n=33318: c11067(8993239931......) = 3419083559851915558331056411 * c11040(2630307149......)

# P-1: B=6932339/44400047

n=33630: c8317(5639320993......) = 215369717861908392803521 * c8294(2618437285......)

# P-1: B=18313/111945089

n=33678: c11179(7464472076......) = 5571841831107488465779 * c11158(1339677669......)

# P-1: B=1871/7519569053

n=33850: c13496(2503836545......) = 605516039584377577791095638931801 * c13463(4135045782......)

# P-1: B=2650157/287137661

n=33996: c11329(1009998990......) = 3148369591534302972462493855609 * c11298(3208006432......)

# P-1: B=657071/14847716977

n=34068: c10588(1318454757......) = 18210235168372304305739329 * c10562(7240185231......)

# P-1: B=249563/659478301

n=34092: c11338(1601482958......) = 529003389873593324481949 * c11314(3027358593......)

# P-1: B=82721/2410114019

n=34270: c13006(9788797292......) = 23103557587033599676746117641 * c12978(4236922065......)

# P-1: B=2436923/397003619

n=34308: c11413(2194609487......) = 5820083366378772345990782216761 * c11382(3770752666......)

# P-1: B=624133/5172346523

n=34464: c11428(4692601823......) = 15177664106367728529370657 * c11403(3091781311......)

# P-1: B=1358957/277755587

n=34512: c11438(2631199924......) = 22825965861509831693713 * c11416(1152722272......)

# P-1: B=202519/153088063

n=34620M: c4599(6211826879......) = 1159693946943086988966802833901 * c4569(5356436407......)

# P-1: B=2552503/204284897

n=34764: c11585(1009998990......) = 1939254244862553462589 * c11563(5208182437......)

# P-1: B=5020291/11111587687

n=34824: c11562(5057332781......) = 26109769255835277601 * c11543(1936950392......)

# P-1: B=1451/503568841

n=34896: c11607(4268755094......) = 11857170208882558496449 * c11585(3600146594......)

# P-1: B=8391641/10122750167

n=34900L: c6960(9900498007......) = 84599449362506346372983898601 * c6932(1170279249......)

# P-1: B=422431/370547843

n=34970: c12844(5322828278......) = 16191199642568392754259481 * c12819(3287482333......)

# P-1: B=67391/11093658803

n=35030: c13422(1688715650......) = 357308076644782772409961 * c13398(4726217403......)

# P-1: B=1316537/12108493

n=35050: c13985(6502799885......) = 2738652985593497251051 * c13964(2374451936......)

# P-1: B=445691/2470003

n=35052: c11082(6277019363......) = 97223980971333164184325129 * c11056(6456245980......)

# P-1: B=79111/161951789

n=35136: c11511(2122976695......) = 888730112307466369 * x11493(2388775474......)

# P-1: B=211/2606017273

n=35136: x11493(2388775474......) = 4464235492503619969 * c11474(5350917259......)

# P-1: B=167/102452689

n=35172: c11713(1000000999......) = 171699999803327220769 * c11692(5824117653......)

# P-1: B=4129/65888419

n=35190: c8426(8242961621......) = 82887874116196411 * c8409(9944713516......)

# P-1: B=467/1681255039

n=35334: c10794(2019505288......) = 853769270872803169 * c10776(2365399361......)

# P-1: B=373/130604219

n=35400: c9258(5621077508......) = 339463974666751442401 * c9238(1655868642......)

# P-1: B=851507/6413243

n=35592: c11845(6524405854......) = 182288260239590425033 * c11825(3579169523......)

# P-1: B=1483/2962191097

n=35610: c9477(3542486624......) = 500775048035506214541550290721 * c9447(7074007858......)

# P-1: B=205427/198748387

n=35690: c13769(2733060115......) = 1771889698578244237441 * c13748(1542454994......)

# P-1: B=42923/860598923

n=35736: c11905(1000099999......) = 8342700000629490708077617201 * c11877(1198772579......)

# P-1: B=39971/1528541173

n=35832: c11937(1000099999......) = 60696323767138656002953 * c11914(1647710994......)

# P-1: B=50543/177831557

n=35838: c10779(1019333751......) = 42025190328954890770212881448211 * c10747(2425530363......)

# P-1: B=2832527/5100409

n=36006: c11249(7708164539......) = 26977476494277495159289 * c11227(2857259292......)

# P-1: B=2594453/10313892647

n=36042: c12007(7622312001......) = 22782468683506937348917 * c11985(3345691859......)

# P-1: B=15671/529722103

n=36110: c13714(5396894818......) = 335702586630307153001 * c13694(1607641714......)

# P-1: B=29173/3186736151

n=36138: c11332(2216435645......) = 14648849992336408701915157 * c11307(1513044127......)

# P-1: B=884491/13011917

n=36198: c12053(4054759584......) = 4826500913385072749161 * c12031(8401033497......)

# P-1: B=55217/4163389247

n=36264: c12075(9192687029......) = 26438695628945803292605897 * c12050(3476982056......)

# P-1: B=1964827/147048389

n=36290: c13669(4695196772......) = 6486666809750462471676839291 * c13641(7238227136......)

# P-1: B=544367/1911746999

n=36498: c9361(1098900989......) = 2074637105912863339 * c9342(5296834737......)

# P-1: B=77719/731384699

n=36534: c12170(4010513303......) = 9493365166835871070384113121 * c12142(4224543387......)

# P-1: B=4438117/17938799

n=36546: c12181(1098901098......) = 279313439337130244401 * c12160(3934293679......)

# P-1: B=6091/4480473083

n=36648: c12156(4852445280......) = 546978045037690109420641 * c12132(8871371209......)

# P-1: B=95177/104477861

n=36678: c12197(1801622197......) = 1119034671202660804806637 * c12173(1609978889......)

# P-1: B=595313/351319883

n=36738: c11207(4451138728......) = 328507204063512320970160845442051 * c11175(1354959243......)

# P-1: B=787217/32184967

n=36792: c10368(9999999999......) = 1543285785713693366064229273 * c10341(6479681270......)

# P-1: B=34253/548829121

n=36858: c12285(1098901098......) = 2652828876241363283116859881 * c12257(4142374612......)

# P-1: B=4065461/952915123

n=36870: c9812(8693992469......) = 80729071975521001 * c9796(1076934523......)

# P-1: B=1229/2432844287

n=36894: c10075(1985687127......) = 205173201913062241 * x10057(9678101764......)

# P-1: B=827/84056131

n=36894: x10057(9678101764......) = 274805021502365104560811 * c10034(3521806738......)

# P-1: B=7444729/8490023

n=36912: c12264(3036593201......) = 158027637985119541921 * c12244(1921558304......)

# P-1: B=461801/5121911

n=36972: c11196(4798564755......) = 14189823261777344599728157069 * c11168(3381694519......)

# P-1: B=85933/8159288017

n=37030: c12130(1119682419......) = 54688599356254287131 * c12110(2047378124......)

# P-1: B=3653303/10925861

n=37176: c12367(5922311934......) = 3067697663820127201 * c12349(1930539637......)

# P-1: B=1549/3603416093

n=37200: c9560(5554096744......) = 15173446089426890401 * c9541(3660405626......)

# P-1: B=1093/105957517

n=37310: c11499(2740182747......) = 5039783163471345787681 * c11477(5437104452......)

# P-1: B=915053/28741891

n=37400: c12789(5168848595......) = 312713311519098230329601 * c12766(1652903284......)

# P-1: B=87853/5960293501

n=37446: c12314(8914276476......) = 159054426223757571019 * c12294(5604544738......)

# P-1: B=1109/339155959

n=37482: c12483(1253644312......) = 18065163047707148430721 * c12460(6939568214......)

# P-1: B=1117349/103690019

n=37488: c11200(9999999900......) = 2583535481716158347699485396321 * c11170(3870664819......)

# P-1: B=98533/120326201

n=37506: c9919(4551222671......) = 4543777452720979658713543 * c9895(1001638552......)

# P-1: B=150721/116519269

n=37530: c9936(9999999990......) = 10732430979406592931964595761 * c9908(9317553505......)

# P-1: B=22501/935629861

n=37638: c11503(5818529165......) = 4135297554945600489352783 * c11479(1407040022......)

# P-1: B=5056829/3713401091

n=37780M: c7543(6180733077......) = 1749027476835573018465489132161 * c7513(3533811309......)

# P-1: B=6989233/34091627

n=37818: c11379(7880904490......) = 7901813144174496777847 * c11357(9973539422......)

# P-1: B=2476321/4017926267

n=37902: c12627(7248257681......) = 61515145688906018713436527 * c12602(1178288306......)

# P-1: B=197033/2277879781

n=37962: c11638(9280712338......) = 511232658943945858849 * c11618(1815359831......)

# P-1: B=1260163/667917463

n=38010: c8630(3042331896......) = 50925671881486039051 * c8610(5974063344......)

# P-1: B=84503/3171003827

n=38038: c12950(1180598245......) = 957305872691724557 * c12932(1233250813......)

# P-1: B=24547/46602793

n=38070: c9922(2394946002......) = 198521063105081090564161 * c9899(1206393903......)

# P-1: B=1941937/15687943

n=38178: c10762(4488042406......) = 1329767588518518678733 * x10741(3375057751......)

# P-1: B=421163/13783550723

n=38178: x10741(3375057751......) = 6021924602748468562365463 * c10716(5604616420......)

# P-1: B=60251/11504194883

n=38184: c12090(2542364503......) = 2589360684534120180529 * c12068(9818502761......)

# P-1: B=73523/3941595481

n=38592: c12638(1843170282......) = 163248688308520513 * c12621(1129056717......)

# P-1: B=31219/135498169

n=38664: c12817(1000000000......) = 26948140805515182557041 * c12794(3710831137......)

# P-1: B=5107/7255500433

n=38682: c11004(8281410615......) = 1146520236176909315927317477 * c10977(7223082815......)

# P-1: B=2296733/1210379099

n=38814: c12937(1098901098......) = 21853326256741712251 * c12917(5028530146......)

# P-1: B=6469/263820959

n=38988: c12313(1000000000......) = 56138823098755206758304845581 * c12284(1781298475......)

# P-1: B=391351/2501249

n=38994: c12619(3184156386......) = 9285768539720591731 * c12600(3429071457......)

# P-1: B=2459/2766900193

n=39042: c12955(1280670456......) = 39017854674794995233931 * c12932(3282267739......)

# P-1: B=348563/3624323

n=39066: c12219(2117623514......) = 28142746707020216468419 * c12196(7524580086......)

# P-1: B=551581/198155863

n=39156: c12000(9901000000......) = 126512067642395663440369 * c11977(7826130885......)

# P-1: B=1471/3638841139

n=39168: c12279(1704262534......) = 2893066713502534294273 * c12257(5890851138......)

# P-1: B=3726329/30827257

n=39546: c12169(1000000000......) = 2145604323079583466368313943 * c12141(4660691578......)

# P-1: B=1196323/3763466999

n=39594: c13176(6556996748......) = 1151838185353327310281 * c13155(5692637066......)

# P-1: B=6599/363066103

n=39696: c13191(4327228365......) = 208415479633598847278833 * c13168(2076250945......)

# P-1: B=2683/6361599707

n=39700L: c7921(1010050200......) = 21727941070558283063147541625283954501 * c7883(4648623620......)

# P-1: B=1714831/3138071

n=39768: c13225(3847878854......) = 2878297113132294697 * c13207(1336859505......)

# P-1: B=1657/1281307481

n=39822: c13246(3056835129......) = 262415418301738058826493 * c13223(1164883965......)

# P-1: B=30493/1506949867

n=39900M: c4306(6300499515......) = 25266221655280863070460601445417501 * c4272(2493645310......)

# P-1: B=3930371/11000592517

n=39960: c10352(2552152892......) = 18001280913070316401 * c10333(1417761827......)

# P-1: B=37/650769983

n=39990: c10066(2686640892......) = 889944833498733944123371 * c10042(3018884756......)

# P-1: B=1578769/237973919

n=40014: c11640(4802440011......) = 12246753917302507537414038001 * c11612(3921398310......)

# P-1: B=5399/302067239

n=40056: c13314(3785717664......) = 4134821006870451889 * c13295(9155699021......)

# P-1: B=93089/554447941

n=40080: c10586(3002106893......) = 681158299249087108872481 * c10562(4407355672......)

# P-1: B=69031/1627422817

n=40116: c13357(3947160235......) = 63456808614372067922569 * c13334(6220231243......)

# P-1: B=488057/2714474281

n=40218: c13405(1098901098......) = 10791482226986892000139093 * c13380(1018304136......)

# P-1: B=532663/7425222239

n=40250: c13191(1467488112......) = 2307946039396887170973900251 * c13163(6358416043......)

# P-1: B=1850749/2041177

n=40260M: c4768(1119844767......) = 293536014777855636297322907553481 * c4735(3815016593......)

# P-1: B=1772047/1769829211

n=40410: c10727(5482547491......) = 750107864602641275011 * c10706(7309012143......)

# P-1: B=562841/4711412203

n=40416: c13428(5144528710......) = 54039238320678439548289 * c13405(9519987457......)

# P-1: B=1102679/2400311

n=40482: c12384(9990010000......) = 17184627858121217802319456693 * c12356(5813340901......)

# P-1: B=264283/1405295831

n=40494: c12623(3940840957......) = 22998317856964338081727 * c12601(1713534434......)

# P-1: B=3331/110884903

n=40542: c12992(9100000000......) = 25783835967149508315139 * c12970(3529342961......)

# P-1: B=115859/1088919781

n=40614: c11562(1305332073......) = 14500359045126404899 * c11542(9002067258......)

# P-1: B=1920613/185893039

n=40626: c12940(1228927294......) = 7467082783980879133 * c12921(1645793049......)

# P-1: B=107563/20838677

n=40710: c10193(1670432615......) = 30090184659560468475807451 * c10167(5551420286......)

# P-1: B=123719/586336661

n=40734: c12960(9990010000......) = 157112608116653650045801 * c12937(6358503063......)

# P-1: B=1467413/12582391

n=40782: c11606(3234412651......) = 10895464871936420798611 * c11584(2968586186......)

# P-1: B=415213/5624207

n=40794: c12523(1858929705......) = 969880059930523386664359289 * c12496(1916659371......)

# P-1: B=2750249/5186664053

n=40866: c11577(1707980476......) = 1784534722527950527 * c11558(9571012853......)

# P-1: B=7703/5668954537

n=40914: c13617(7896095495......) = 565523616598231484503 * c13597(1396245048......)

# P-1: B=59009/1226385997

n=40920: c9583(1996772242......) = 738653529665773980721 * c9562(2703259596......)

# P-1: B=1428233/10376689

n=40962: c13631(2226851369......) = 512105839674891460388281 * c13607(4348420182......)

# P-1: B=6827/4316527081

n=40968: c13625(5424287496......) = 7795119551771853119089 * x13603(6958568705......)

# P-1: B=7531597/27640427

n=40968: x13603(6958568705......) = 10389901974130596399792455860549914529 * c13566(6697434415......)

# P-1: B=249857/1273331459

n=40986: c11862(1592557442......) = 385138066240431313967454179528053 * c11829(4135029960......)

# P-1: B=1374257/1960370183

n=40992: c11509(2979555562......) = 1729263060179769770881 * c11488(1723020418......)

# P-1: B=2179/6496634917

n=41016: c13635(6781676230......) = 688236556510576081 * c13617(9853699525......)

# P-1: B=1709/1268307581

n=41076: c11614(2455968433......) = 2701852768954256036585064175081 * c11583(9089941768......)

# P-1: B=6583189/3652812407

n=41112: c13666(1365096396......) = 383779109411553673 * c13648(3556984636......)

# P-1: B=1531/6097299601

n=41184: c11520(9999999999......) = 16572174542426706876129601 * c11495(6034211125......)

# P-1: B=593641/14201651

n=41208: c12800(9999000100......) = 2732649245421540323761 * c12779(3659086550......)

# P-1: B=1657/347126849

n=41232: c13724(2425241942......) = 12594380342965929211537 * c13702(1925654042......)

# P-1: B=1303/339908731

n=41250: c9986(3545374784......) = 959728583025279519574691251 * c9959(3694143164......)

# P-1: B=529421/1593235717

n=41406: c13454(3317327116......) = 1591056537656060179715712049 * c13427(2084983806......)

# P-1: B=179369/9169526999

n=41424: c13763(7325520504......) = 19704656962482448273 * c13744(3717659494......)

# P-1: B=3330139/142841527

n=41562: c13849(1000999998......) = 122263125061523325679531 * c13825(8187260046......)

# P-1: B=1381103/3139901

n=41688: c13809(4537459095......) = 76836636218009871339121 * c13786(5905332819......)

# P-1: B=40351/458748307

n=41712: c12449(1470041555......) = 16674365534005744068694081 * c12423(8816176855......)

# P-1: B=9028847/1775250163

n=41730: c10161(1351010470......) = 47159821428867374371 * c10141(2864748909......)

# P-1: B=3593/136813067

n=41910: c10041(1381274935......) = 6408921081637341961 * c10022(2155237858......)

# P-1: B=29021/188190137

n=41934: c13406(7656864517......) = 39395679081708490183 * c13387(1943579777......)

# P-1: B=1079153/290187047

n=41970: c11174(1935497384......) = 28738058507230489033651 * c11151(6734962224......)

# P-1: B=748271/6146227

n=41976: c12454(7123852230......) = 101980515677167513 * c12437(6985503243......)

# P-1: B=102539/3384769

n=41988: c13976(1817282783......) = 16557889939420921998721 * c13954(1097532831......)

# P-1: B=14657/804578543

n=41990: c13825(1099989000......) = 7930630009775654386921 * x13803(1387013388......)

# P-1: B=198811/45263731

n=41990: x13803(1387013388......) = 14755452503426515392307635225361 * c13771(9400005780......)

# P-1: B=196337/991060709

n=42048: c13825(1000000000......) = 68644495045351873 * c13808(1456781056......)

# P-1: B=128861/12668899

n=42150: c11200(9999900001......) = 937359943917715309973851 * c11177(1066815375......)

# P-1: B=64513/161955109

n=42366: c13456(6922168258......) = 615864982696030579 * c13439(1123974970......)

# P-1: B=307/4427893501

n=42456: c13411(2566191353......) = 110733711441914698785649 * c13388(2317443640......)

# P-1: B=11299/784367093

n=42546: c12124(1086456615......) = 10463104892421019644331 * c12102(1038369228......)

# P-1: B=153557/6910697

n=42594: c13671(1875099741......) = 1637773109121122400377547637 * c13644(1144908125......)

# P-1: B=321227/6650723237

n=42600: c11194(2934271439......) = 116815276160640117601 * c11174(2511890170......)

# P-1: B=877/1219473667

n=42612: c13720(1763050220......) = 27596983432722634987826388061 * c13691(6388561362......)

# P-1: B=187669/2568862837

n=42834: c12760(9999999999......) = 2603376041529530650180579 * c12736(3841166178......)

# P-1: B=582427/51811681

n=42840: c9202(7465734948......) = 1004436962175318749281 * c9181(7432756090......)

# P-1: B=1716787/3414261779

n=42882: c12227(9152909971......) = 4579594768542361807 * c12209(1998628794......)

# P-1: B=86539/411356999

n=43032: c12937(4276322142......) = 165119596833931472442433681 * c12911(2589833202......)

# P-1: B=157483/26675521

n=43056: c12666(3415523348......) = 291874536443232559841061143809 * c12637(1170202577......)

# P-1: B=79241/379608611

n=43086: c13915(3862074997......) = 761537244858659327521 * c13894(5071419715......)

# P-1: B=9337/1528871

n=43134: c11233(1098900989......) = 495116895521483951899 * c11212(2219477862......)

# P-1: B=1453/122522987

n=43188: c13889(6615140215......) = 101858551018274310319707349442761 * c13857(6494437776......)

# P-1: B=748871/40085489

n=43212: c13248(9901000000......) = 223237050577448361820549 * c13225(4435195669......)

# P-1: B=1068107/12124339

n=43218: c12349(1000000000......) = 16146664584450377167 * c12329(6193229535......)

# P-1: B=397/30038699

n=43290: c10358(1907613923......) = 8867407798892078281 * x10339(2151264458......)

# P-1: B=60257/849848669

n=43290: x10339(2151264458......) = 1164158902621979148691 * c10318(1847913075......)

# P-1: B=1723/94301323

n=43350: c10875(1214106460......) = 42472675382328393001 * x10855(2858558942......)

# P-1: B=2237/21899012767

n=43350: x10855(2858558942......) = 8275665402444631015372651 * c10830(3454174139......)

# P-1: B=1183393/8056381

n=43410: c11564(2096263850......) = 562734899296876291 * c11546(3725135677......)

# P-1: B=40427/320658347

n=43440: c11493(7870221330......) = 1550899553249396641 * c11475(5074617059......)

# P-1: B=12589/1417988227

n=43626: c13195(4171805016......) = 43437419078030208925849 * c13172(9604173325......)

# P-1: B=363589/1715832917

n=43770: c11649(4764035142......) = 230295795442587319801 * c11629(2068659192......)

# P-1: B=192667/1365438461

n=43836: c13426(3034116935......) = 1994008881224155488314389 * c13402(1521616560......)

# P-1: B=1201/127473553

n=44040: c11699(2223887537......) = 393327135983417821441 * c11678(5654040451......)

# P-1: B=563/6982161301

n=44250: c11595(1738371597......) = 265213981331292756842251 * c11571(6554600134......)

# P-1: B=12923/87166997

n=44380L: c7547(5981115483......) = 1527657791998251768361297470888817421 * c7511(3915219439......)

# P-1: B=505961/302203007

n=44478: c12665(2967049419......) = 76017387128383891 * c12648(3903119446......)

# P-1: B=353/1467039347

n=44538: c13680(9100000000......) = 2743051646368209349447 * c13659(3317473082......)

# P-1: B=9001/262273903

n=44610: c11878(4295874467......) = 26643201501221274331 * c11859(1612371721......)

# P-1: B=1487/17792691859

n=44660M: c6655(7533176482......) = 4008481093553303017044420181 * c6628(1879309470......)

# P-1: B=4711879/5860033

n=44730: c10074(1324184246......) = 30621793469284318771 * c10054(4324319696......)

# P-1: B=1760203/388927783

n=44946: c13560(9990010000......) = 21765909423858555047797 * c13538(4589750791......)

# P-1: B=53117/2698936001

n=45162: c13824(9990010000......) = 4725681323343295625326927 * c13800(2113983004......)

# P-1: B=2570933/3904469

n=45276: c11760(9999999999......) = 312122307908644362676009 * c11737(3203872247......)

# P-1: B=5517077/23646587

n=45460M: c9065(3205559082......) = 5755763563218543625271501 * c9040(5569302920......)

# P-1: B=2273/3572226941

n=45600: c11478(7001263638......) = 142280069973164725245738038401 * c11449(4920762015......)

# P-1: B=861947/2168057

n=45690: c12158(1688526171......) = 115786146538882417825861194241 * c12129(1458314506......)

# P-1: B=52267/817820833

n=45864: c12078(1228659361......) = 4615921631630206975897 * c12056(2661785575......)

# P-1: B=98561/5131310801

n=45980L: c7890(3101635787......) = 978055261232416831616136601 * c7863(3171227547......)

# P-1: B=5059/4077761263

n=46200: c9594(9018750884......) = 948683482164448801 * c9576(9506596303......)

# P-1: B=353/2077526761

n=46300M: c9241(1010050200......) = 2311204376244950166533077575901 * c9210(4370233161......)

# P-1: B=531827/610108871

n=46326: c13214(5300188269......) = 9476786327112610290121 * c13192(5592811831......)

# P-1: B=1103/147875801

n=46350: c12212(3177736281......) = 5462856378828826694131261051 * c12184(5816986685......)

# P-1: B=452363/1874659

n=46398: c12946(5663700089......) = 96729411878944649179 * c12926(5855199550......)

# P-1: B=219647/9491481613

n=46494: c12934(9102221830......) = 20894061830240082331 * x12915(4356367806......)

# P-1: B=1489/93007199

n=46494: x12915(4356367806......) = 11291720909366219828345659 * c12890(3858019376......)

# P-1: B=382601/41862929

n=46512: c13819(7166557973......) = 438878802903752560177 * c13799(1632924152......)

# P-1: B=1598941/24899969

n=46530: c11041(1000999998......) = 2143501494501628801 * c11022(4669929092......)

# P-1: B=79/8976719

n=46536: c13241(5398640723......) = 1146855935963015306953 * x13220(4707339914......)

# P-1: B=2584819/866756273

n=46536: x13220(4707339914......) = 64183157683614739156129 * c13197(7334229235......)

# P-1: B=4433477/11110395983

n=46620M: c5141(1727324671......) = 743390954840677363604288938763101 * c5108(2323575045......)

# P-1: B=504289/625609823

n=46660M: c9302(1838875084......) = 34913028115489539078044321 * c9276(5267016881......)

# P-1: B=3532717/33538619

n=46710: c12357(3675077893......) = 82935715340367641161 * c12337(4431236746......)

# P-1: B=251/82227707

n=46860L: c5569(1057440648......) = 106727742729493199425575421 * c5542(9907832973......)

# P-1: B=2808161/525441263

n=47010: c12528(9100090999......) = 1777288266272516971 * c12510(5120211038......)

# P-1: B=804901/6710071

n=47610: c12126(4826493483......) = 530351941666358971 * c12108(9100548342......)

# P-1: B=1689437/6593621

n=47790: c12523(5231192554......) = 1121219512170436022907691 * c12499(4665627469......)

# P-1: B=178397/1510055093

n=47796: c13615(7305013985......) = 27896629499775575936773489 * c13590(2618600926......)

# P-1: B=524201/8059212113

n=47970: c11521(1000999998......) = 1768476137484489175081 * c11499(5660240349......)

# P-1: B=381629/6600331

n=48006: c13608(9999999990......) = 17865312317750830717 * c13589(5597439223......)

# P-1: B=18859/1409510761

n=48048: c11521(1000000009......) = 14259654747851380515649 * c11498(7012792579......)

# P-1: B=1502993/2350701323

n=48174: c12961(1098900989......) = 1012299186622731701779 * c12940(1085549611......)

# P-1: B=643/557236307

n=48210: c12809(1430147333......) = 91757571314238691 * c12792(1558615068......)

# P-1: B=1607/153701783

n=48270: c12864(9100090999......) = 990299517257333249521 * c12843(9189230976......)

# P-1: B=1657/601501877

n=48426: c13824(9100000909......) = 257717409225864895808034825903277 * c13792(3530999685......)

# P-1: B=1254157/4263971137

n=48678: c12954(6449967682......) = 62241061134686553263278011277 * c12926(1036288193......)

# P-1: B=65381/23869619

n=48846: c13933(3316474151......) = 21541377540405144997 * c13914(1539583132......)

# P-1: B=6073/4034304559

n=49062: c13790(8648922514......) = 64254147505396442413 * c13771(1346048908......)

# P-1: B=937/5254539853

n=49350: c11033(1618500545......) = 148947625535613451 * x11016(1086623931......)

# P-1: B=163127/1423237

n=49350: x11016(1086623931......) = 1194682086400265808451 * c10994(9095507033......)

# P-1: B=166601/3876827

n=49410: c12929(5345424392......) = 56575454242834081 * c12912(9448310162......)

# P-1: B=601/4106017

n=49650: c13186(8920987014......) = 6020628162286780359822601 * c13162(1481736917......)

# P-1: B=10259/69707087

n=49900M: c9952(2091494828......) = 6903282910859648976471035381340001 * c9918(3029710436......)

# P-1: B=2411107/2909051653

n=49920: c12259(4725399129......) = 68083078187742458881 * c12239(6940636726......)

# P-1: B=3637/5514579379

n=50010: c13318(5731122345......) = 8517796756311254146681 * c13296(6728409363......)

# P-1: B=24373/48465457

n=50130: c13344(9990010000......) = 29675587606870782961 * c13325(3366406802......)

# P-1: B=341647/8021771

n=50140L: c9490(4596023397......) = 279239556156062126916757304656501 * c9458(1645906998......)

# P-1: B=234121/11187444791

n=50250: c13192(2596281469......) = 89281962521649915001 * c13172(2907957437......)

# P-1: B=7873/154573327

n=50340L: c6704(3913542626......) = 78901410007874826623133108990011701 * c6669(4960041431......)

# P-1: B=667673/7052507431

n=50520: c13434(4712417235......) = 46440382154452855441 * c13415(1014724043......)

# P-1: B=421/6798262579

n=50880: c13312(9999999999......) = 443587539662855686402561 * c13289(2254346460......)

# P-1: B=105727/35095219

n=51090: c12450(4703075512......) = 58054284326120267641 * c12430(8101168702......)

# P-1: B=20477/1981864741

n=51150: c11995(2792926147......) = 82347049737136359451 * c11975(3391652956......)

# P-1: B=6720743/26615989

n=51198: c13707(3347552226......) = 203867950108703830182703 * c13684(1642019858......)

# P-1: B=1488139/6510444481

n=51390: c13672(7445269628......) = 1041412667088034441 * c13654(7149202101......)

# P-1: B=587/507688381

n=51500L: c10176(6173845805......) = 274446423901220425958687938001 * c10147(2249563218......)

# P-1: B=154153/96188311

n=52668: c12954(1460529023......) = 124095648275335751550229 * c12931(1176938147......)

# P-1: B=370423/5485591

n=53040: c12289(1000000009......) = 497046572741309761 * c12271(2011883925......)

# P-1: B=547/1427660671

n=53060M: c9052(4130411693......) = 39490618002165976610416669675361 * c9021(1045922272......)

# P-1: B=1245763/370812209

n=53790: c12955(1702436028......) = 234998672037444785251 * c12934(7244449568......)

# P-1: B=140869/4263001

n=54516: c13895(8984704428......) = 11888187636530858269 * c13876(7557673804......)

# P-1: B=2857/115823321

n=55440: c11521(1000000000......) = 1321817297155961761 * c11502(7565342064......)

# P-1: B=47/8746259479

n=55650: c12481(1000009999......) = 111216768975466374188851 * c12457(8991539758......)

# P-1: B=1709/121923577

n=56500M: c11168(2112382758......) = 6845949626474081374460105176001 * c11137(3085594948......)

# P-1: B=667963/125752139

n=56610: c13779(6454054841......) = 10200591985186575451 * c13760(6327137533......)

# P-1: B=1453/2755840597

n=56910: c12915(3314954049......) = 1350063571356051091 * c12897(2455405893......)

# P-1: B=271/66663059

n=57090: c13761(1098890109......) = 96840571330520489011 * c13741(1134741456......)

# P-1: B=6977/4961722793

n=57750: c11995(4328985588......) = 82725838417735128001 * x11975(5232930450......)

# P-1: B=143711/14833031

n=57750: x11975(5232930450......) = 4754467630977787331474251 * c11951(1100634362......)

# P-1: B=64033/114367633

n=58410: c13906(1361662410......) = 33243860525082699691 * c13886(4095981602......)

# P-1: B=3673/5739043979

n=58940L: c10080(3537460769......) = 57623466704415629768478880415201 * c10048(6138923900......)

# P-1: B=293893/152248711

n=59430: c13508(6362690794......) = 59053472526693276451 * c13489(1077445664......)

# P-1: B=22859/31845629

n=59640: c13430(3981931064......) = 118990583423967937921 * c13410(3346425364......)

# P-1: B=30109/591644191

n=59670: c13818(5985296526......) = 9926961252843454035841 * c13796(6029334026......)

# P-1: B=18913/1739773859

n=61110: c13825(1000999998......) = 8606800938109397810089315321 * c13797(1163033752......)

# P-1: B=2980231/3790807

n=61530: c13999(1055317323......) = 3780869585386144441 * c13980(2791202657......)

# P-1: B=3271/4696390997

n=62300M: c10529(9022896641......) = 191970994765745950322519845601 * c10500(4700135378......)

# P-1: B=2893721/15415465369

n=62700M: c7200(9900498998......) = 7842850930460732587549501 * c7176(1262359706......)

# P-1: B=264091/31125389

n=62790: c12663(9838368056......) = 39427624398179989243818001 * c12638(2495298209......)

# P-1: B=2911193/7336548601

n=63220L: c12048(4927323854......) = 9294966745135361323239841 * c12023(5301066684......)

# P-1: B=885163/8533712371

n=63940M: c12126(2290333958......) = 128490829430356051566541 * c12103(1782488267......)

# P-1: B=28319/1579339519

n=64680: c13435(7730305115......) = 225313102530200435521 * c13415(3430916812......)

# P-1: B=2363077/184267429

n=65520: c13809(8666205283......) = 287480347211444194081 * c13789(3014538338......)

# P-1: B=8293/63606821

n=66220M: c10037(2392092024......) = 2771395999869003756877968341 * c10009(8631361321......)

# P-1: B=2808319/117200887

n=66260L: c13234(7855619549......) = 1385442662618574247668175781 * c13207(5670115235......)

# P-1: B=4597/1434998113

n=66500L: c10786(4996115707......) = 263758779229221352527822833085933977501 * c10748(1894198828......)

# P-1: B=1913959/8274611

n=68420M: c12365(1021471760......) = 78181143058021329887221 * c12342(1306544929......)

# P-1: B=6538403/109706279

n=69020L: c10744(4605446375......) = 263022480180905151384102181 * c10718(1750970628......)

# P-1: B=491773/4033228721

n=69540L: c8594(4440825297......) = 256256194432015679717864161 * c8568(1732963102......)

# P-1: B=8329/919535759

n=69580M: c11754(1407605801......) = 1273116048373938260025609835573661 * c11721(1105638251......)

# P-1: B=8339521/1036308683

n=71460M: c9485(1699361848......) = 11053608119471570024164218301 * c9457(1537382029......)

# P-1: B=6989107/3032068729

n=71780M: c13824(3541000000......) = 17508598896219302245537204841 * c13796(2022434816......)

# P-1: B=301073/2581405033

n=76580L: c13075(3074632479......) = 1603854489130596014152692663841 * c13045(1917027074......)

# P-1: B=2373103/51935489

n=76620M: c10188(4243284149......) = 7689525353054109786243887581 * c10160(5518265373......)

# P-1: B=37021/1924316587

n=77220M: c8620(1725327899......) = 1993427024900393206095014763721 * c8589(8655084324......)

# P-1: B=506131/1766977117

n=80220L: c9102(3657742813......) = 2424541730659987980461924701 * c9075(1508632648......)

# P-1: B=2053/11087656493

n=82620L: c10339(8719204522......) = 62027560107496347757398541 * c10314(1405698452......)

# P-1: B=179167/4869190853

n=85020M: c10362(2003628051......) = 5502381782281386211537933798441 * c10331(3641383188......)

# P-1: B=2751163/281669351

n=85140L: c10065(1084623519......) = 877210653953083176253569241 * c10038(1236445903......)

# P-1: B=2233223/2406121

n=86580M: c10360(2432298016......) = 680835996628041375612273821461085521 * c10324(3572516770......)

# P-1: B=4372411/48745141

n=88500M: c11600(9999999999......) = 71704273603295437420501 * c11578(1394617014......)

# P-1: B=1109629/4592264003

n=90900M: c11983(9616379623......) = 225836699727888901 * c11966(4258112005......)

# P-1: B=101/11449088213

n=92940M: c12384(3913542626......) = 384831291734365921 * c12367(1016950209......)

# P-1: B=1549/4837198903

n=96180M: c10944(3948723401......) = 3352083668247977930964202381 * c10917(1177990704......)

# P-1: B=48271/18970424101

n=97500M: c11988(1574743575......) = 54792043026332384106847501 * c11962(2874036973......)

# P-1: B=728207/7419713027

n=99420L: c13232(5621488850......) = 7289074394733799969974422161 * c13204(7712212203......)

# P-1: B=2732813/89608979

n=101580L: c13531(3852632506......) = 21061666134578279683083920115601 * c13500(1829215448......)

# P-1: B=3521977/10593422297

n=108420M: c13249(2555227054......) = 160548210931350061 * c13232(1591563705......)

# P-1: B=139/3065836121

n=108780L: c12082(6328513828......) = 369001600955859664680789301 * c12056(1715036957......)

# P-1: B=5477363/4473001339

n=110681: c110663(2018303113......) = 492295785304968980893 * c110642(4099777357......)

# P-1: B=233983/265747

n=211980L: c28244(6220867341......) = 74962707230550711024181 * c28221(8298616166......)

# P-1: B=5393/315701

n=220220L: c31659(9436789100......) = 3404029457161798985521 * c31638(2772240728......)

# P-1: B=52769/197539

n=220642: c110312(4763246089......) = 532755738773127253 * c110294(8940769180......)

# P-1: B=79691/110321

n=220980L: c28219(3854384643......) = 901882593084244141 * c28201(4273709985......)

# P-1: B=81647/228251

n=221524: c110735(3843864022......) = 600764986144780746509749 * c110711(6398282375......)

# P-1: B=55381/150067

n=221542: c110763(1367823250......) = 3565384966942026841 * c110744(3836397086......)

# P-1: B=6133/110771

n=222164: c111070(1707730547......) = 2907455937785258029 * x111051(5873624858......)

# P-1: B=55541/178207

n=222164: x111051(5873624858......) = 200129674716913667441 * c111031(2934909511......)

# P-1: B=86467/331153

n=222340L: c44465(2824060999......) = 36991719199705358641054921 * c44439(7634305895......)

# P-1: B=56909/383179

April 9, 2025 2025 年 4 月 9 日 (Sam Wagstaff)

n=884: c249(1921467971......) = 1174617979307032343427336431000128382310817004889451708218371929 * p186(1635823735......)

# ECM

# 1300 of 300000 Φn(10) factorizations were finished. 300000 個中 1300 個の Φn(10) の素因数分解が終わりました。

April 9, 2025 2025 年 4 月 9 日 (Kurt Beschorner)

n=1581: c919(3514636184......) = 5331932531736101518389370140418700077 * c882(6591674151......)

# ECM B1=30e6, sigma=3:189737523

n=1805: c1338(7172424836......) = 1713911478075312710695551292842656960916454962071 * c1290(4184828054......)

# ECM B1=20e6, sigma=3:1090307430

n=3933: c2269(1982366030......) = 223426206041257615683892923299618808476293 * c2227(8872576167......)

# ECM B1=6e6, sigma=3:1729255409

n=12401: c12362(1535219961......) = 14605282496451131130807077967761 * c12331(1051140203......)

# ECM B1=1e6, sigma=0:2877330837014348

n=14613: c9734(8807226639......) = 4146586552190599993296251596502704951 * c9698(2123970289......)

# P-1 B1=140e6

n=14614: c7285(8631997719......) = 213464387556429724395532290580783 * c7253(4043764778......)

# P-1 B1=425e6

n=14619: c8773(1513606565......) = 136636700169333317449 * c8753(1107759894......)

# P-1 B1=140e6

n=14631: c9732(2886756087......) = 57006121705409857135867 * c9709(5063940505......)

# P-1 B1=140e6

n=14632: c6910(3605219263......) = 22670753503480825332127190310229739557441 * c6870(1590251185......)

# P-1 B1=450e6

n=14645: c11154(1957573448......) = 15203706324826670480762240881 * c11126(1287563312......)

# P-1 B1=180e6

n=14651: c11062(4311233934......) = 15648215965361830641978643 * c11037(2755096135......)

# P-1 B1=180e6

April 7, 2025 2025 年 4 月 7 日 (-)

# via factordb.com

n=55526: c27722(2462457549......) = 70484713031281184681785703 * c27696(3493605129......)

n=27766: c13846(2006402284......) = 537574763354908299221621207 * c13819(3732322313......)

n=56614: c28291(1960203281......) = 3178478461794947763325671309656849 * c28257(6167112046......)

n=56822: c28405(2666479657......) = 468264207986900441898127 * c28381(5694391354......)

n=57214: c28606(9090909090......) = 1052744446457107508637425197 * c28579(8635437709......)

n=57922: c28952(6118942796......) = 10528987112654776854051053 * c28927(5811520834......)

n=59198: c29583(4748652163......) = 28919401754755519912462927 * c29558(1642029874......)

n=59918: c29958(9090909090......) = 21298195858320311961262044931 * c29930(4268393976......)

April 7, 2025 2025 年 4 月 7 日 (Torbjörn Granlund)

# via Kurt Beschorner

n=43024: c21494(1566272449......) = 3349068398596106224643201 * p21469(4676740701......)

# P-1 B1/B2=72431/1947193

$ ./pfgw64 -tc -q"(10^21512+1)/213824125371578168570982369671186417/(10^8+1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^21512+1)/213824125371578168570982369671186417/(10^8+1) [N-1/N+1, Brillhart-Lehmer-Selfridge]
Running N-1 test using base 3
Running N+1 test using discriminant 7, base 1+sqrt(7)

Calling N+1 BLS with factored part 0.04% and helper 0.04% (0.17% proof)
(10^21512+1)/213824125371578168570982369671186417/(10^8+1) is Fermat and Lucas PRP! (19.6779s+0.0005s)

n=43870: c16931(2117688076......) = 1025753147754028531 * c16913(2064520182......)

# P-1 B1/B2=1231/7637327

n=44044: c15795(1402369125......) = 607974785452489304926116041 * c15768(2306623825......)

# P-1 B1/B2=66373/4969691

n=45582: c14840(9100000000......) = 128579958029216257899546268117 * c14811(7077308267......)

# P-1 B1/B2=13267/11254163

n=45658: c22172(2409163582......) = 14722325287844603647 * c22153(1636401543......)

# P-1 B1/B2=38299/4133149

n=45770: c17424(9091000000......) = 171881105175563131 * c17407(5289121215......)

# P-1 B1/B2=199/4544849

n=45864: c12096(9999999999......) = 8138952350770117969 * c12078(1228659361......)

# P-1 B1/B2=10501/11281169

n=45914: c20849(3557245909......) = 6744488007327983089 * c20830(5274300889......)

# P-1 B1/B2=2087/9294209

n=47064: c14934(1312760408......) = 18286520013315199186864153 * x14908(7178842162......)

# P-1 B1/B2=70919/1319429

n=47064: x14908(7178842162......) = 2575085837195685841 * c14890(2787806937......)

# P-1 B1/B2=3271/3477581

n=47152: c20161(1000000009......) = 6108161626399565756017 * c20139(1637153813......)

# P-1 B1/B2=35339/1556413

n=47178: c15689(4234883288......) = 1784245547354334157 * c15671(2373486819......)

# P-1 B1/B2=19753/8471759

n=47678: c23031(2377640805......) = 31155039453660622539293 * c23008(7631641131......)

# P-1 B1/B2=15923/11886499

n=47702: c21106(1218908695......) = 302789060016447973 * c21088(4025603486......)

# P-1 B1/B2=16223/5928277

n=47770: c17892(2046940816......) = 1334111187803268024345851 * c17868(1534310509......)

# P-1 B1/B2=57059/4981373

n=47842: c22639(7664063207......) = 105832200588275489 * c22622(7241712035......)

# P-1 B1/B2=28901/4783829

n=47846: c23363(1352376432......) = 1059105748631349413 * c23345(1276904062......)

# P-1 B1/B2=3257/11289623

n=48062: c20578(9179569906......) = 37329881106482006099 * c20559(2459040756......)

# P-1 B1/B2=8969/3135017

n=48078: c16021(1000999998......) = 4604483644382715211 * c16002(2173967976......)

# P-1 B1/B2=15619/1328647

n=48150: c12715(6922762736......) = 32930448836658397201 * c12696(2102237588......)

# P-1 B1/B2=3299/6789017

n=48282: c14826(4097303299......) = 73087232960723725927 * c14806(5606045177......)

# P-1 B1/B2=2833/2508557

n=48484: c21120(9900990099......) = 39144254246917935221 * c21101(2529359746......)

# P-1 B1/B2=7351/1085443

n=48822: c15905(3030754060......) = 170322795724395001 * c15888(1779417750......)

# P-1 B1/B2=103/2369201

n=48880: c17664(9999999900......) = 1040664940015228321 * c17646(9609240703......)

# P-1 B1/B2=349/6158231

n=49176: c16369(1000000000......) = 24290460397817275969 * c16349(4116842511......)

# P-1 B1/B2=3541/6103183

n=49250: c19601(1000000000......) = 1516859151614088251 * c19582(6592569909......)

# P-1 B1/B2=48751/17074727

n=49290: c12448(8005635841......) = 15989426612555598691 * c12429(5006831098......)

# P-1 B1/B2=167/18492281

n=49594: c24461(1059725414......) = 6860449796295943014889 * c24439(1544687952......)

# P-1 B1/B2=78049/1621933

n=49966: c20642(7607322400......) = 1993236742796712712144598761 * c20615(3816567413......)

# P-1 B1/B2=37549/2525329

n=50232: c12662(7531138643......) = 296728038954750313 * c12645(2538061003......)

# P-1 B1/B2=59629/3669077

n=50262: c16748(2186302247......) = 287469523032354139 * c16730(7605335775......)

# P-1 B1/B2=79697/1464583

n=50392: c25181(1483773999......) = 634683947920240311193 * c25160(2337815544......)

# P-1 B1/B2=8089/3060067

n=50552: c24626(6181523319......) = 183899532520967603441 * c24606(3361358908......)

# P-1 B1/B2=3659/2024917

n=51040: c17871(4029538578......) = 1065508980180536274936961 * c17847(3781796919......)

# P-1 B1/B2=1433/1318033

n=51050: c20390(7476625842......) = 13684416187439351401 * c20371(5463606002......)

# P-1 B1/B2=2143/4187957

n=51670: c20655(8746399423......) = 4617595093991238811 * c20637(1894146031......)

# P-1 B1/B2=5167/15213061

n=51736: c24865(1000099999......) = 489432398422329833 * c24847(2043387407......)

# P-1 B1/B2=80953/6150541

n=51970: c20774(3393849734......) = 125093276921413531 * c20757(2713055263......)

# P-1 B1/B2=5197/1590653

n=52056: c17261(3196077607......) = 54834278547790863577 * c17241(5828612488......)

# P-1 B1/B2=877/13159501

n=52122: c13811(4386926998......) = 130641399864497971 * c13794(3357991420......)

# P-1 B1/B2=349/11677751

n=52326: c15524(5413885426......) = 29807370948124230841 * c15505(1816290821......)

# P-1 B1/B2=281/2374511

n=52392: c16704(9999000100......) = 96631255295281404000481 * c16682(1034758378......)

# P-1 B1/B2=17489/1490161

n=52546: c23163(3862890281......) = 1267007711227208453933 * c23142(3048829337......)

# P-1 B1/B2=2579/1838717

n=52984: c25577(4161457597......) = 455585728419277201 * c25559(9134301927......)

# P-1 B1/B2=829/1355843

n=53162: c25148(1797697061......) = 1736375173088431093 * c25130(1035316036......)

# P-1 B1/B2=2281/8315413

n=53270: c18235(5688595221......) = 558661881269679624851 * c18215(1018253690......)

# P-1 B1/B2=59011/5881807

n=53394: c16115(1213945448......) = 5727013352194310287 * c16096(2119683285......)

# P-1 B1/B2=1693/3404153

n=53450: c21342(6616869190......) = 36159909039266592001 * c21323(1829890994......)

# P-1 B1/B2=36559/9637937

n=53536: c22849(1000000000......) = 1166310458480321281 * c22830(8574046410......)

# P-1 B1/B2=34757/1741099

n=53550: c11521(1000000000......) = 118804056357933451 * x11503(8417221016......)

# P-1 B1/B2=21881/1221593

n=53550: x11503(8417221016......) = 175712389348113338338431882636750001 * c11468(4790340082......)

# P-1 B1/B2=91097/5203181

n=53824: c25977(4763864525......) = 2825306352547134747125761 * c25953(1686140874......)

# P-1 B1/B2=7057/3453083

n=54128: c25345(1000000009......) = 4381200917770025499473 * c25323(2282479230......)

# P-1 B1/B2=50671/5763619

n=54374: c26274(5780070422......) = 945811036302883338691 * c26253(6111231737......)

# P-1 B1/B2=21713/1007441

n=54462: c17472(9100000000......) = 2573513797593652933 * c17454(3536021453......)

# P-1 B1/B2=9001/2104969

n=54618: c18187(3555686913......) = 2845783078589128651 * c18169(1249458168......)

# P-1 B1/B2=9103/2011021

n=54776: c26561(1000099999......) = 4528543299160537742673409 * c26536(2208436430......)

# P-1 B1/B2=32621/1543133

n=55458: c16848(9999999990......) = 95247315140924518454143 * c16826(1049898359......)

# P-1 B1/B2=23027/1163257

n=55504: c27735(1224943863......) = 775793734222732996801 * c27714(1578955603......)

# P-1 B1/B2=30211/1878419

n=55806: c18183(1947994206......) = 144908280563670487 * c18166(1344294611......)

# P-1 B1/B2=4783/6702347

n=56118: c18216(9100000000......) = 11796629566733953357849 * c18194(7714067775......)

# P-1 B1/B2=12889/3367843

n=56190: c14976(9100090999......) = 14284585122641890561 * c14957(6370567238......)

# P-1 B1/B2=34253/2761091

n=56264: c25921(1000099999......) = 214469971539240457 * c25903(4663123666......)

# P-1 B1/B2=541/10921301

n=56290: c20736(9091000000......) = 4895946355257888051738241 * c20712(1856842240......)

# P-1 B1/B2=6977/2763883

n=56530: c22561(6082552595......) = 458808710403032987971 * c22541(1325727358......)

# P-1 B1/B2=5653/8168851

n=56952: c16118(2441040146......) = 5051723097883760929 * c16099(4832094117......)

# P-1 B1/B2=2903/8117717

n=57616: c26497(1000000009......) = 1811431642591150529 * c26478(5520495427......)

# P-1 B1/B2=16087/4482469

n=58440: c15534(1441287652......) = 561966015335635441 * c15516(2564723867......)

# P-1 B1/B2=4651/5649011

n=58680: c15528(1673085825......) = 152055896594390641 * c15511(1100309730......)

# P-1 B1/B2=4639/4899863

n=59126: c26463(6267334591......) = 43494213169166419612327 * c26441(1440958264......)

# P-1 B1/B2=2017/1635661

n=59306: c27316(2061071432......) = 12664386686047952129 * c27297(1627454596......)

# P-1 B1/B2=52583/4532441

n=59784: c19114(1732794734......) = 153818294573741593 * c19097(1126520573......)

# P-1 B1/B2=43319/3493781

n=59862: c18069(1832343929......) = 15366877383574906938409 * c18047(1192398353......)

# P-1 B1/B2=2459/1699427

n=59886: c19935(1394146827......) = 11717745437278980383803237 * c19910(1189773950......)

# P-1 B1/B2=67901/1144037

n=60276: c20065(2968733374......) = 1398074489773979423060396881 * c20038(2123444348......)

# P-1 B1/B2=73939/11928173

n=61788: c19417(6890062306......) = 23605973569158480949 * c19398(2918779133......)

# P-1 B1/B2=4007/5635387

n=61976: c30200(2019075137......) = 20760368205482247541889 * c30177(9725622963......)

# P-1 B1/B2=50723/1430243

n=62390: c23387(7164767298......) = 70809763532826611 * c23371(1011833247......)

# P-1 B1/B2=3491/1633711

n=63070: c19946(3451308852......) = 64861757641526513851 * c19926(5321022707......)

# P-1 B1/B2=53/12184477

n=63276: c21089(1009998990......) = 101729860128217586641 * c21068(9928245145......)

# P-1 B1/B2=11351/2905961

n=63388: c27452(1561941361......) = 4151214388070230001 * c27433(3762613095......)

# P-1 B1/B2=73/1110971

n=63428: c31185(2336158495......) = 36450402654148218529 * c31165(6409143180......)

# P-1 B1/B2=4093/1751023

n=63476: c27193(1009999999......) = 67176252588582509 * c27176(1503507506......)

# P-1 B1/B2=27487/1673983

n=63688: c30080(8247665125......) = 175141306548937232840863921 * c30054(4709149022......)

# P-1 B1/B2=64157/4430887

n=63886: c30032(5307664977......) = 434192002862624209487 * c30012(1222423476......)

# P-1 B1/B2=4231/6707801

n=64152: c19427(7180298067......) = 4305992892983923681 * x19409(1667512753......)

# P-1 B1/B2=1193/1922863

n=64152: x19409(1667512753......) = 4967980317005412961 * c19390(3356520452......)

# P-1 B1/B2=11587/1375189

n=64242: c20629(9483517745......) = 77533022812082740237 * c20610(1223158520......)

# P-1 B1/B2=22027/3173369

n=64506: c19783(7342740272......) = 2360322012829219019491 * c19762(3110906152......)

# P-1 B1/B2=38693/3123233

n=64962: c21595(2565595872......) = 960003309760101757 * c21577(2672486486......)

# P-1 B1/B2=15647/1024357

n=65080: c25995(1801798807......) = 534259657198354081 * c25977(3372515186......)

# P-1 B1/B2=1627/6575353

n=65132: c30817(1009999999......) = 622600452891690770689 * c30796(1622228180......)

# P-1 B1/B2=9043/1385743

n=65392: c31660(1723094903......) = 7766736137732536199681 * c31638(2218557284......)

# P-1 B1/B2=60383/3830977

n=65588: c31033(1009999999......) = 86752274569677638969 * c31013(1164234603......)

# P-1 B1/B2=92459/15316531

n=65824: c28153(2651313581......) = 42282388170630684839675278081 * c28124(6270491559......)

# P-1 B1/B2=75629/1244909

n=66170: c24384(9091000000......) = 5770300245512333441 * c24366(1575481277......)

# P-1 B1/B2=6359/1611079

n=66188: c33079(3630031430......) = 1048712507307444883681 * c33058(3461417123......)

# P-1 B1/B2=16547/1377577

n=66240: c16862(1526787489......) = 634813516154257516801 * c16841(2405096063......)

# P-1 B1/B2=937/9466241

n=66462: c18684(1513431208......) = 720058220179938918090451 * c18660(2101817833......)

# P-1 B1/B2=4547/11418331

n=66696: c18981(3747942298......) = 1000614861220265206609 * c18960(3745639250......)

# P-1 B1/B2=5851/1924261

n=67228: c28805(3192007315......) = 75909830592379001 * c28788(4204998602......)

# P-1 B1/B2=577/7827661

n=67360: c26881(1000000000......) = 129252251645070721 * c26863(7736809125......)

# P-1 B1/B2=35507/4503403

n=67798: c33464(1438712666......) = 1778225399009196461881 * c33442(8090721608......)

# P-1 B1/B2=22901/3058511

n=68138: c28080(9090910000......) = 79892844340189343 * c28064(1137887889......)

# P-1 B1/B2=7019/15186251

n=68586: c18481(1098900989......) = 72287242807363543 * c18464(1520186614......)

# P-1 B1/B2=13721/1506157

n=68788: c33153(1009999999......) = 21388974346830892709 * c33133(4722059055......)

# P-1 B1/B2=4547/1330499

n=68840: c27493(1533526087......) = 330365466477316001 * c27475(4641907955......)

# P-1 B1/B2=1721/1498153

n=69058: c30235(1880591114......) = 1302008812008579106961 * c30214(1444376641......)

# P-1 B1/B2=57559/11748811

n=69244: c29665(1009999999......) = 19594321178339773256637569 * c29639(5154554683......)

# P-1 B1/B2=21821/8222119

n=69316: c30227(5046462294......) = 9876043897839353877173087701 * c30199(5109801400......)

# P-1 B1/B2=51899/7578607

n=69472: c31868(1439408115......) = 892573023487053071870641112214990721 * c31832(1612650256......)

# P-1 B1/B2=65111/7447007

n=69664: c29761(1000000000......) = 557960453317274118721 * c29740(1792241715......)

# P-1 B1/B2=7753/5066251

n=69834: c22848(9100000000......) = 75833713472817481 * c22832(1199993984......)

# P-1 B1/B2=173/2290861

n=69920: c25344(9999999999......) = 4654457967459749441 * c25326(2148477882......)

# P-1 B1/B2=28493/17435111

n=69998: c33820(7332390589......) = 67117108945555319129 * c33801(1092477120......)

# P-1 B1/B2=55147/1591637

n=70246: c30587(1695946992......) = 295992853746437321 * c30569(5729688980......)

# P-1 B1/B2=1987/2465831

n=70432: c33601(1000000000......) = 3071250701016888673 * c33582(3256002512......)

# P-1 B1/B2=38327/2939879

n=70434: c18136(4701252472......) = 238983013159967802727 * c18116(1967191061......)

# P-1 B1/B2=269/5790139

n=70600: c28146(1143643485......) = 32565787216526746384801 * c28123(3511794379......)

# P-1 B1/B2=8081/8999779

n=70652: c33193(6741854170......) = 12835543491607246457081 * c33171(5252488276......)

# P-1 B1/B2=24659/19284877

n=70930: c27513(3073587832......) = 404976170713755481 * c27495(7589552311......)

# P-1 B1/B2=173/3221807

n=71114: c33467(1151512808......) = 171309254350255699331 * c33446(6721836557......)

# P-1 B1/B2=58129/9386467

n=71152: c35557(6371736053......) = 207528063517733288879958209 * c35531(3070300924......)

# P-1 B1/B2=24547/2498231

n=71188: c31953(8362226071......) = 4869615616216397281 * c31935(1717225081......)

# P-1 B1/B2=8837/7167361

n=71192: c32298(2704824859......) = 15966842571407197273 * c32279(1694026134......)

# P-1 B1/B2=26833/17745887

n=71352: c23742(8807821227......) = 10044569581621698961 * c23723(8768739322......)

# P-1 B1/B2=1019/1769113

n=71378: c35171(1700054322......) = 1229178901130591366419 * c35150(1383081275......)

# P-1 B1/B2=42019/3054043

n=71612: c35773(1908128609......) = 37696805889517594854521 * c35750(5061777953......)

# P-1 B1/B2=30347/5365357

n=71992: c35971(2908127440......) = 42804011998284700413521 * c35948(6794053418......)

# P-1 B1/B2=8999/3072127

n=72040: c28779(7739406021......) = 74587955343609784436881 * c28757(1037621421......)

# P-1 B1/B2=2441/12500069

n=72046: c31100(1261802585......) = 4854529725200143561 * c31081(2599227231......)

# P-1 B1/B2=3761/9048337

n=72086: c29141(2076185106......) = 35026710534895869623 * c29121(5927433877......)

# P-1 B1/B2=983/2002199

n=72112: c36040(1487271272......) = 223049793665732084470513 * c36016(6667889031......)

# P-1 B1/B2=4507/4298687

n=73026: c24337(1000999998......) = 429253313070281986171 * c24316(2331956372......)

# P-1 B1/B2=7823/1837061

n=73036: c33469(6277847180......) = 110401940179425921952439192969 * c33440(5686355847......)

# P-1 B1/B2=74687/1594267

n=73138: c32256(9090909090......) = 1896115590888884171 * c32238(4794490976......)

# P-1 B1/B2=8093/1774741

n=73438: c36115(1784913055......) = 391131027383000793990503 * c36091(4563465770......)

# P-1 B1/B2=49069/1792121

n=73488: c24453(1464748501......) = 40695494109735286033 * c24433(3599289143......)

# P-1 B1/B2=98909/2175977

n=74022: c22455(1885721468......) = 8191419383983272607 * c22436(2302069251......)

# P-1 B1/B2=7907/3246449

n=75350: c27188(2408781367......) = 35585243048855540785417201 * c27162(6769045708......)

# P-1 B1/B2=33287/9836209

n=75351: c50188(2451027750......) = 18572500090742413345003 * c50166(1319708030......)

# P-1 B1/B2=25741/5709397

n=75414: c25103(5194934059......) = 12302817577488899143 * c25084(4222556358......)

# P-1 B1/B2=12569/1824761

n=75572: c32362(2708298408......) = 3398357330481710269 * c32343(7969433890......)

# P-1 B1/B2=19079/1143601

n=75628: c31098(4223126899......) = 136129818845784989 * c31081(3102279085......)

# P-1 B1/B2=109/7475641

n=75670: c24289(1099988890......) = 457585829248583622115664731 * c24262(2403896318......)

# P-1 B1/B2=58189/10620949

n=75882: c25269(8497832960......) = 182019043561118521 * c25252(4668650485......)

# P-1 B1/B2=12647/5757553

n=75950: c25183(5106049624......) = 1817008975812247001 * c25165(2810140011......)

# P-1 B1/B2=3181/1968803

n=76050: c18714(2348078719......) = 41476664186316338851 * c18694(5661204356......)

# P-1 B1/B2=4787/1710493

n=76072: c36853(5089900811......) = 4360360135722298404049 * c36832(1167312023......)

# P-1 B1/B2=12197/4322429

n=76178: c37113(2704094414......) = 234413774769344873095117 * x37090(1153556106......)

# P-1 B1/B2=23567/1046711

n=76242: c24960(9100000000......) = 74226758539227125851 * c24941(1225972975......)

# P-1 B1/B2=81071/5521301

n=76315: c61038(8374526628......) = 5760500714136706721 * c61020(1453784496......)

# P-1 B1/B2=15263/10097947

n=76342: c30211(3369527187......) = 394984351359126674797 * c30190(8530786538......)

# P-1 B1/B2=93131/1549129

n=76371: c50896(8074172659......) = 10893686011153920795763 * c50874(7411791244......)

# P-1 B1/B2=91199/8857273

n=76670: c25573(2495160670......) = 252951725903995653886309201 * x25546(9864177290......)

# P-1 B1/B2=51431/10375711

n=76670: x25546(9864177290......) = 3301986459699813601 * c25528(2987346377......)

# P-1 B1/B2=41/3341489

n=76948: c38420(2108875118......) = 370848435193867544041 * c38399(5686622668......)

# P-1 B1/B2=19237/2250421

n=77098: c33029(1347266664......) = 1041156286701093198637 * c33008(1294010017......)

# P-1 B1/B2=43789/1656383

n=77418: c21107(7900227294......) = 11643535997254223329411 * c21085(6785075681......)

# P-1 B1/B2=59377/3742273

n=77430: c19713(1098890109......) = 635685518419967011 * c19695(1728669409......)

# P-1 B1/B2=2311/12824881

n=77546: c31905(6333916194......) = 3938189582091227863 * c31887(1608331966......)

# P-1 B1/B2=3061/12831439

n=77902: c35381(6448819972......) = 42798950397941795543641 * c35359(1506770589......)

# P-1 B1/B2=3541/6583699

n=77934: c25080(9100000000......) = 23760514378002027343 * c25061(3829883417......)

# P-1 B1/B2=42373/2473409

n=78120: c17240(1610210725......) = 944598076890945121 * c17222(1704651708......)

# P-1 B1/B2=811/13856441

n=78126: c25079(4922389765......) = 1641210507918902091106303 * c25055(2999243388......)

# P-1 B1/B2=55511/1353613

n=78176: c33382(2081239816......) = 1019770605767142433 * c33364(2040890181......)

# P-1 B1/B2=10909/18980321

n=78264: c26057(2245565272......) = 1254752455028149646713 * c26036(1789648040......)

# P-1 B1/B2=1087/10091987

n=78272: c39080(3410010095......) = 88463816883011087489 * c39060(3854694738......)

# P-1 B1/B2=53609/3443723

n=78310: c30400(9091000000......) = 451961589478452424571 * c30380(2011454117......)

# P-1 B1/B2=89477/13390483

n=78461: c75873(9590997322......) = 3210795053483780561 * c75855(2987109785......)

# P-1 B1/B2=2531/18374483

n=78584: c33095(1670897142......) = 1177093754484530873 * c33077(1419510668......)

# P-1 B1/B2=6869/9522433

n=78823: c78799(3810624126......) = 1145590298701266359239 * c78778(3326341127......)

# P-1 B1/B2=78823/13140887

n=78858: c24187(2533664222......) = 127651111975273771 * c24170(1984835214......)

# P-1 B1/B2=4133/6025597

n=79028: c37753(1009999999......) = 108115088782853859816343001 * c37726(9341896782......)

# P-1 B1/B2=43973/4717367

n=79092: c24330(2341389038......) = 6041219641814928275641 * c24308(3875689309......)

# P-1 B1/B2=91411/10236319

n=79316: c38990(8557423895......) = 763966131617172277741 * c38970(1120131317......)

# P-1 B1/B2=13411/6956377

n=79347: c52896(9009009009......) = 338171663486634550147 * c52876(2664034270......)

# P-1 B1/B2=26449/16429201

n=79458: c23021(8523525669......) = 83870691958338529 * c23005(1016269863......)

# P-1 B1/B2=719/1952207

n=79584: c26471(9375375691......) = 717047752972667421121 * c26451(1307496697......)

# P-1 B1/B2=38183/5807717

n=79628: c37414(6012024491......) = 1968898699672041349601 * c37393(3053496095......)

# P-1 B1/B2=9001/18289291

n=80464: c39009(1000000009......) = 1198669781566796701631201 * c38984(8342581296......)

# P-1 B1/B2=11243/1299041

n=80739: c53796(4321360257......) = 1110261328664579071039 * c53775(3892201003......)

# P-1 B1/B2=8971/12523253

n=80776: c38524(2239129125......) = 92296463396623391417 * c38504(2426018336......)

# P-1 B1/B2=13183/13214503

n=80788: c38221(3868674213......) = 684056148552952362289 * c38200(5655492202......)

# P-1 B1/B2=97021/7647463

n=80808: c20690(5654807767......) = 173989389311446801 * c20673(3250087715......)

# P-1 B1/B2=547/6055747

n=81368: c34843(2048507913......) = 6006917926879217993 * c34824(3410247881......)

# P-1 B1/B2=1453/6989071

n=81664: c35841(1000000000......) = 588074770919296115980801 * c35817(1700464038......)

# P-1 B1/B2=1879/10920059

n=81939: c45580(7334562460......) = 8723318180115266443 * c45561(8407996027......)

# P-1 B1/B2=743/11934491

n=81952: c37606(3017292592......) = 6209375824776184321 * c37587(4859252649......)

# P-1 B1/B2=17047/18519497

n=81988: c40380(2533706968......) = 295580247648143695609 * c40359(8571976607......)

# P-1 B1/B2=71341/11244829

n=82284: c27417(2091064522......) = 7711727892753117601 * c27398(2711538259......)

# P-1 B1/B2=11969/4350167

n=82505: c63617(1111099999......) = 169931621088244471 * c63599(6538512331......)

# P-1 B1/B2=569/10167809

n=82796: c35446(1683704668......) = 6461719119896637241 * c35427(2605660563......)

# P-1 B1/B2=36563/1129367

n=82858: c38966(3218185874......) = 2484578426891474948527 * c38945(1295264355......)

# P-1 B1/B2=2437/13806491

n=82880: c27642(2154577583......) = 392869846774204801 * c27624(5484201958......)

# P-1 B1/B2=89/12415141

n=83028: c23041(1009998990......) = 648019227984153301 * c23023(1558594168......)

# P-1 B1/B2=1123/4877179

n=83172: c26651(2380843599......) = 29498209074686003401 * c26631(8071146262......)

# P-1 B1/B2=3797/12708391

n=83604: c27865(1009998990......) = 1389570701226946969 * c27846(7268424622......)

# P-1 B1/B2=9203/10879679

n=83633: c75999(1984295792......) = 46024126642895541493 * c75979(4311425196......)

# P-1 B1/B2=7603/15711329

n=84216: c24631(1249774044......) = 3482180402919860137 * c24612(3589055993......)

# P-1 B1/B2=8647/4280929

n=84290: c33680(1354574900......) = 2545072846221340902251 * c33658(5322342353......)

# P-1 B1/B2=8429/6054779

n=84296: c40941(4905743380......) = 25476063924276046241 * c40922(1925628462......)

# P-1 B1/B2=32957/15810649

n=84424: c41260(1206224409......) = 712314288327509620873 * c41239(1693387918......)

# P-1 B1/B2=9281/9617953

n=84657: c56436(9009009009......) = 626134171265824360471 * c56416(1438830433......)

# P-1 B1/B2=28219/12410899

n=84730: c32781(4358872155......) = 2787190376882678971 * c32763(1563894663......)

# P-1 B1/B2=1753/4992007

n=84802: c41853(4080213059......) = 3081962344366270819889 * c41832(1323901009......)

# P-1 B1/B2=77267/3714827

n=85093: c85084(1137224251......) = 6282256990796582347787 * c85062(1810216062......)

# P-1 B1/B2=193597/4503313

n=85232: c36472(1832945267......) = 631842726238593409 * c36454(2900951757......)

# P-1 B1/B2=761/4408909

n=85628: c42784(2204552814......) = 4397356315294189909647701 * c42759(5013359519......)

# P-1 B1/B2=21407/8801707

n=85752: c28513(1000000000......) = 202376570009446153 * c28495(4941283469......)

# P-1 B1/B2=1399/4522613

n=86034: c26448(9100000000......) = 4959392664675223477 * c26430(1834902096......)

# P-1 B1/B2=2143/5891153

n=86196: c26074(8835847428......) = 2038879550806682822041 * c26053(4333677987......)

# P-1 B1/B2=12641/15913021

n=86368: c43163(1286483051......) = 5041422843606621393409 * c43141(2551825330......)

# P-1 B1/B2=33211/1385887

n=86424: c26489(6121535591......) = 5734270142161086241 * c26471(1067535264......)

# P-1 B1/B2=30881/3255431

n=86544: c28776(1021544393......) = 251625553909223357534833 * c28752(4059780010......)

# P-1 B1/B2=21017/2135153

n=86622: c28862(3985024570......) = 32445311031981301561 * c28843(1228228191......)

# P-1 B1/B2=24121/3093319

n=86684: c39946(6433414068......) = 30096082537805620129 * c39927(2137625074......)

# P-1 B1/B2=69143/9096697

n=86878: c39354(9252466312......) = 241753512482679517 * c39337(3827231388......)

# P-1 B1/B2=433/1199423

n=87062: c42986(2330837841......) = 108528097426763569 * c42969(2147681472......)

# P-1 B1/B2=431/17238647

n=87152: c40111(2445037966......) = 6523510384733981393 * c40092(3748040277......)

# P-1 B1/B2=94121/1070357

n=87550: c32616(2334824516......) = 9080102653337671400732201 * c32591(2571363569......)

# P-1 B1/B2=35771/1110533

n=87622: c43373(2507318785......) = 1811103998317210675048249 * c43349(1384414582......)

# P-1 B1/B2=16103/3375667

n=87752: c37540(3195495938......) = 1385753994643242880321 * c37519(2305961917......)

# P-1 B1/B2=2297/6761603

n=87816: c29256(4487228200......) = 126648297362399737 * c29239(3543062397......)

# P-1 B1/B2=3659/15314701

n=87985: c70370(1098901873......) = 231234726345796515298361 * c70346(4752321983......)

# P-1 B1/B2=161531/2347831

n=88098: c29352(4810639034......) = 1676235696545558971 * c29334(2869906090......)

# P-1 B1/B2=84061/15089791

n=88390: c35343(2621321169......) = 138408992732909971 * c35326(1893895127......)

# P-1 B1/B2=8839/2997773

n=88394: c43762(1535325536......) = 1006020688597387049 * c43744(1526137139......)

# P-1 B1/B2=5879/11804207

n=88404: c28680(3202304370......) = 1424564438122951921 * c28662(2247918230......)

# P-1 B1/B2=1511/9354937

n=88605: c42676(7857163213......) = 250721954415287191 * c42659(3133815398......)

# P-1 B1/B2=677/7544591

n=88832: c44247(7957914022......) = 61978636889514419201 * c44228(1283976934......)

# P-1 B1/B2=811/11486029

n=88876: c41793(1009999999......) = 954198138915154241 * c41775(1058480370......)

# P-1 B1/B2=1307/5664271

n=89120: c35571(6397700735......) = 2731349195098442561 * c35553(2342322522......)

# P-1 B1/B2=1999/2158781

n=89142: c29186(5671347293......) = 450721497919684087 * c29169(1258281959......)

# P-1 B1/B2=8929/1440889

n=89240: c33777(3681139735......) = 116910413544131041 * c33760(3148684213......)

# P-1 B1/B2=113/11640077

n=89405: c71506(8173343500......) = 9071833309743280121 * c71487(9009582981......)

# P-1 B1/B2=17881/14389643

n=89787: c59497(1488778005......) = 386852830335321283 * c59479(3848435086......)

# P-1 B1/B2=569/15975031

n=89853: c58783(4170043679......) = 977899015516261609 * c58765(4264288656......)

# P-1 B1/B2=491/11524937

n=89934: c27622(2382887567......) = 2047705392578253409 * c27604(1163686718......)

# P-1 B1/B2=1153/13480171

n=89997: c59271(1613224220......) = 269670424808655919 * c59253(5982206694......)

# P-1 B1/B2=2213/13274669

n=90012: c27648(9901000000......) = 162295465538037001 * c27631(6100601743......)

# P-1 B1/B2=1499/4811321

n=90152: c44061(1820915020......) = 14457596895438347969 * c44042(1259486644......)

# P-1 B1/B2=313/6057427

n=90194: c41593(1605025100......) = 81229724565676750207 * c41573(1975908584......)

# P-1 B1/B2=5011/2721773

n=90591: c60383(4175290298......) = 3278953476988173121 * c60365(1273360640......)

# P-1 B1/B2=30197/15217247

n=90712: c39424(9999000099......) = 388408508169054953 * c39407(2574351459......)

# P-1 B1/B2=433/14066329

n=90736: c44069(3743608476......) = 73628960554636246265281 * c44046(5084423912......)

# P-1 B1/B2=9817/16548551

n=90830: c35006(3111308466......) = 901858297964541510266578336056091 * c34973(3449886166......)

# P-1 B1/B2=83221/3410261

n=91002: c29232(9100000000......) = 50965086820347800723023 * c29210(1785536053......)

# P-1 B1/B2=523/3524113

n=91306: c44932(2070000176......) = 114394388783745451 * c44915(1809529469......)

# P-1 B1/B2=643/5225183

n=91378: c38137(5719800119......) = 5392580114166455449 * c38119(1060679674......)

# P-1 B1/B2=107/5786999

n=91478: c44801(7163196883......) = 7846584472265359461161 * c44779(9129063618......)

# P-1 B1/B2=2503/2340983

n=91550: c36593(1365387747......) = 2639557705570498051 * c36574(5172789913......)

# P-1 B1/B2=12553/1111181

n=92015: c57115(1222637433......) = 7788634492427991266681 * c57093(1569771228......)

# P-1 B1/B2=3947/13082441

n=92259: c57025(1000000000......) = 269324785371558491173 * c57004(3712989128......)

# P-1 B1/B2=2851/16931183

n=92609: c84180(9000000000......) = 303286199526656296369 * c84160(2967494074......)

# P-1 B1/B2=8573/18379661

n=93084: c30973(2447662298......) = 21939738409637161261 * c30954(1115629663......)

# P-1 B1/B2=23339/15186319

n=93491: c93479(2367270071......) = 12551984232778060163 * c93460(1885972788......)

# P-1 B1/B2=93491/12828799

n=93696: c30693(2964746923......) = 12076836860973423422977 * c30671(2454903512......)

# P-1 B1/B2=15077/11593943

n=94269: c53018(8676478506......) = 2028947297039225677360387 * c52994(4276344939......)

# P-1 B1/B2=6491/13818589

n=95106: c28541(2893341513......) = 334720903203271258543 * c28520(8644041903......)

# P-1 B1/B2=12541/10621687

n=95728: c46046(2491800018......) = 2829292567547606737 * c46027(8807148639......)

# P-1 B1/B2=76147/2441119

n=97458: c31509(6981315918......) = 28422964257638248101007 * c31487(2456223726......)

# P-1 B1/B2=9781/12534959

n=97633: c96406(3076168495......) = 241808276935731173 * c96389(1272151861......)

# P-1 B1/B2=8677/2301883

n=98004: c32665(1009998990......) = 5576085140799935431081 * c32643(1811304821......)

# P-1 B1/B2=8167/15412109

n=98037: c65333(1603809803......) = 15198339411887980681 * c65314(1055253314......)

# P-1 B1/B2=3631/11580589

n=98095: c74970(4719487605......) = 347391834067970161 * c74953(1358548803......)

# P-1 B1/B2=853/18922489

n=98576: c47983(5311930970......) = 1230254745296607466081 * c47962(4317748816......)

# P-1 B1/B2=4421/18891461

n=98933: c90687(3541801568......) = 195252175348767298456104065809 * c90658(1813962667......)

# P-1 B1/B2=183289/1104289

n=99565: c79608(7033114332......) = 691182253894210923881 * c79588(1017548453......)

# P-1 B1/B2=19913/1922407

n=100897: c100073(6790310639......) = 347411923163122249 * c100056(1954541622......)

# P-1 B1/B2=619/2852191

n=101185: c68198(2233814724......) = 118430369991251408213881912351 * c68169(1886184029......)

# P-1 B1/B2=3967/1410049

n=101795: c81398(2704793870......) = 316161399802564081 * c81380(8555104677......)

# P-1 B1/B2=20359/2669699

n=101937: c61753(6258090766......) = 209354560806469453 * c61736(2989230682......)

# P-1 B1/B2=3089/15097211

n=102445: c70201(1101010981......) = 8070608250321252511 * c70182(1364223051......)

# P-1 B1/B2=3529/2553601

n=102577: c100970(7035101095......) = 766835916018708973 * c100952(9174193524......)

# P-1 B1/B2=1777/3403663

n=102802: c43981(8295419192......) = 284860144825541699 * c43964(2912102427......)

# P-1 B1/B2=1049/1611809

n=103353: c67345(1109999999......) = 2709115185905227681 * c67326(4097278719......)

# P-1 B1/B2=733/10490273

n=103683: c61050(7240821999......) = 570252037273825609 * c61033(1269758199......)

# P-1 B1/B2=107/2358901

n=103817: c88968(1624712680......) = 816701404633220597 * c88950(1989359478......)

# P-1 B1/B2=14831/2293267

n=104155: c80912(1330917318......) = 91864290012441385478881 * c80889(1448786376......)

# P-1 B1/B2=24391/5796859

n=104689: c96611(1704661664......) = 1283821415813761608083 * c96590(1327802794......)

# P-1 B1/B2=21871/3346817

n=104961: c68664(1494116494......) = 4808800105704211681 * c68645(3107046376......)

# P-1 B1/B2=2659/5128037

n=104963: c102454(1396847523......) = 2955176556260685416827 * c102432(4726781959......)

# P-1 B1/B2=15287/1934411

n=105083: c92791(4046556585......) = 247496401323982999 * c92774(1634996130......)

# P-1 B1/B2=797/14924951

n=105091: c90063(3893438482......) = 366793148065279797738563 * c90040(1061480701......)

# P-1 B1/B2=22349/3526217

n=105104: c52508(1221714051......) = 338113565345278915009 * c52487(3613324565......)

# P-1 B1/B2=15439/6727519

n=105193: c93559(1311332907......) = 111324209188670233471 * c93539(1177940465......)

# P-1 B1/B2=1699/4399853

n=105347: c93591(4337893700......) = 14963886203798341840801 * c93569(2898908506......)

# P-1 B1/B2=15053/3103211

n=105413: c79915(4743225488......) = 1571378160961817509373227 * c79891(3018513051......)

# P-1 B1/B2=1187/4011283

n=105579: c70370(9475943828......) = 16870242535106693041 * c70351(5616957675......)

# P-1 B1/B2=11731/2634263

n=105610: c41253(1667964051......) = 196911223220638561 * c41235(8470639837......)

# P-1 B1/B2=37579/1033663

n=105926: c52939(7298703910......) = 4750825699571593151575693 * c52915(1536302186......)

# P-1 B1/B2=52963/19452799

n=106101: c70723(4707756256......) = 1805389072393056769 * c70705(2607613133......)

# P-1 B1/B2=11789/1981393

n=106139: c96466(8725422065......) = 1527103718002679105085674351 * c96439(5713706254......)

# P-1 B1/B2=65003/5703161

n=106157: c104784(3658638666......) = 625872011384731157 * c104766(5845665886......)

# P-1 B1/B2=18691/4638691

n=106513: c92388(2359421634......) = 725721448997213791 * c92370(3251139452......)

# P-1 B1/B2=457/1277557

n=106536: c33761(1399321499......) = 1630665819601131622589596321 * c33733(8581289205......)

# P-1 B1/B2=15083/8357957

n=107337: c69553(1109999999......) = 27397764481368711219888031 * c69527(4051425439......)

# P-1 B1/B2=63823/6350621

n=107355: c53734(2841840944......) = 3189369278694063511 * c53715(8910354042......)

# P-1 B1/B2=5639/3017423

n=107360: c38375(1081741725......) = 980730150076367681 * c38357(1102996298......)

# P-1 B1/B2=17293/11483621

n=107451: c71610(2566835636......) = 650847666824719957 * c71592(3943834736......)

# P-1 B1/B2=13183/3104509

n=107513: c92148(9000000900......) = 1329646031304722237 * c92130(6768719409......)

# P-1 B1/B2=196871/15704833

n=107651: c106272(9000000000......) = 870512092671611963 * c106255(1033874207......)

# P-1 B1/B2=8783/3219199

n=107893: c103161(4734104002......) = 411120226171939199 * c103144(1151513280......)

# P-1 B1/B2=4691/14342123

n=108065: c86405(2396797626......) = 462318618540560401351 * c86384(5184298296......)

# P-1 B1/B2=21613/5622203

n=108123: c68891(5585183646......) = 1825691989750496641 * c68873(3059214630......)

# P-1 B1/B2=1567/16815373

n=108249: c72138(1776855324......) = 254533546682474791 * c72120(6980829630......)

# P-1 B1/B2=36083/2280073

n=108309: c71113(2001587597......) = 682320647238115843 * c71095(2933499968......)

# P-1 B1/B2=71597/1333169

n=108549: c61993(1001000999......) = 8803462229703416773 * c61974(1137053779......)

# P-1 B1/B2=2311/4959523

n=108601: c107886(6906008457......) = 220708483492092255613 * c107866(3129018127......)

# P-1 B1/B2=70079/1204117

n=108615: c53348(6453523881......) = 70024142161872339481 * c53328(9216141294......)

# P-1 B1/B2=6763/11064019

n=108747: c70551(6024123572......) = 45144782836297576185601 * c70529(1334400830......)

# P-1 B1/B2=38201/3150263

n=108873: c72576(9990000009......) = 3804177642086151271 * c72558(2626060334......)

# P-1 B1/B2=12097/2398441

n=109091: c104724(3104652685......) = 1063846126056776849194679 * c104700(2918328702......)

# P-1 B1/B2=198259/4018277

n=109241: c99285(9800439082......) = 2937738232992858181987 * c99264(3336049131......)

# P-1 B1/B2=62017/7312681

n=109347: c60467(3965605743......) = 23162483135365275241 * c60448(1712081438......)

# P-1 B1/B2=19259/8332409

n=109467: c72960(1883538526......) = 76132864734550938253 * c72940(2474015043......)

# P-1 B1/B2=166667/1509737

n=109495: c85921(1111099999......) = 1382081471559074127241 * c85899(8039323461......)

# P-1 B1/B2=4337/2387171

n=109501: c93808(3626975358......) = 7961610555025538027 * c93789(4555579971......)

# P-1 B1/B2=15643/3571849

n=109647: c70193(4956617458......) = 218258922258032475980861803 * c70167(2270980451......)

# P-1 B1/B2=51217/2568541

n=109751: c109720(8239216945......) = 2887386049128631426751 * c109699(2853521075......)

# P-1 B1/B2=109751/13017859

n=109759: c101304(9000000000......) = 18214844307982004585169437 * c101279(4941024939......)

# P-1 B1/B2=47111/12933611

n=109765: c84667(1687086522......) = 22471723227904769641 * c84647(7507597461......)

# P-1 B1/B2=757/4002577

n=109814: c54893(6038806497......) = 22663508276558108184527293 * c54868(2664550617......)

# P-1 B1/B2=54907/3816107

n=109867: c109064(7858282373......) = 107327782204836168733 * c109044(7321759764......)

# P-1 B1/B2=2017/3121229

n=109951: c107352(9000000000......) = 3992561998864506417481 * x107331(2254191670......)

# P-1 B1/B2=133649/2385829

n=110071: c101579(8874331212......) = 52833421307496114778117 * c101557(1679681344......)

# P-1 B1/B2=41893/16209727

n=110159: c94403(2323483270......) = 1993930403149557643 * c94385(1165278019......)

# P-1 B1/B2=16937/16192339

n=110249: c107513(1600654746......) = 956546918955041231 * c107495(1673367729......)

# P-1 B1/B2=85831/10108517

n=110319: c66831(2800837899......) = 63218703769667672173055197 * c66805(4430394381......)

# P-1 B1/B2=73303/5850631

n=110341: c85913(3166601398......) = 6986903487013020408817992013 * c85885(4532195706......)

# P-1 B1/B2=19001/6264593

n=110633: c109924(8924651383......) = 19167696623916757169401 * c109902(4656089648......)

# P-1 B1/B2=7517/3141221

n=110727: c73764(9999999999......) = 840194225566071319 * c73747(1190200991......)

# P-1 B1/B2=11801/2845109

n=110813: c110733(1367721604......) = 3192304268105353695501547 * c110708(4284433719......)

# P-1 B1/B2=110813/5047501

n=110937: c73943(1159250977......) = 101184052776839572849 * c73923(1145685457......)

# P-1 B1/B2=36979/2723431

n=111125: c75601(1000000000......) = 12752167580431193808250001 * c75575(7841804098......)

# P-1 B1/B2=24281/12486671

n=111175: c88909(2942331894......) = 417666456029935201 * c88891(7044692845......)

# P-1 B1/B2=4447/5498627

n=111259: c103681(1111111111......) = 2275666821381995150929 * c103659(4882573761......)

# P-1 B1/B2=8117/3583187

n=111343: c103203(2029864727......) = 1843713199109412641243 * c103182(1100965556......)

# P-1 B1/B2=53101/5554039

n=112758: c37571(3127453026......) = 11945672470696653757 * c37552(2618063599......)

# P-1 B1/B2=18793/14305703

n=113942: c54458(9454564934......) = 885375749139929249 * c54441(1067859035......)

# P-1 B1/B2=5479/1322963

n=114112: c56954(1798792608......) = 666491140463496873532655113601 * c56924(2698899503......)

# P-1 B1/B2=16747/1592939

n=114796: c52140(1768648571......) = 2967278306963191463441 * c52118(5960507875......)

# P-1 B1/B2=53857/2325529

n=115016: c52220(1631225247......) = 1232587485387630241 * c52202(1323415390......)

# P-1 B1/B2=34499/5177281

n=119346: c39757(9005940372......) = 1578877705722920652877 * c39736(5704013895......)

# P-1 B1/B2=99713/2479627

n=120212: c58531(1837585028......) = 377768782516363961 * c58513(4864311487......)

# P-1 B1/B2=733/2781017

n=122204: c60378(6887385787......) = 105480267575315380849 * c60358(6529549028......)

# P-1 B1/B2=7487/1336003

n=123242: c52806(3718968635......) = 1924743828117230849 * c52788(1932188887......)

# P-1 B1/B2=8803/5754491

n=123926: c54583(8619830076......) = 9668949002926126013 * c54564(8914960740......)

# P-1 B1/B2=1493/2200729

n=123994: c54000(9090909090......) = 4225219213086101125250772899 * c53973(2151582825......)

# P-1 B1/B2=16553/8321293

n=124184: c57449(2606008721......) = 1902320228113129673 * c57431(1369910640......)

# P-1 B1/B2=52769/12621509

n=125788: c55663(3674346962......) = 61816120866631863645941 * c55640(5943994722......)

# P-1 B1/B2=7727/2734027

n=126014: c53987(7238926927......) = 550124538667164371 * c53970(1315870574......)

# P-1 B1/B2=9001/2431409

n=126364: c54105(2949471940......) = 8703532852795808790029 * c54083(3388821517......)

# P-1 B1/B2=15959/4898549

n=126446: c59482(1087420609......) = 1284301733103712855691 * c59460(8467018159......)

# P-1 B1/B2=3719/1206767

n=126724: c58465(1009999999......) = 218389594019932661 * c58447(4624762477......)

# P-1 B1/B2=2437/10695059

n=126752: c59393(1000000000......) = 37017166474123436801 * c59373(2701449341......)

# P-1 B1/B2=4759/16149127

n=126760: c50670(1174668498......) = 3711547648086346241 * c50651(3164902111......)

# P-1 B1/B2=76607/5972063

n=126800: c50555(3943202116......) = 5305413415564118401 * c50536(7432412533......)

# P-1 B1/B2=3463/3929

n=126962: c55417(1205912014......) = 1215763791471606521 * c55398(9918966360......)

# P-1 B1/B2=349/2852167

n=127166: c57010(2691627210......) = 952773672655935496783 * c56989(2825043646......)

# P-1 B1/B2=40433/3557843

n=127372: c54559(3123004441......) = 45779585081294540718761 * c54536(6821827755......)

# P-1 B1/B2=70919/2124469

n=127424: c57589(4994412444......) = 135174230415086017 * c57572(3694796285......)

# P-1 B1/B2=181/4952971

n=127504: c58753(1000000009......) = 112528383431981885405441 * c58729(8886646901......)

# P-1 B1/B2=25117/12757963

n=127572: c42503(1330836163......) = 4464342802804380191701 * c42481(2981034884......)

# P-1 B1/B2=43969/11614661

n=127652: c52962(3799260524......) = 2628429675811686601 * c52944(1445448801......)

# P-1 B1/B2=487/1687843

n=127760: c51073(1000000009......) = 585435447132923041 * c51055(1708130272......)

# P-1 B1/B2=1597/3791423

n=128194: c58261(1099999999......) = 8174907855306461680841 * c58239(1345580915......)

# P-1 B1/B2=27751/1312667

n=128618: c55105(2751784948......) = 710051714820133813 * c55087(3875471167......)

# P-1 B1/B2=14057/7272803

n=129128: c64560(9999000099......) = 3189015469661375089 * x64542(3135450484......)

# P-1 B1/B2=61381/3193241

n=129164: c55250(8509670569......) = 1914797137053453778469 * c55229(4444162989......)

# P-1 B1/B2=51407/8935517

n=129304: c55354(7490713573......) = 21658659499918176233 * c55335(3458530558......)

# P-1 B1/B2=2309/1911451

n=129518: c62625(1964001673......) = 5817474018280029100529 * c62603(3376038581......)

# P-1 B1/B2=14011/10424387

n=129526: c64748(3432558562......) = 169304114318900767 * c64731(2027451356......)

# P-1 B1/B2=64763/12126743

n=129574: c58742(7142055151......) = 1308841211771616583 * c58724(5456777405......)

# P-1 B1/B2=359/1127411

n=129644: c64813(4628521010......) = 1313002786460310301 * c64795(3525141803......)

# P-1 B1/B2=32411/18265487

n=129680: c51826(4180538083......) = 690169485724025761 * c51808(6057262990......)

# P-1 B1/B2=66361/4455509

n=129806: c63281(1099999999......) = 8777214186047618301343 * c63259(1253245023......)

# P-1 B1/B2=28921/11403373

n=129818: c59905(1099999999......) = 397233875079649648093 * x59884(2769149533......)

# P-1 B1/B2=82469/4681301

n=129818: x59884(2769149533......) = 616611044025245569 * c59866(4490917833......)

# P-1 B1/B2=4993/9159053

n=130328: c59201(1000099999......) = 341966896280231018369 * c59180(2924552086......)

# P-1 B1/B2=40361/18385361

n=130472: c63653(2054226675......) = 447309056356041087601 * c63632(4592410206......)

# P-1 B1/B2=1999/3898291

n=130532: c65242(1952478758......) = 69988635317561838641 * c65222(2789708285......)

# P-1 B1/B2=32633/1544533

n=130646: c65290(4622856999......) = 26327634282613168610084647 * c65265(1755895326......)

# P-1 B1/B2=65323/3537517

n=130952: c65448(8299049425......) = 4540882836994141877593 * c65427(1827629058......)

# P-1 B1/B2=96787/1345117

n=130988: c54707(4396809513......) = 34727922261748191985081 * c54685(1266073299......)

# P-1 B1/B2=673/1402547

n=131090: c52433(1099989000......) = 482460782955798011 * c52415(2279955260......)

# P-1 B1/B2=13109/1864711

n=131222: c51403(1270110486......) = 12849087881269450721 * c51383(9884829947......)

# P-1 B1/B2=5591/2256911

n=131662: c65801(3901859310......) = 118111275222894812731 * c65781(3303545155......)

# P-1 B1/B2=65831/3343499

n=132112: c62982(1405626021......) = 2062026267267432337 * c62963(6816722191......)

# P-1 B1/B2=1213/1369019

n=132262: c61010(3533465385......) = 46988789315163800807 * c60990(7519805121......)

# P-1 B1/B2=8287/2546227

n=132272: c56634(1482387839......) = 12573598338443671313 * c56615(1178968660......)

# P-1 B1/B2=62417/2889869

n=132734: c53784(9090910000......) = 742832385773414869969 * c53764(1223817132......)

# P-1 B1/B2=12097/3637691

n=133436: c66716(9900990099......) = 28457708275023085061 * c66697(3479194460......)

# P-1 B1/B2=33359/7842503

n=134170: c53649(1700752914......) = 1076101921472154331 * c53631(1580475678......)

# P-1 B1/B2=13417/2159237

n=134212: c59117(1977556837......) = 573871437083781397444781 * c59093(3445992794......)

# P-1 B1/B2=113/11985203

n=134224: c67062(4093411950......) = 854641256714125932641 * c67041(4789625961......)

# P-1 B1/B2=8389/6578461

n=134840: c53915(1236154904......) = 770728704030819041 * c53897(1603878119......)

# P-1 B1/B2=5981/18378313

n=135970: c54372(4968308498......) = 159804468808851080881 * c54352(3108992217......)

# P-1 B1/B2=16033/3900839

n=136166: c67303(1396656308......) = 1772862304844980411 * c67284(7877973969......)

# P-1 B1/B2=66457/13060937

n=136910: c54761(1099989000......) = 176016434825623201 * c54743(6249353937......)

# P-1 B1/B2=13691/8913173

n=137108: c67787(2310852281......) = 50522031557092376795329 * c67764(4573949641......)

# P-1 B1/B2=27211/11613179

n=137164: c67178(1636321542......) = 214544673129864229 * c67160(7626950223......)

# P-1 B1/B2=7573/2993371

n=137310: c34825(1326245966......) = 355875437438489874931 * c34804(3726713976......)

# P-1 B1/B2=39937/7965677

n=137738: c67653(4032010213......) = 509514759983348868733 * c67632(7913431622......)

# P-1 B1/B2=81749/11444159

n=138014: c68392(6464076134......) = 223000304961509527 * c68375(2898684885......)

# P-1 B1/B2=457/1359367

n=138542: c67903(1518770901......) = 25137585618664639091277637 * c67877(6041832834......)

# P-1 B1/B2=13807/6068119

n=138704: c69328(4033771673......) = 55949290652557295295217 * c69305(7209692253......)

# P-1 B1/B2=108791/8164967

n=138808: c69400(9999000099......) = 678017009265736497649 * c69380(1474741778......)

# P-1 B1/B2=41183/9462773

n=138818: c67103(2093277234......) = 473124067585145063 * c67085(4424372755......)

# P-1 B1/B2=7027/4292209

n=138868: c68667(7273041499......) = 6881937668107991249 * c68649(1056830481......)

# P-1 B1/B2=607/2021471

n=139084: c60453(2940642832......) = 41308151294522513809 * c60433(7118795539......)

# P-1 B1/B2=4931/13173991

n=139194: c38830(4583125119......) = 59991650161669788013 * c38810(7639605023......)

# P-1 B1/B2=2269/10331147

n=139516: c64355(1758103026......) = 256818342236481693647201 * c64331(6845706623......)

# P-1 B1/B2=56687/13610827

n=139730: c54904(6114773402......) = 1575412273177058161 * c54886(3881379818......)

# P-1 B1/B2=2521/4778107

n=139778: c68340(1361845384......) = 2032922663823718343 * c68321(6698953228......)

# P-1 B1/B2=3863/2985673

n=139862: c69916(4066555890......) = 476969669111943831521 * c69895(8525816531......)

# P-1 B1/B2=69931/1575253

n=139874: c58743(1540241382......) = 2884927946888288701093 * c58721(5338924961......)

# P-1 B1/B2=9587/1553177

n=139876: c59830(3177022095......) = 10348636286931662678299001 * c59805(3069991067......)

# P-1 B1/B2=7489/8823161

n=139954: c63493(4623449055......) = 1156935839396462569 * c63475(3996288210......)

# P-1 B1/B2=239/1202477

n=139976: c69962(6650782670......) = 425328126392282215433 * c69942(1563682779......)

# P-1 B1/B2=32653/4782191

n=141488: c68545(1000000009......) = 5156284791631938193 * c68526(1939380872......)

# P-1 B1/B2=5867/1299763

n=141550: c53271(9404380746......) = 1281822572274126451 * c53253(7336725807......)

# P-1 B1/B2=9857/4194973

n=141604: c70800(9900990099......) = 10905037444529847301 * c70781(9079281157......)

# P-1 B1/B2=35401/4951277

n=141784: c68833(1000099999......) = 7244075732218663617433009 * c68808(1380576400......)

# P-1 B1/B2=1613/2804639

n=141836: c69589(9873683020......) = 1389724275376510446409 * c69568(7104778405......)

# P-1 B1/B2=6791/1461749

n=142048: c67585(1000000000......) = 19949687344584708481 * c67565(5012609885......)

# P-1 B1/B2=6959/1456099

n=142210: c56881(1099989000......) = 363047691376223579521 * c56860(3029874659......)

# P-1 B1/B2=14221/4967219

n=143158: c69230(3660669207......) = 907935168059604767 * c69212(4031861894......)

# P-1 B1/B2=27449/5635453

n=143464: c70482(1202146137......) = 81421260804199940509121 * c70459(1476452372......)

# P-1 B1/B2=6299/7307189

n=144196: c64008(3032943574......) = 573193001225473721 * c63990(5291312992......)

# P-1 B1/B2=97/2883911

n=145082: c60480(9090910000......) = 37808618493328757020487129 * c60455(2404454423......)

# P-1 B1/B2=17923/18962639

n=145148: c71725(4071043810......) = 63100488504970127960536364201 * c71696(6451683508......)

# P-1 B1/B2=174907/4795801

n=145534: c72755(7210535442......) = 124041272762211854165009 * c72732(5813013106......)

# P-1 B1/B2=79823/1139123

n=145604: c71803(3468299400......) = 22387982709590682269 * c71784(1549179059......)

# P-1 B1/B2=122597/9429967

n=145640: c52785(5721441540......) = 687940899715736541601 * c52764(8316763173......)

# P-1 B1/B2=9049/7391663

n=145934: c72252(2082536987......) = 227972997765225077 * c72234(9135016022......)

# P-1 B1/B2=5381/1595117

n=145942: c71205(7387751988......) = 633556177844308921 * c71188(1166076860......)

# P-1 B1/B2=1871/12890167

n=146170: c57040(9091000000......) = 4363982965881534661411 * c57019(2083188699......)

# P-1 B1/B2=7951/1141423

n=146258: c60473(1204586580......) = 476906251195912133 * c60455(2525835165......)

# P-1 B1/B2=769/1006219

n=146566: c57440(9969720955......) = 1768046672455442009 * c57422(5638833584......)

# P-1 B1/B2=601/9275317

n=146732: c73340(1822047089......) = 86623253916796815134499329 * c73314(2103415662......)

# P-1 B1/B2=92173/16563671

n=146876: c72247(1107849919......) = 1087202401052734489 * c72229(1018991421......)

# P-1 B1/B2=503/17286167

n=147136: c63346(4507337110......) = 6195217298343300481 * c63327(7275510919......)

# P-1 B1/B2=12917/3746767

n=147158: c66881(1099999999......) = 388584436378832761 * c66863(2830787589......)

# P-1 B1/B2=6689/5007383

n=147202: c66873(3032130326......) = 890377323114820487 * c66855(3405444239......)

# P-1 B1/B2=6691/10142303

n=147230: c58864(2473321288......) = 530479647248968331 * c58846(4662424469......)

# P-1 B1/B2=22871/5432369

n=147280: c50296(4774815793......) = 821528884775158561 * c50278(5812109448......)

# P-1 B1/B2=263/3781951

n=147362: c73672(2114153513......) = 857395237200114725653 * c73651(2465786397......)

# P-1 B1/B2=73681/18505703

n=147680: c53760(9999999999......) = 623824625364021121 * c53743(1603014628......)

# P-1 B1/B2=883/2304373

n=148096: c67570(1724929518......) = 14053575279522420992897 * c67548(1227395509......)

# P-1 B1/B2=58229/15584203

n=148210: c59271(1601429957......) = 480383392606434631681 * c59250(3333649709......)

# P-1 B1/B2=14821/1283083

n=148498: c63629(4257187439......) = 72816866565116247013784863499 * c63600(5846430422......)

# P-1 B1/B2=21737/1432423

n=149012: c74504(9900990099......) = 24633329563504239454001 * c74482(4019347069......)

# P-1 B1/B2=37253/3813401

n=149276: c73375(1084267609......) = 4914059007329367341 * c73356(2206460297......)

# P-1 B1/B2=7331/11368157

n=149278: c73801(1099999999......) = 47645728040567832521 * c73781(2308706457......)

# P-1 B1/B2=739/2587609

n=149320: c59713(1000099999......) = 2858865863578616641 * x59694(3498240378......)

# P-1 B1/B2=3733/2562191

n=149440: c59649(1000000000......) = 189082605900996897281 * c59628(5288693770......)

# P-1 B1/B2=29243/6996701

n=149552: c68903(1417143510......) = 286343607294340098257 * c68882(4949101270......)

# P-1 B1/B2=44533/3606017

n=149572: c73407(4280636781......) = 483586483168509866801 * c73386(8851853660......)

# P-1 B1/B2=1039/3697013

n=149624: c73271(4765614169......) = 205902458153516372292377 * c73248(2314500862......)

# P-1 B1/B2=11369/1177549

n=149666: c67999(2864612702......) = 483932964870523499 * c67981(5919441141......)

# P-1 B1/B2=6803/2876869

n=150062: c64417(3327240062......) = 561234172592637160433850463 * c64390(5928434555......)

# P-1 B1/B2=17921/4001027

n=150610: c60228(1212321600......) = 6509294913326336071441 * c60206(1862446879......)

# P-1 B1/B2=18757/6656561

n=150676: c74493(3219606065......) = 3022344361130213786801 * c74472(1065267779......)

# P-1 B1/B2=2153/5184799

n=150872: c75432(9999000099......) = 56840811546532315775761 * c75410(1759123388......)

# P-1 B1/B2=56113/3902347

n=150904: c69580(3826236853......) = 2208482928973026473 * c69562(1732518193......)

# P-1 B1/B2=24571/1080983

n=150986: c68588(2683561558......) = 2130817153597820161 * c68570(1259404897......)

# P-1 B1/B2=6863/2350609

n=151186: c64773(2575989473......) = 5219203299743656567 * c64754(4935599028......)

# P-1 B1/B2=10799/7268213

n=151342: c73134(6576814291......) = 467909625633161611 * c73117(1405573625......)

# P-1 B1/B2=2441/2515417

n=151416: c50393(7504910650......) = 195220075505258233 * c50376(3844333443......)

# P-1 B1/B2=997/9043187

n=151754: c72551(2416185809......) = 290358911812232523209 * c72530(8321376444......)

# P-1 B1/B2=3299/18561791

n=151984: c61242(1566580682......) = 1060075803061797089 * c61224(1477800623......)

# P-1 B1/B2=10667/17207317

n=152006: c75980(6029790424......) = 2889619489140033179 * c75962(2086707418......)

# P-1 B1/B2=76003/1392481

n=152168: c72689(1000099999......) = 103271700089903108473 * x72668(9684163223......)

# P-1 B1/B2=41911/1312351

n=152168: x72668(9684163223......) = 845031030684636061055821201 * c72642(1146012734......)

# P-1 B1/B2=4813/1243373

n=152296: c76087(9432191561......) = 86176060513363435921 * c76068(1094525730......)

# P-1 B1/B2=19037/1268791

n=152356: c74226(4427277701......) = 55256751900609097683881 * c74203(8012193169......)

# P-1 B1/B2=2791/2941231

n=152564: c74394(1540572596......) = 818052230215334168304241 * c74370(1883220336......)

# P-1 B1/B2=16519/7794173

n=152582: c69944(2276568793......) = 25375628115327597301049 * c69921(8971477603......)

# P-1 B1/B2=103357/8876327

n=152604: c50523(4916721522......) = 604664457484536857449 * c50502(8131322193......)

# P-1 B1/B2=2713/11680373

n=152854: c70504(8799957515......) = 8663477310576509851 * c70486(1015753513......)

# P-1 B1/B2=5879/5096873

n=153198: c51049(1000000000......) = 11631538904046098743 * c51029(8597314673......)

# P-1 B1/B2=4759/1499291

n=153236: c73911(1607477614......) = 472415153554197761 * c73893(3402680041......)

# P-1 B1/B2=1321/2421247

n=153334: c76666(9090909090......) = 709958156313793261253 * c76646(1280485196......)

# P-1 B1/B2=76667/2623039

n=153712: c70825(9006374222......) = 3984268938995965507057 * c70804(2260483506......)

# P-1 B1/B2=41141/14828237

n=153852: c51281(1009998990......) = 1470224269657785361 * c51262(6869693357......)

# P-1 B1/B2=46309/10317751

n=153864: c51265(1000000000......) = 787400563594420801 * c51247(1270001630......)

# P-1 B1/B2=2137/2795537

n=154296: c51402(5891859629......) = 8917987055884565041 * c51383(6606714713......)

# P-1 B1/B2=44207/2293751

n=154448: c65849(1410603702......) = 25862554051703800481 * c65829(5454232013......)

# P-1 B1/B2=4799/18268589

n=154722: c50875(1176301784......) = 661398290039984249197 * c50854(1778507447......)

# P-1 B1/B2=43789/6041689

n=154798: c66337(1099999890......) = 8631647716673733223818263 * c66312(1274379963......)

# P-1 B1/B2=11057/10371563

n=155238: c51725(3531109799......) = 56700340460993504281 * c51705(6227669482......)

# P-1 B1/B2=25873/12405007

n=155596: c66655(5523143709......) = 8771763753871375909 * c66636(6296503034......)

# P-1 B1/B2=47143/4478783

n=156076: c78030(2265605912......) = 43615161312441987041 * c78010(5194537504......)

# P-1 B1/B2=39019/6739363

n=156228: c50779(6337491758......) = 9918961012323661549 * c50760(6389269754......)

# P-1 B1/B2=4517/6558961

n=156472: c78212(2378022316......) = 131274021091976337881417 * c78189(1811494991......)

# P-1 B1/B2=45659/1447379

n=156670: c62634(1526289243......) = 542838585339841715131 * c62613(2811681566......)

# P-1 B1/B2=15667/8088739

n=156838: c71268(8555144128......) = 27919245561093302131 * c71249(3064246170......)

# P-1 B1/B2=7129/2064971

n=157096: c77161(9552071419......) = 10065184396993600451009 * c77139(9490210057......)

# P-1 B1/B2=47431/13225603

n=157178: c66074(1504291938......) = 510848681274829241 * c66056(2944691831......)

# P-1 B1/B2=2161/2593091

n=157298: c78632(1711065464......) = 37711167373000480327933 * c78609(4537291163......)

# P-1 B1/B2=78649/3776077

n=157396: c73867(2117796052......) = 1194173070436979029 * c73849(1773441475......)

# P-1 B1/B2=19751/3880157

n=157610: c63034(7754642081......) = 65496775972386519571 * c63015(1183973098......)

# P-1 B1/B2=15761/14110639

n=157966: c74797(2878532342......) = 1126360997263675783 * c74779(2555603709......)

# P-1 B1/B2=4157/1113011

n=158076: c52681(1000000999......) = 13632817161090940921 * c52661(7335248380......)

# P-1 B1/B2=98737/2031287

n=158208: c52207(1887269062......) = 275233201273737704449 * c52186(6856981839......)

# P-1 B1/B2=4621/5935661

n=158272: c79094(5161536605......) = 3747307599215064791681 * c79073(1377398697......)

# P-1 B1/B2=52571/6763321

n=158388: c51735(3351619151......) = 13330259221164811381 * c51716(2514294055......)

# P-1 B1/B2=197/7278619

n=158588: c77268(1825398388......) = 31667377337890622501 * c77248(5764286600......)

# P-1 B1/B2=27631/11562857

n=158626: c73201(1099999999......) = 17689266352289181053 * c73181(6218460269......)

# P-1 B1/B2=55787/18858041

n=158644: c74607(1053054093......) = 1845284959584071533481 * c74585(5706728862......)

# P-1 B1/B2=11251/2862127

n=158930: c60711(2854497288......) = 23229718215465240331 * x60692(1228812705......)

# P-1 B1/B2=811/1275457

n=158930: x60692(1228812705......) = 557126849984311921 * c60674(2205624635......)

# P-1 B1/B2=64453/2266177

n=158958: c52981(1000999998......) = 382276646793004049011 * c52960(2618522495......)

# P-1 B1/B2=53051/5219537

n=159412: c72431(4628037986......) = 4611804909573812456749 * c72410(1003519896......)

# P-1 B1/B2=3623/6648661

n=159754: c68455(2295190511......) = 3318120253392761496401 * c68433(6917140838......)

# P-1 B1/B2=14653/4593227

n=159932: c79957(1117463864......) = 14736968585887389482315929 * c79931(7582725431......)

# P-1 B1/B2=39983/9628039

n=160022: c73908(6543165884......) = 178340583157987325041 * c73888(3668915828......)

# P-1 B1/B2=227/18207919

n=160038: c50112(9990010000......) = 881836745893376437 * c50095(1132863882......)

# P-1 B1/B2=8831/7609241

n=160076: c68593(1009999999......) = 747051181233927413621 * c68572(1351982334......)

# P-1 B1/B2=7499/16835657

n=160712: c80352(9999000099......) = 9106961939422274352961 * c80331(1097951234......)

# P-1 B1/B2=20089/8246471

n=160762: c68875(6165046987......) = 1201711297798618961327 * c68854(5130223039......)

# P-1 B1/B2=91139/1820977

n=161052: c53681(1009998990......) = 1567090965630535974829 * c53659(6445056554......)

# P-1 B1/B2=15971/1542473

n=161346: c53756(2271991027......) = 251484586199571493 * c53738(9034315229......)

# P-1 B1/B2=26891/5963813

n=161510: c62400(9091000000......) = 26462743469015820121 * c62381(3435395884......)

# P-1 B1/B2=6779/8719199

n=161704: c71680(9999000099......) = 6548618584890915649 * c71662(1526886925......)

# P-1 B1/B2=5477/1096399

n=161748: c53898(1994342454......) = 2824568860285968188401 * c53876(7060696883......)

# P-1 B1/B2=26017/6350107

n=161838: c52489(1000000000......) = 359112444707166211 * c52471(2784643124......)

# P-1 B1/B2=823/11473139

n=161974: c80127(2003662419......) = 11228865383373740486641 * c80105(1784385466......)

# P-1 B1/B2=79043/4122277

n=162932: c60720(9999999999......) = 40059998872353693313081 * c60698(2496255686......)

# P-1 B1/B2=35081/13031779

n=163078: c80211(1973085847......) = 176361431522296459 * c80194(1118774003......)

# P-1 B1/B2=2441/3434399

n=163408: c69968(1521304679......) = 736705573497938194417 * c69947(2065010410......)

# P-1 B1/B2=14251/3995749

n=163478: c70032(6299004799......) = 185559223151660343145746195317 * c70003(3394606149......)

# P-1 B1/B2=42487/1120573

n=163564: c80772(2063762051......) = 107734690876872326381 * c80752(1915596578......)

# P-1 B1/B2=9871/9352177

n=163760: c61933(2897922753......) = 330807092067461281 * c61915(8760159086......)

# P-1 B1/B2=233/13504423

n=163822: c80974(1234114610......) = 21173700094076855557 * c80954(5828525977......)

# P-1 B1/B2=13901/6708343

n=163902: c53581(6923696286......) = 756747707243247285922183 * c53557(9149279502......)

# P-1 B1/B2=76883/8318707

n=164458: c66233(1236644370......) = 4365357904603445776285841 * c66208(2832859063......)

# P-1 B1/B2=30389/6854083

n=164570: c56394(2762045982......) = 39109218783817528172401 * c56371(7062391089......)

# P-1 B1/B2=14249/2192063

n=164624: c82285(2717516156......) = 116213093147728100210043354241 * c82256(2338390695......)

# P-1 B1/B2=85621/1617557

n=164744: c82338(1187034018......) = 5317930806017250757074481 * c82313(2232135132......)

# P-1 B1/B2=20593/2522633

n=164822: c69099(3317327811......) = 430619680014000317 * c69081(7703614036......)

# P-1 B1/B2=87427/14941807

n=164902: c80395(1667654625......) = 115950699739831102931 * c80375(1438244555......)

# P-1 B1/B2=2011/3575503

n=164956: c71256(1173711363......) = 3664412436099251981 * c71237(3203000163......)

# P-1 B1/B2=9907/1815629

n=165024: c54697(1758987678......) = 638957660476437463393 * c54676(2752901776......)

# P-1 B1/B2=28759/5009969

n=165194: c81890(6284293589......) = 218139635085893739641 * c81870(2880858211......)

# P-1 B1/B2=56891/2325767

n=165534: c53874(5479664137......) = 720822327184758367 * c53856(7601962273......)

# P-1 B1/B2=1459/5750669

n=165716: c77953(1009999999......) = 1411594613582809681 * c77934(7155028719......)

# P-1 B1/B2=8059/5872079

n=165718: c66521(3570619341......) = 854907544900643994173 * c66500(4176614609......)

# P-1 B1/B2=2083/4635079

n=165956: c71098(3829766761......) = 771043153905072049 * c71080(4966994055......)

# P-1 B1/B2=5927/4023031

n=166238: c81145(1099999999......) = 49027868928786466933 * c81125(2243621891......)

# P-1 B1/B2=1933/1413443

n=166596: c55529(1009998990......) = 3232918514506626504721 * c55507(3124109022......)

# P-1 B1/B2=13883/2259503

n=167268: c54488(2721491197......) = 20091173323592265121 * c54469(1354570563......)

# P-1 B1/B2=857/19146991

n=167410: c66961(1099989000......) = 329633189511735841 * c66943(3337009242......)

# P-1 B1/B2=16741/17315827

n=167478: c55055(6957752073......) = 19188260316968311927 * c55036(3626046321......)

# P-1 B1/B2=44537/2848847

n=167752: c77377(1000099999......) = 14745258076764625456801 * c77354(6782519470......)

# P-1 B1/B2=10009/3231413

n=167816: c76241(1000099999......) = 1176961228427984473 * c76222(8497306248......)

# P-1 B1/B2=1907/7896349

n=168176: c80231(8835279613......) = 8346244951483665409 * c80213(1058593375......)

# P-1 B1/B2=457/3896341

n=168258: c54096(9100000000......) = 3060963763517637354037 * c54075(2972919871......)

# P-1 B1/B2=3167/5983247

n=168472: c84204(5961544702......) = 276909302411110217 * c84187(2152887118......)

# P-1 B1/B2=21059/9172727

n=168986: c80002(6541840552......) = 306804221741252693 * c79985(2132252455......)

# P-1 B1/B2=4447/3753437

n=169090: c65644(7674954153......) = 179004580037118320955361 * c65621(4287574179......)

# P-1 B1/B2=3727/13250009

n=169114: c76861(1099999999......) = 288107590685540794939 * c76840(3818018113......)

# P-1 B1/B2=52951/8959537

n=169124: c84542(7059298308......) = 175829286632475813481 * c84522(4014859210......)

# P-1 B1/B2=59419/1359509

n=169162: c70538(5326948129......) = 3945364066217599411 * c70520(1350179106......)

# P-1 B1/B2=503/1119589

n=169264: c82872(1358145024......) = 368665946340146209 * c82854(3683944877......)

# P-1 B1/B2=743/4175827

n=169644: c55440(9901000000......) = 129110683805975246843869 * c55417(7668614020......)

# P-1 B1/B2=9431/10229419

n=169986: c55176(6806239766......) = 946462075148275510369 * c55155(7191244050......)

# P-1 B1/B2=2039/6737527

n=170008: c83609(6127774984......) = 1343341134901174001 * c83591(4561592602......)

# P-1 B1/B2=6911/4573367

n=170374: c80161(1099999999......) = 9803327254896743041 * c80142(1122068019......)

# P-1 B1/B2=5011/6923593

n=170672: c85306(4313693962......) = 17994693035603076195841 * c85284(2397203416......)

# P-1 B1/B2=10667/1992437

n=170712: c56872(1325298418......) = 7979938216520903569 * c56853(1660787818......)

# P-1 B1/B2=2371/1164587

n=171146: c84455(1285450684......) = 1927967906543693059 * c84436(6667386321......)

# P-1 B1/B2=1543/1391413

n=171298: c83515(6421520265......) = 890409037820468809 * c83497(7211876781......)

# P-1 B1/B2=2089/1587503

n=171430: c56161(1099988890......) = 5166726700009027476121 * c56139(2128986017......)

# P-1 B1/B2=5381/2789849

n=171506: c82756(5546026303......) = 27533592627530976739 * c82737(2014276298......)

# P-1 B1/B2=71059/9297329

n=171642: c57178(2231475797......) = 7764477610686406849 * c57159(2873954835......)

# P-1 B1/B2=28607/3018527

n=171730: c63331(5087265617......) = 94322254223589536041 * c63311(5393494525......)

# P-1 B1/B2=4751/1695809

n=171734: c80801(1099999999......) = 1427399935695241973 * c80782(7706319528......)

# P-1 B1/B2=5051/1549549

n=171756: c52704(9999990000......) = 1534686746699675089 * c52686(6515981206......)

# P-1 B1/B2=1879/6952243

n=171964: c79345(1009999999......) = 2085881075538715001 * c79326(4842078543......)

# P-1 B1/B2=3307/6272659

n=171986: c85105(1023244136......) = 218217500989309388143 * c85084(4689102075......)

# P-1 B1/B2=23831/9059381

n=172010: c67716(1498821238......) = 4443743039874193571 * c67697(3372880081......)

# P-1 B1/B2=84961/3416533

n=172278: c53952(9990010000......) = 41928845585118161437 * c53933(2382610315......)

# P-1 B1/B2=3461/10054393

n=172346: c78311(3703176099......) = 5938910913939201346697491 * c78286(6235446453......)

# P-1 B1/B2=81041/14108041

n=172428: c57473(1009998990......) = 470390177086329001 * c57455(2147151533......)

# P-1 B1/B2=14369/7026499

n=172464: c57463(8676210660......) = 407348266504378513 * c57446(2129924532......)

# P-1 B1/B2=10243/10025647

n=172518: c57505(1098901098......) = 350123460592651771 * c57487(3138610297......)

# P-1 B1/B2=67759/5990317

n=172594: c86296(9090909090......) = 547536144623869042009 * c86276(1660330405......)

# P-1 B1/B2=86297/3246563

n=172706: c86347(2631895467......) = 783189269100635899 * c86329(3360484586......)

# P-1 B1/B2=86353/7707979

n=172714: c86356(9090909090......) = 961206097025604053034143 * c86332(9457814634......)

# P-1 B1/B2=86357/1561151

n=172928: c73706(1483736612......) = 1752539516887559681 * c73687(8466209165......)

# P-1 B1/B2=91967/5509859

n=173156: c85238(3180073368......) = 304136263510828321 * c85221(1045608087......)

# P-1 B1/B2=593/3301807

n=173158: c86578(9090909090......) = 54301204975676778357607 * c86556(1674163417......)

# P-1 B1/B2=86579/9171343

n=173212: c79921(1009999999......) = 959100260366747201 * c79903(1053070301......)

# P-1 B1/B2=6763/2046853

n=173574: c57828(1090404720......) = 818717422624802731 * c57810(1331845018......)

# P-1 B1/B2=9643/5525053

n=173634: c56428(1500480162......) = 681502294165693411 * c56410(2201724301......)

# P-1 B1/B2=673/7146707

n=174002: c82058(6339550809......) = 692666738932611811 * c82040(9152382311......)

# P-1 B1/B2=157307/1687061

n=174284: c74233(1438215633......) = 7398345494827940489 * c74214(1943969276......)

# P-1 B1/B2=233/5797783

n=174378: c58090(8131924927......) = 1070644135231865974201 * c58069(7595357467......)

# P-1 B1/B2=96731/1325111

n=174542: c86633(1099999999......) = 400784358682761579041 * c86612(2744618087......)

# P-1 B1/B2=3541/1137973

n=174892: c83601(1009999999......) = 34353770584138598562329 * c83578(2939997510......)

# P-1 B1/B2=84457/3312899

n=174978: c58321(1000999998......) = 4971893418523302110659 * c58299(2013317492......)

# P-1 B1/B2=16823/5262451

n=175062: c57645(3900560181......) = 1305279547699365841 * c57627(2988294873......)

# P-1 B1/B2=4153/6411973

n=175448: c69104(2306280440......) = 99536389033341433751033 * c69081(2317022410......)

# P-1 B1/B2=16069/2225263

n=175458: c58485(1098901098......) = 18724215106405096308259807 * c58459(5868876706......)

# P-1 B1/B2=38851/2309863

n=175962: c58653(1098901098......) = 19745002096722757663 * c58633(5565464584......)

# P-1 B1/B2=29327/1669781

n=175974: c57951(1996994969......) = 5707201693567986973 * c57932(3499079018......)

# P-1 B1/B2=17117/3898619

n=176062: c86101(2729703109......) = 2546551705486551899 * c86083(1071921337......)

# P-1 B1/B2=1873/1597259

n=176304: c58753(1000000009......) = 241793703407912564561517409 * c58726(4135757035......)

# P-1 B1/B2=26801/1678463

n=176394: c58791(2076599397......) = 2884392109867838528527 * c58769(7199435160......)

# P-1 B1/B2=29399/8297873

n=176588: c87323(5471272942......) = 242903277953062949 * c87306(2252449200......)

# P-1 B1/B2=49481/2138407

n=176650: c70630(1055510747......) = 151635262685174319641251 * c70606(6960852829......)

# P-1 B1/B2=8839/1004117

n=176992: c88455(3273099167......) = 141372258348723920641633 * c88432(2315234407......)

# P-1 B1/B2=77863/1348637

n=177244: c87252(1000514416......) = 111525290866496404021 * c87231(8971188587......)

# P-1 B1/B2=3191/3835921

n=177332: c86502(7412441151......) = 846762416873972869 * c86484(8753861772......)

# P-1 B1/B2=1031/1451641

n=177350: c70921(1000009999......) = 4998410810648470402736851 * c70896(2000655884......)

# P-1 B1/B2=82757/10033733

n=177382: c85795(6201270696......) = 203126645985429268717 * c85775(3052908527......)

# P-1 B1/B2=7759/4684447

n=177558: c58390(8735296631......) = 4156387677967333321 * c58372(2101655886......)

# P-1 B1/B2=4457/1054639

n=177652: c84860(7833602655......) = 822554461308339181 * c84842(9523506374......)

# P-1 B1/B2=1931/2993399

n=178074: c54715(1122005321......) = 2058369120649425637 * c54696(5450943225......)

# P-1 B1/B2=43867/4250041

n=178224: c57392(2633226543......) = 15611775641730168175633 * c57370(1686692534......)

# P-1 B1/B2=61153/4445879

n=178388: c72857(3153554262......) = 904266534730183549 * c72839(3487416752......)

# P-1 B1/B2=105683/1453489

n=178578: c59509(1000000000......) = 499446565551373807 * c59491(2002216192......)

# P-1 B1/B2=3307/17713921

n=178692: c59537(3207089452......) = 11595659287861723489 * c59518(2765767234......)

# P-1 B1/B2=14891/3248803

n=178706: c81210(6044148978......) = 1297279849495366859 * c81192(4659094165......)

# P-1 B1/B2=23509/8345621

n=178818: c59571(1147749942......) = 12615266783150219887 * c59551(9098102818......)

# P-1 B1/B2=29803/7464253

n=179352: c57408(9999999999......) = 185122642224979009 * c57391(5401824368......)

# P-1 B1/B2=1847/2116813

n=179432: c81521(1000099999......) = 1351934627102679557891273 * c81496(7397547040......)

# P-1 B1/B2=26849/2625011

n=179536: c76609(1000000000......) = 438286667250496488817 * c76588(2281611727......)

# P-1 B1/B2=9173/3638203

n=179588: c79488(9900990099......) = 1048393508196337306669 * c79467(9443963570......)

# P-1 B1/B2=11177/1920433

n=179864: c89904(1600979450......) = 160962308362159372915841 * c89880(9946300263......)

# P-1 B1/B2=122501/4124327

n=180074: c89350(3593292824......) = 69390492105112103575567 * c89327(5178364810......)

# P-1 B1/B2=4621/3123203

n=180226: c89074(2021759960......) = 80067013133038411729 * c89054(2525084777......)

# P-1 B1/B2=929/2134357

n=180468: c60049(1000000000......) = 10965115054840677229 * c60029(9119831346......)

# P-1 B1/B2=8233/3252523

n=180472: c84847(1890462797......) = 97015521427149762769 * c84827(1948618911......)

# P-1 B1/B2=2269/5102239

n=180490: c72173(1493696935......) = 1213407920946731168269651 * c72149(1230993229......)

# P-1 B1/B2=135649/10427819

n=180582: c60178(6310396286......) = 1102466740827722980321 * c60157(5723888125......)

# P-1 B1/B2=30097/2577041

n=180592: c90261(1350061684......) = 83577291392279588398809553 * c90235(1615345103......)

# P-1 B1/B2=11287/1801073

n=181284: c60397(4456335589......) = 199523695890737970061 * c60377(2233486889......)

# P-1 B1/B2=94063/2144971

n=181288: c80586(1556250086......) = 1185292811072402377 * c80568(1312966780......)

# P-1 B1/B2=78317/1636931

n=181392: c60449(1000000009......) = 955636622033144593 * c60431(1046422862......)

# P-1 B1/B2=3779/2826667

n=181702: c88857(7464940040......) = 331593030461109397 * c88840(2251235506......)

# P-1 B1/B2=11743/3700133

n=181760: c71681(1000000000......) = 253892248304563201 * c71663(3938678737......)

# P-1 B1/B2=16097/2892577

n=181772: c87647(1930533852......) = 64745818522481889281 * c87627(2981712018......)

# P-1 B1/B2=1567/2767147

n=181816: c90904(9999000099......) = 363622831739642444537 * c90884(2749827356......)

# P-1 B1/B2=142553/1422439

n=182254: c91105(1419808717......) = 1342754509599893856209 * c91084(1057385178......)

# P-1 B1/B2=91127/14817779

n=182450: c70392(1940141191......) = 776902622432880451 * c70374(2497277181......)

# P-1 B1/B2=151/11853629

n=182478: c57216(9100000000......) = 111743768335115462851 * c57196(8143630857......)

# P-1 B1/B2=36467/5460943

n=182518: c78189(1738117293......) = 349125327035978249 * c78171(4978490984......)

# P-1 B1/B2=13037/2813593

n=182566: c91282(9090909090......) = 350007809964966433253329 * c91259(2597344639......)

# P-1 B1/B2=91283/2864371

n=182584: c87994(5677654672......) = 736944258830264161 * c87976(7704320379......)

# P-1 B1/B2=787/6729007

n=182732: c83025(2220325280......) = 26126851176978482701 * c83005(8498250574......)

# P-1 B1/B2=4153/2695619

n=182782: c89775(6627131437......) = 149561792501952790697011 * c89752(4431032369......)

# P-1 B1/B2=2447/6770801

n=182802: c60933(1098901098......) = 1068546056335943379613 * c60912(1028407799......)

# P-1 B1/B2=30467/11298701

n=182856: c57587(7457467829......) = 151583183219873357833 * c57567(4919719767......)

# P-1 B1/B2=1373/11172023

n=182938: c76896(9090910000......) = 262271318729345059 * c76879(3466223468......)

# P-1 B1/B2=439/12231257

n=182982: c60976(2136987148......) = 494928987201013389121 * c60955(4317765182......)

# P-1 B1/B2=30497/4758749

n=183016: c91504(9999000099......) = 287434565147322051169 * c91484(3478704829......)

# P-1 B1/B2=22877/7704617

n=183374: c91055(1025303949......) = 628841243154141135794009 * c91031(1630465496......)

# P-1 B1/B2=62207/13739161

n=183596: c76742(1335406869......) = 623226535388662129 * c76724(2142731083......)

# P-1 B1/B2=163/9280519

n=183782: c89690(5663443522......) = 217641647752004009 * c89673(2602187394......)

# P-1 B1/B2=2137/17008073

n=183908: c87904(5200640477......) = 11417457967246932529 * c87885(4554989817......)

# P-1 B1/B2=2311/2134087

n=184092: c56644(4788424005......) = 190846350647565392701 * p56624(2509046669......)

# P-1 B1/B2=3917/2627593

$ ./pfgw64 -tc -q"(10^92-10^46+1)*(10^1058+1)*(10^1334+1)*(10^61364-10^30682+1)/3985577518436788812250783138202561248200717200341/(10^3174+1)/(10^4002+1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^92-10^46+1)*(10^1058+1)*(10^1334+1)*(10^61364-10^30682+1)/3985577518436788812250783138202561248200717200341/(10^3174+1)/(10^4002+1) [N-1/N+1, Brillhart-Lehmer-Selfridge]
Running N-1 test using base 2                                                  )
Running N+1 test using discriminant 7, base 1+sqrt(7)

Calling N+1 BLS with factored part 0.03% and helper 0.03% (0.13% proof)
(10^92-10^46+1)*(10^1058+1)*(10^1334+1)*(10^61364-10^30682+1)/3985577518436788812250783138202561248200717200341/(10^3174+1)/(10^4002+1) is Fermat and Lucas PRP! (158.0214s+0.0019s)

n=184126: c89855(6793997759......) = 11469638198853249521 * c89836(5923463008......)

# P-1 B1/B2=2141/1001989

n=184176: c61345(1000000000......) = 643378079101292532433 * c61324(1554296039......)

# P-1 B1/B2=48487/3021163

n=184308: c61409(3951552875......) = 32179935161578534249 * c61390(1227955511......)

# P-1 B1/B2=15359/1144271

n=184528: c87258(1105965556......) = 17362306068427032061889 * c87235(6369923163......)

# P-1 B1/B2=32321/6222313

n=184606: c91675(5958603953......) = 5563896566221284463 * c91657(1070940820......)

# P-1 B1/B2=383/8529679

n=184608: c61428(3686199185......) = 1755226749444494220577 * c61407(2100127055......)

# P-1 B1/B2=25153/4582441

n=184610: c73808(1365798857......) = 208924019830865401 * c73790(6537299343......)

# P-1 B1/B2=18461/18259193

n=184644: c58608(9999990000......) = 403876108234295029 * c58591(2476004347......)

# P-1 B1/B2=3593/1186693

n=184806: c61566(4778982061......) = 7027363321677214214887 * c61544(6800533631......)

# P-1 B1/B2=10267/1099327

n=184864: c89836(1332531749......) = 267234869076458203729729 * c89812(4986369308......)

# P-1 B1/B2=61553/1513583

n=184916: c92441(1767729182......) = 114516015559970678698001 * c92418(1543652364......)

# P-1 B1/B2=46229/1663289

n=184944: c61606(3589624978......) = 29330148875735038081 * c61587(1223868652......)

# P-1 B1/B2=4219/1776433

n=185008: c89265(1471914328......) = 3019643593100491169 * c89246(4874463766......)

# P-1 B1/B2=19559/8515153

n=185088: c61431(1866909262......) = 2151516855778026832910593 * c61406(8677177024......)

# P-1 B1/B2=67103/3160583

n=185172: c56911(2507807076......) = 1816167432660816769 * c56893(1380823723......)

# P-1 B1/B2=5413/1316813

n=185242: c88566(6597971783......) = 1277906103424370419 * c88548(5163111566......)

# P-1 B1/B2=18251/1594867

n=185364: c58312(2039616402......) = 238970178910664006740201 * c58288(8535024795......)

# P-1 B1/B2=3691/4201357

n=185476: c91501(4601699884......) = 12364833070093402102121 * c91479(3721602918......)

# P-1 B1/B2=58441/3773129

n=185612: c79449(8666063181......) = 282488598696603769 * c79432(3067756795......)

# P-1 B1/B2=947/11072291

n=186110: c72282(1110169314......) = 90841002890939141333761 * c72259(1222101561......)

# P-1 B1/B2=63689/1704499

n=186192: c61921(1000000000......) = 211373721513447841 * c61903(4730957059......)

# P-1 B1/B2=557/2290049

n=186194: c93096(9090909090......) = 17587517729106273628921 * c93074(5168955182......)

# P-1 B1/B2=93097/9338419

n=186350: c74521(1000009999......) = 30911659359233579141051 * c74498(3235057647......)

# P-1 B1/B2=58543/12120067

n=186872: c77266(5215488414......) = 81481404969457027193 * c77246(6400832700......)

# P-1 B1/B2=10111/5425099

n=186910: c74761(1099989000......) = 253043524128869761729451 * c74737(4347034779......)

# P-1 B1/B2=23831/6111659

n=187044: c51799(1383702967......) = 162687999108591345006841081 * c51772(8505255305......)

# P-1 B1/B2=41957/1924753

n=187092: c62343(2586609232......) = 155032641074434087189 * c62323(1668428799......)

# P-1 B1/B2=5197/5096867

n=187132: c85041(1009999999......) = 7951411940086459839809 * c85019(1270214658......)

# P-1 B1/B2=18451/5782013

n=187254: c61200(9990010000......) = 53566489138325160610729 * c61178(1864973822......)

# P-1 B1/B2=457/17166551

n=187330: c62381(8922734391......) = 16842875598852850691 * c62362(5297631238......)

# P-1 B1/B2=4423/1242763

n=187408: c79865(4136396304......) = 107924641949330820433 * c79845(3832670861......)

# P-1 B1/B2=30509/4104319

n=187566: c60967(5379460088......) = 305712708337948771 * c60950(1759645556......)

# P-1 B1/B2=10771/1120907

n=187720: c65650(2844054642......) = 217085541561681751921 * c65630(1310107813......)

# P-1 B1/B2=91951/2711647

n=187816: c88321(1000099999......) = 56296500648544997977 * c88301(1776486972......)

# P-1 B1/B2=1381/2473451

n=187890: c50081(4712046632......) = 557749835205501451 * c50063(8448315598......)

# P-1 B1/B2=6263/1301459

n=188138: c89089(5845041917......) = 5816557397345293516681927 * c89065(1004897144......)

# P-1 B1/B2=7499/8149721

n=188394: c59072(9100000000......) = 5460560586347929012891 * c59051(1666495565......)

# P-1 B1/B2=1847/1323571

n=188542: c91201(1099999999......) = 24999247574568743933 * c91181(4400132430......)

# P-1 B1/B2=3041/6378367

n=188664: c53856(9999000100......) = 246442786578495193 * c53839(4057331212......)

# P-1 B1/B2=1223/4155923

n=188754: c62195(4716413012......) = 2571164667963128968580329 * c62171(1834348873......)

# P-1 B1/B2=93251/18726493

n=189052: c93587(4171575561......) = 4587744573297859964205601 * c93562(9092867955......)

# P-1 B1/B2=397/11004467

n=189088: c89251(5415993216......) = 8990337863615668452289 * c89229(6024237685......)

# P-1 B1/B2=45751/8087263

n=189104: c92353(1000000009......) = 780810908404501729 * c92335(1280719825......)

# P-1 B1/B2=1997/2945303

n=189108: c58726(3257408367......) = 699609687374089081 * c58708(4656036681......)

# P-1 B1/B2=67307/5496493

n=189322: c81108(1768763637......) = 368665087355278463 * c81090(4797751937......)

# P-1 B1/B2=199021/9784351

n=189370: c72997(5611172914......) = 219408123364296371 * c72980(2557413476......)

# P-1 B1/B2=1373/3888761

n=189416: c94690(5173983876......) = 1825393929007901761 * c94672(2834447838......)

# P-1 B1/B2=23677/3010157

n=189522: c63158(7930731724......) = 93648829790806263303157 * c63135(8468586038......)

# P-1 B1/B2=60169/7158607

n=189590: c75833(1099989000......) = 73817944392877585079596051 * c75807(1490137674......)

# P-1 B1/B2=20849/12621797

n=189606: c63166(7069161368......) = 2481479266716105769 * c63148(2848769064......)

# P-1 B1/B2=31601/6526379

n=189680: c75802(2220297344......) = 191400437656184070005441 * c75779(1160027308......)

# P-1 B1/B2=17939/2711771

n=190028: c95012(9900990099......) = 1153557389438692358789 * x94991(8583006090......)

# P-1 B1/B2=82349/8733119

n=190028: x94991(8583006090......) = 322391816866693781621 * c94971(2662290306......)

# P-1 B1/B2=170057/5378089

n=190164: c54907(2655592894......) = 1804470347141300281 * c54889(1471674443......)

# P-1 B1/B2=29147/1415467

n=190184: c95073(1857069016......) = 22932117764944912817009 * c95050(8098113901......)

# P-1 B1/B2=23773/12704837

n=190732: c92933(2089037347......) = 318610421130782111784301 * c92909(6556713808......)

# P-1 B1/B2=12713/6328669

n=190984: c95488(9999000099......) = 1670191920584419201 * c95470(5986737198......)

# P-1 B1/B2=23873/1216841

n=191036: c94571(4847182692......) = 14975046835116910126621 * c94549(3236839754......)

# P-1 B1/B2=21673/1864087

n=191094: c63697(1098901098......) = 1157795411599032727 * c63678(9491323664......)

# P-1 B1/B2=89041/5234213

n=191628: c63865(1000000999......) = 20535319584309287809 * c63845(4869663683......)

# P-1 B1/B2=5323/11386961

n=191930: c72178(5590323143......) = 282765016441437001 * c72161(1977020783......)

# P-1 B1/B2=1129/10652723

n=192080: c65850(3718687258......) = 103474586350336798241 * c65830(3593816984......)

# P-1 B1/B2=5081/1009037

n=192356: c91052(1691815484......) = 464122948301295761 * c91034(3645188179......)

# P-1 B1/B2=2531/1079867

n=192494: c95249(7722247873......) = 2702021845098675293 * c95231(2857951680......)

# P-1 B1/B2=1723/15030973

n=192782: c94001(1099999999......) = 1012037227563649837863513019 * c93974(1086916538......)

# P-1 B1/B2=9623/18349063

n=193134: c64370(3161019990......) = 42607119281292126361 * c64350(7418994862......)

# P-1 B1/B2=32189/1603769

n=193206: c59419(2354993232......) = 2681607653283676573 * c59400(8782020105......)

# P-1 B1/B2=2477/11937467

n=193268: c91513(1009999999......) = 97463730401636154469 * c91493(1036282928......)

# P-1 B1/B2=18401/2435417

n=193312: c82753(1000000000......) = 10560525519337974209 * c82733(9469225732......)

# P-1 B1/B2=41257/1417693

n=193330: c77316(3351632440......) = 223153282493168681 * c77299(1501941805......)

# P-1 B1/B2=19333/3433543

n=193542: c64504(2289452836......) = 41438498282926326997 * c64484(5524941615......)

# P-1 B1/B2=32257/10888831

n=193644: c58303(3120339908......) = 24937684877872940581 * c58284(1251254847......)

# P-1 B1/B2=1741/18331997

n=193734: c62914(2216949741......) = 29672748304910903503 * c62894(7471332682......)

# P-1 B1/B2=25087/2077321

n=193908: c53761(1009998990......) = 14795534097376452421 * c53741(6826377360......)

# P-1 B1/B2=6323/14990491

n=194168: c89562(5722990329......) = 5500230955820521278073 * c89541(1040500003......)

# P-1 B1/B2=15749/1401409

n=194256: c60449(1422358002......) = 366707911335658394486689 * c60425(3878721888......)

# P-1 B1/B2=23869/4067813

n=194320: c66432(9999999900......) = 1388125360725530042599201 * c66408(7203960235......)

# P-1 B1/B2=1549/19181263

n=194422: c94801(1099999999......) = 983806280778051281 * c94783(1118106299......)

# P-1 B1/B2=4993/2303297

n=194470: c77785(1099989000......) = 917895935310171515866321 * c77761(1198380946......)

# P-1 B1/B2=21323/3993037

n=194526: c63578(2867950972......) = 1160462614034195317 * c63560(2471385926......)

# P-1 B1/B2=5419/14113663

n=194626: c93061(1099999999......) = 116785978833066136501300903 * c93034(9418938908......)

# P-1 B1/B2=4231/16378763

n=194638: c96697(1099999999......) = 283722523018534757 * c96679(3877027415......)

# P-1 B1/B2=317/13798949

n=195176: c94310(5182814413......) = 417792689708965033 * c94293(1240523001......)

# P-1 B1/B2=787/12471929

n=195272: c75817(1833308907......) = 325881405950826881 * c75799(5625693501......)

# P-1 B1/B2=5903/3533921

n=195278: c96983(5378046310......) = 1652354682685506246496993211 * c96956(3254777177......)

# P-1 B1/B2=40543/12623731

n=195416: c90128(3571983946......) = 398958897451698377 * c90110(8953263027......)

# P-1 B1/B2=1879/7719923

n=195516: c65161(1000000999......) = 2893970791369774710361 * c65139(3455463348......)

# P-1 B1/B2=5431/12713849

n=195534: c60480(9999999999......) = 72620165684147903299 * c60461(1377027979......)

# P-1 B1/B2=16651/2962493

n=195696: c64779(3917504624......) = 9507477781460763649 * c64760(4120445732......)

# P-1 B1/B2=82757/3057577

n=195732: c65233(1000000999......) = 133851044240281923949 * c65212(7470998868......)

# P-1 B1/B2=27799/1669931

n=195760: c78251(7542926501......) = 1611163340489575604579721761 * c78224(4681664678......)

# P-1 B1/B2=67409/6123443

n=195856: c97920(9999999900......) = 1227722525134296007153 * c97899(8145162848......)

# P-1 B1/B2=21893/2108317

n=195912: c65215(1108236955......) = 7331551386607487521 * c65196(1511599519......)

# P-1 B1/B2=1553/10297873

n=196130: c71257(4294936356......) = 252685532644420481 * c71240(1699715971......)

# P-1 B1/B2=3607/5580977

n=196372: c89241(1009999999......) = 33993363967848433501 * c89221(2971168140......)

# P-1 B1/B2=91691/5034503

n=196480: c78321(2976197354......) = 255851026090161925121 * c78301(1163254023......)

# P-1 B1/B2=24181/6026309

n=196522: c97153(1099999999......) = 1006579689262647613 * c97135(1092809652......)

# P-1 B1/B2=115547/1055429

n=196758: c61591(3305992182......) = 221989482272440384921 * c61571(1489256224......)

# P-1 B1/B2=17167/15722779

n=196792: c92525(1007795556......) = 5720420582492601649 * c92506(1761750804......)

# P-1 B1/B2=20749/17960927

n=196840: c62202(5080773683......) = 1159985169633665201 * c62184(4380033311......)

# P-1 B1/B2=9619/1494257

n=196928: c92161(1000000000......) = 82043134320856522817 * c92141(1218871034......)

# P-1 B1/B2=11351/5006537

n=196932: c65631(3353166869......) = 3343594833016948249 * c65613(1002862797......)

# P-1 B1/B2=16411/1127857

n=197050: c67421(1508163070......) = 18627076887478370556001 * c67398(8096616983......)

# P-1 B1/B2=28591/1144103

n=197054: c81120(9999999999......) = 1711141575526525840699 * c81099(5844051797......)

# P-1 B1/B2=6287/2671793

n=197202: c62826(2307278245......) = 178945253760856851409 * c62806(1289376609......)

# P-1 B1/B2=1433/10087163

n=197368: c98680(9999000099......) = 774379730117947181394961 * c98657(1291226992......)

# P-1 B1/B2=24671/3320777

n=197482: c98113(1099999999......) = 43722717903713972059 * c98093(2515854577......)

# P-1 B1/B2=673/6299693

n=198024: c63907(1398606849......) = 7574277045000332209 * c63888(1846521907......)

# P-1 B1/B2=39563/4517731

n=198116: c99031(6301645365......) = 10335368938700283454061 * c99009(6097165376......)

# P-1 B1/B2=49529/3097123

n=198406: c91417(1000000000......) = 7347368975612916797 * c91398(1361031415......)

# P-1 B1/B2=587/7494743

n=198542: c96553(1099999999......) = 336476734599397122035743 * c96529(3269171050......)

# P-1 B1/B2=89753/4825333

n=198658: c97855(5537126432......) = 1784041739224260908009 * c97834(3103697806......)

# P-1 B1/B2=1399/2673779

n=199130: c79649(1099989000......) = 80419418999812387015561 * c79626(1367815154......)

# P-1 B1/B2=37811/2967409

n=199186: c89410(1818957338......) = 319888542946530533183209 * c89386(5686222212......)

# P-1 B1/B2=52361/1055689

n=199198: c98705(9371172529......) = 173637446401574590241 * c98685(5396976702......)

# P-1 B1/B2=1951/9990779

n=199354: c98990(1234372467......) = 11762370052066394171 * c98971(1049424955......)

# P-1 B1/B2=3373/1689287

n=199612: c85537(1009999999......) = 261710954098934789 * c85519(3859219433......)

# P-1 B1/B2=7129/2276999

n=199698: c65579(4191114604......) = 2226238890961777819219 * c65558(1882598772......)

# P-1 B1/B2=26021/19374317

n=199720: c79865(1251877613......) = 3371721733780399952282399921 * c79837(3712873457......)

# P-1 B1/B2=64937/5387023

n=199766: c80991(3009376676......) = 202780566260513021663 * c80971(1484055761......)

# P-1 B1/B2=44371/2411441

n=199814: c99871(3321440074......) = 452223649005242806115020408721009 * c99838(7344684608......)

# P-1 B1/B2=170393/16656319

n=199952: c99951(7070121673......) = 192868126202516457764801 * c99928(3665780247......)

# P-1 B1/B2=61667/3575147

n=199962: c54648(9999999999......) = 115598747026443006290287 * c54625(8650612794......)

# P-1 B1/B2=97369/10427213

n=199986: c66652(2135596628......) = 146202361273579538694258790813 * c66623(1460712816......)

# P-1 B1/B2=33331/13310533

n=200054: c95657(1099999999......) = 4368971064285737809 * c95638(2517755287......)

# P-1 B1/B2=4349/4445557

n=200166: c65654(3723881811......) = 199530297398204107346299 * c65631(1866323991......)

# P-1 B1/B2=79451/3561529

n=200256: c56808(1030752119......) = 3496009268796163393 * c56789(2948367812......)

# P-1 B1/B2=99571/13486859

n=200288: c90881(1000000000......) = 217095602370484289 * c90863(4606265576......)

# P-1 B1/B2=46601/11629763

n=200430: c49894(3931082926......) = 70076414412477943375328281 * c49868(5609709000......)

# P-1 B1/B2=27299/1286521

n=200734: c99561(7668208821......) = 442821546448952813 * c99544(1731670214......)

# P-1 B1/B2=1481/2074571

n=200858: c86063(2434423712......) = 244355342645127847813 * c86042(9962637551......)

# P-1 B1/B2=16421/3715793

n=200902: c92705(7300408006......) = 2162347984957025893 * c92687(3376148546......)

# P-1 B1/B2=7727/17792939

n=200938: c100459(4358608744......) = 58599161692197987281 * c100439(7438005286......)

# P-1 B1/B2=100469/4606639

n=200960: c79854(3688165954......) = 1506010381154626561 * c79836(2448964496......)

# P-1 B1/B2=1061/2171963

n=201490: c80574(4797582182......) = 9663484984692940931 * c80555(4964650112......)

# P-1 B1/B2=20149/7236403

n=201546: c67168(5386776667......) = 1712030714145447877 * c67150(3146425249......)

# P-1 B1/B2=11197/17996117

n=201624: c64789(8339439377......) = 2827043279172773312401 * c64768(2949880335......)

# P-1 B1/B2=5519/2011291

n=201676: c99775(4721652179......) = 1270390310075727400841 * c99754(3716694107......)

# P-1 B1/B2=187763/4940867

n=201760: c73720(3806746392......) = 885664632791051617246081 * c73696(4298180430......)

# P-1 B1/B2=13327/14394091

n=201858: c63277(3809595798......) = 115725827600507135398921 * c63254(3291914931......)

# P-1 B1/B2=12373/16140893

n=201906: c67285(1000000000......) = 612331145308781281 * c67267(1633103278......)

# P-1 B1/B2=25189/1504999

n=201924: c65505(1782655008......) = 39765482452210875049 * c65485(4482920609......)

# P-1 B1/B2=50923/11441623

n=201988: c100963(6190389408......) = 368396582998784309 * c100946(1680360159......)

# P-1 B1/B2=50497/8964497

n=202004: c91801(1009999999......) = 241441461205766009 * x91783(4183208612......)

# P-1 B1/B2=4591/2341873

n=202004: x91783(4183208612......) = 515165046676701301 * c91765(8120132838......)

# P-1 B1/B2=4591/4800737

n=202348: c101172(9900990099......) = 1047331043129790010901 * c101151(9453544000......)

# P-1 B1/B2=50587/2445067

n=202432: c101184(9999999999......) = 217950136236684877633 * c101164(4588205436......)

# P-1 B1/B2=13249/5789227

n=202474: c99661(1099999999......) = 247101670775003899 * c99643(4451608912......)

# P-1 B1/B2=1511/15177553

n=202520: c78708(1269752712......) = 20098939591666735883201 * c78685(6317510963......)

# P-1 B1/B2=48397/3607973

n=202598: c92052(4107150634......) = 212651378071273828699 * c92032(1931400902......)

# P-1 B1/B2=32783/1041517

n=202618: c93466(1591155427......) = 133297469607181134619225681 * c93440(1193687645......)

# P-1 B1/B2=55529/3001253

n=202694: c101346(9090909090......) = 1258940665606027381838207 * c101322(7221078275......)

# P-1 B1/B2=101347/10848223

n=202804: c86905(1009999999......) = 4080786609842388435109 * c86883(2475013022......)

# P-1 B1/B2=20483/1874099

n=202808: c99963(1862810320......) = 253515904703406769 * c99945(7347903173......)

# P-1 B1/B2=313/4788613

n=202926: c65400(9100000000......) = 363758707878649919449 * c65380(2501658325......)

# P-1 B1/B2=71887/6710419

n=203104: c92155(1641192621......) = 11382570661262807777 * c92136(1441847075......)

# P-1 B1/B2=7639/1331719

n=203118: c66816(9100000000......) = 8747752423077508592293 * c66795(1040267209......)

# P-1 B1/B2=45953/10473193

n=203130: c51834(2346608351......) = 12947829423015641131 * x51815(1812356554......)

# P-1 B1/B2=1601/10904851

n=203190: c49913(6760236985......) = 3185804432154149521 * c49895(2121987438......)

# P-1 B1/B2=106801/1668241

n=203200: c80614(4818025576......) = 560876889956041601 * c80596(8590165975......)

# P-1 B1/B2=241/6729259

n=203218: c92706(1446667913......) = 6247657531583714847877 * c92684(2315536513......)

# P-1 B1/B2=104743/7254803

n=203236: c88795(1623887805......) = 8104432820140654801 * c88776(2003703209......)

# P-1 B1/B2=353/6382253

n=203372: c93818(3560997894......) = 612228502266848009747569 * c93794(5816452323......)

# P-1 B1/B2=3911/15776311

n=203948: c100321(1009999999......) = 46886538784284283081 * c100301(2154136402......)

# P-1 B1/B2=3643/13930649

n=204050: c62401(1000009999......) = 2149692776384264651 * c62382(4651874030......)

# P-1 B1/B2=20477/16596319

n=204082: c100453(1099999999......) = 166814375999449882404409801 * c100426(6594155889......)

# P-1 B1/B2=2543/7251773

n=204102: c59137(1000999998......) = 409712153407874011 * c59119(2443178682......)

# P-1 B1/B2=82031/1631407

n=204168: c66240(9999000100......) = 72224760239289167329 * c66221(1384428285......)

# P-1 B1/B2=6719/16071259

n=204216: c66528(9999000100......) = 789869839131764233 * c66511(1265904786......)

# P-1 B1/B2=2269/6632819

n=204284: c102109(2480351984......) = 1887318267485228869 * c102091(1314220302......)

# P-1 B1/B2=51071/18716557

n=204308: c94273(1009999999......) = 216784156499547061361 * c94252(4659012062......)

# P-1 B1/B2=3929/13057573

n=204332: c97681(1009999999......) = 2348891924751323141 * c97662(4299899835......)

# P-1 B1/B2=2221/4717841

n=204640: c81793(1000000000......) = 5195814956307351853121 * c81771(1924625892......)

# P-1 B1/B2=53597/3222899

n=205236: c68392(3806597177......) = 44028222880447719649998001 * c68366(8645811545......)

# P-1 B1/B2=5701/1691423

n=205402: c102675(4215519745......) = 2306304928210000691 * c102657(1827824106......)

# P-1 B1/B2=102701/12497843

n=205432: c102672(1025956770......) = 8979817198900017497 * c102653(1142514093......)

# P-1 B1/B2=25679/13091467

n=205570: c80640(9091000000......) = 1478363291028743833489921 * c80616(6149368058......)

# P-1 B1/B2=7297/6614863

n=205798: c100465(1099999999......) = 1998106463424492059 * c100446(5505212160......)

# P-1 B1/B2=3041/1278623

n=205844: c102889(1952668950......) = 2318658500941300046509741 * c102864(8421546119......)

# P-1 B1/B2=51461/1104079

n=205910: c80714(2752577203......) = 278960767681306691 * c80696(9867255623......)

# P-1 B1/B2=2423/3472853

n=206016: c64494(2026670734......) = 118737285500796338113 * c64474(1706852843......)

# P-1 B1/B2=23669/11469811

n=206102: c95099(1050274497......) = 27439142700899151899 * c95079(3827650554......)

# P-1 B1/B2=7927/4079359

n=206184: c61600(9999999999......) = 18102604312350343724401 * c61578(5524067049......)

# P-1 B1/B2=29251/6255181

n=206438: c102494(1525718747......) = 1025308618173122788933 * c102473(1488058054......)

# P-1 B1/B2=443/17675167

n=206538: c66416(9100000000......) = 5351197086200956891 * c66398(1700554072......)

# P-1 B1/B2=3631/13337393

n=206638: c103295(3534084198......) = 82360191107527053139 * c103275(4291010196......)

# P-1 B1/B2=112771/11900173

n=206890: c77818(3380092959......) = 238098921624566250121 * c77798(1419617080......)

# P-1 B1/B2=13171/2232889

n=206968: c100780(1358471537......) = 701334442162778606321 * c100759(1936981069......)

# P-1 B1/B2=3461/3762383

n=206990: c70944(9091000909......) = 604255694671445041 * c70927(1504495694......)

# P-1 B1/B2=2957/2112937

n=207026: c97391(2582219883......) = 443671618127235527 * c97373(5820115097......)

# P-1 B1/B2=6089/12125357

n=207158: c88751(3101130719......) = 428676727664858009 * c88733(7234194252......)

# P-1 B1/B2=14797/4740803

n=207274: c100788(4063444240......) = 23841422378072048881 * c100769(1704363177......)

# P-1 B1/B2=2801/12369257

n=207306: c62621(1688069272......) = 287054875521409376503 * c62600(5880650065......)

# P-1 B1/B2=4919/17213881

n=207438: c53748(1290309636......) = 974750190973387291 * c53730(1323733659......)

# P-1 B1/B2=1901/2615719

n=207450: c55178(2658913870......) = 613021463706839401 * c55160(4337391148......)

# P-1 B1/B2=461/1262461

n=207596: c103796(9900990099......) = 262555054550205301 * c103779(3771014850......)

# P-1 B1/B2=51899/13948061

n=207830: c71232(9091000909......) = 396216967812147931 * c71215(2294450174......)

# P-1 B1/B2=51283/12391679

n=207846: c69191(4154468598......) = 3938435844917669949380216401 * c69164(1054852424......)

# P-1 B1/B2=63079/4878893

n=207862: c101443(3060253354......) = 224861524610322608552026303 * c101417(1360950193......)

# P-1 B1/B2=160637/5729377

n=208038: c69331(1240536917......) = 32090135087826861717753049 * c69305(3865789016......)

# P-1 B1/B2=107897/4301189

n=208356: c68352(9901000000......) = 438668098351281894581329 * c68329(2257059502......)

# P-1 B1/B2=19913/1969757

n=208364: c96145(1009999999......) = 213696438849527390641 * c96124(4726330515......)

# P-1 B1/B2=4007/3624353

n=208496: c102302(2690088243......) = 29478193460262194371770001760801 * c102270(9125688952......)

# P-1 B1/B2=60017/2452343

n=208664: c104319(1402374691......) = 430893616974571897 * c104301(3254572906......)

# P-1 B1/B2=26083/1507769

n=208718: c102935(3593061354......) = 2089594530977177314440451 * c102911(1719501702......)

# P-1 B1/B2=174599/15186581

n=209078: c103439(3140445926......) = 9491278996705022917 * c103420(3308770006......)

# P-1 B1/B2=2621/8774093

n=209104: c89556(8077201924......) = 252314222787152054033 * c89536(3201247173......)

# P-1 B1/B2=1867/5634019

n=209278: c104612(2259392345......) = 752355514098199223 * c104594(3003091362......)

# P-1 B1/B2=104639/1771271

n=209412: c59603(2566716084......) = 7929724196838786390721 * c59581(3236828950......)

# P-1 B1/B2=9973/5491313

n=209526: c68234(4306767205......) = 17022279216087902521 * c68215(2530076701......)

# P-1 B1/B2=743/1401443

n=209634: c69869(2016153205......) = 267669410543463262447 * c69848(7532251075......)

# P-1 B1/B2=34939/9688711

n=209688: c69853(9975514772......) = 446587671965608609 * c69836(2233719244......)

# P-1 B1/B2=8737/5273123

n=209710: c82360(3296603862......) = 2025446983916497243911881 * c82336(1627593261......)

# P-1 B1/B2=46027/1030049

n=209714: c97135(2607548857......) = 2248646977664016961 * c97117(1159607925......)

# P-1 B1/B2=2411/9265213

n=209720: c71232(9999999999......) = 23050902084738318724081 * c71210(4338225013......)

# P-1 B1/B2=99017/1010407

n=209938: c102091(5239617222......) = 72813808135427080663 * c102071(7195911539......)

# P-1 B1/B2=2837/6285193

n=210002: c94080(9090909090......) = 1729538482206435889 * c94062(5256262976......)

# P-1 B1/B2=78193/4388617

n=210118: c101608(4415484386......) = 8635585139577964721 * c101589(5113127038......)

# P-1 B1/B2=3389/8170139

n=210200: c84001(1000000000......) = 449610589539668801 * c83983(2224146902......)

# P-1 B1/B2=58921/4537783

n=210276: c62625(2875648679......) = 155546632866862872361 * c62605(1848737337......)

# P-1 B1/B2=64271/1161401

n=210328: c103184(2395732333......) = 15568636775944485226744800001 * c103156(1538819594......)

# P-1 B1/B2=25457/12842209

n=210488: c103612(1691022625......) = 997550544097196244241 * c103591(1695174881......)

# P-1 B1/B2=146953/3880861

n=210532: c88097(8526812732......) = 18371881294916959741 * c88078(4641230038......)

# P-1 B1/B2=51193/1171553

n=210542: c100189(1000000000......) = 1539898803468566503 * c100170(6493933223......)

# P-1 B1/B2=66221/2831999

n=211128: c66528(9999000100......) = 117390623653510758347353 * c66505(8517716141......)

# P-1 B1/B2=4549/1300573

n=211328: c96762(1631717188......) = 3760061353867157249 * c96743(4339602561......)

# P-1 B1/B2=191/3800059

n=211404: c69251(6465629111......) = 1428111970039682689 * c69233(4527396483......)

# P-1 B1/B2=2389/1497721

n=211482: c68013(4745923118......) = 28010675241797986531 * c67994(1694326565......)

# P-1 B1/B2=379/12093869

n=211536: c64502(2619003626......) = 3156382368238515656016817 * c64477(8297485288......)

# P-1 B1/B2=68311/1785151

n=211632: c70518(1637481939......) = 712979276975743537 * c70500(2296675362......)

# P-1 B1/B2=16573/6159997

n=211636: c104818(1226841935......) = 1486204441429290119101 * c104796(8254866566......)

# P-1 B1/B2=479/3308713

n=211670: c83018(7104065206......) = 442731118058213147191241 * c82995(1604600380......)

# P-1 B1/B2=11863/2820877

n=211676: c105798(4388583699......) = 196924051701417022493535181 * c105772(2228566628......)

# P-1 B1/B2=85037/2290523

n=212024: c99707(1572303807......) = 4789558467837742721 * c99688(3282774014......)

# P-1 B1/B2=2389/10745129

n=212304: c70753(1000000009......) = 955571069119720177 * c70735(1046494648......)

# P-1 B1/B2=86573/17330101

n=212370: c56590(4984710189......) = 809850452918391601 * c56572(6155099588......)

# P-1 B1/B2=7079/1927631

n=212526: c70821(2458650277......) = 14260818522218207259241 * c70799(1724059718......)

# P-1 B1/B2=76387/1461293

n=212556: c70849(1009998990......) = 2379681922849866395989201 * c70824(4244260463......)

# P-1 B1/B2=44657/2712659

n=212678: c103792(3347016368......) = 1838010677171145277 * c103774(1820999415......)

# P-1 B1/B2=18743/4520497

n=212726: c106352(1247669439......) = 75282421216899880117 * c106332(1657318427......)

# P-1 B1/B2=106363/11046797

n=212856: c60473(3174332197......) = 69135400650304488529 * c60453(4591471471......)

# P-1 B1/B2=2441/10039217

n=212870: c72938(7820504406......) = 2251482889656786521 * c72920(3473490490......)

# P-1 B1/B2=142547/18549667

n=212916: c64465(1027590071......) = 6230641032591703201 * c64446(1649252567......)

# P-1 B1/B2=1613/1419739

n=213068: c106505(6422798436......) = 19737463197426484764781 * c106483(3254115471......)

# P-1 B1/B2=53267/19330039

n=213120: c55289(3554690928......) = 9888901960273205761 * c55270(3594626524......)

# P-1 B1/B2=347/1865609

n=213128: c106538(4108201211......) = 16532263579142211931441 * c106516(2484959904......)

# P-1 B1/B2=26641/15304819

n=213162: c71038(8637625298......) = 4502321507957375874241 * c71017(1918482561......)

# P-1 B1/B2=35527/13204421

n=213202: c96763(3992103872......) = 1174090008683311059407 * c96742(3400168507......)

# P-1 B1/B2=101723/18597251

n=213204: c69984(9901000000......) = 166859427903404448363889 * c69961(5933737232......)

# P-1 B1/B2=85091/1110583

n=213258: c71063(1033573250......) = 159554746261340016841 * c71042(6477859637......)

# P-1 B1/B2=35543/2074609

n=213404: c103190(8056939255......) = 273560762109499792834849 * c103167(2945210121......)

# P-1 B1/B2=171299/10586579

n=213618: c71186(1245905559......) = 9547800214849084511527 * c71164(1304913730......)

# P-1 B1/B2=108107/2032931

n=213708: c64686(1116681840......) = 1553409676359072709 * c64667(7188585586......)

# P-1 B1/B2=1619/2510867

n=213850: c66226(7781047849......) = 3125793196239436451 * c66208(2489303469......)

# P-1 B1/B2=8761/4647323

n=214024: c103413(1588461404......) = 11748654149445048409361 * c103391(1352036909......)

# P-1 B1/B2=63907/6720667

n=214150: c85629(4982874341......) = 1153087092410948778451 * c85608(4321333899......)

# P-1 B1/B2=4283/3030689

n=214158: c61176(9100000909......) = 369442848609242773 * c61159(2463168780......)

# P-1 B1/B2=5099/5091689

n=214162: c98833(1099999999......) = 180632392212817664783 * c98812(6089716171......)

# P-1 B1/B2=8237/21208513

n=214212: c71389(5527103091......) = 5595381570871836529 * c71370(9877973505......)

# P-1 B1/B2=17851/4024129

n=214330: c85720(9926927069......) = 1053947845900670491 * c85702(9418802940......)

# P-1 B1/B2=21433/1021129

n=214484: c101128(1957326795......) = 14304040848328698601 * c101109(1368373326......)

# P-1 B1/B2=439/4988983

n=214692: c71561(1009998990......) = 9657559994147678852008741 * c71536(1045811768......)

# P-1 B1/B2=29173/3026509

n=214732: c92009(1347718444......) = 597707006250507749 * c91991(2254814532......)

# P-1 B1/B2=7669/1691567

n=214746: c61333(3088858486......) = 1598616598742356935463 * c61312(1932207190......)

# P-1 B1/B2=41281/1586201

n=214996: c105543(6106569380......) = 5878232909644373921 * c105525(1038844406......)

# P-1 B1/B2=911/4408693

n=215066: c106746(5176575839......) = 13151894410111717717 * c106727(3935992548......)

# P-1 B1/B2=2389/3910429

n=215192: c104545(1000099999......) = 174670737347307261761 * c104524(5725629920......)

# P-1 B1/B2=3391/5309851

n=215302: c106273(1099999999......) = 1887645688352020889 * c106254(5827364779......)

# P-1 B1/B2=16229/1337209

n=215416: c107699(4641694991......) = 15913818103814942081 * c107680(2916770168......)

# P-1 B1/B2=26927/4841609

n=215514: c66096(9999999990......) = 60428548547817928453 * c66077(1654846960......)

# P-1 B1/B2=19139/12828661

n=215720: c86264(8984694405......) = 425814728851936321 * c86247(2110000851......)

# P-1 B1/B2=5393/1996427

n=215768: c92418(1127880045......) = 286223101508074891273 * c92397(3940562586......)

# P-1 B1/B2=21031/3248111

n=215918: c105610(3638946386......) = 59219721029036121990047 * c105587(6144821898......)

# P-1 B1/B2=4283/18621983

n=216008: c95030(1440842677......) = 6864653350086946295452544689 * c95002(2098929987......)

# P-1 B1/B2=175859/11334689

n=216104: c86778(3855780952......) = 382804126423449727417 * c86758(1007246444......)

# P-1 B1/B2=9221/6255209

n=216190: c79768(6120956826......) = 35510269581093105371 * c79749(1723714547......)

# P-1 B1/B2=2293/6665413

n=216572: c104478(1736311872......) = 40976342421136190569 * c104458(4237352017......)

# P-1 B1/B2=46523/4430171

n=216584: c108282(5129646885......) = 42359475283487838488453513 * c108257(1210979798......)

# P-1 B1/B2=36923/17878447

n=216716: c101953(1009999999......) = 14656523389706377889 * c101933(6891129452......)

# P-1 B1/B2=10891/10932611

n=216952: c105985(1000099999......) = 295084019591060561 * c105967(3389204204......)

# P-1 B1/B2=5347/3633907

n=217016: c108489(6498781885......) = 24023420501385348043753 * c108467(2705185918......)

# P-1 B1/B2=27127/1351781

n=217076: c108519(1753141217......) = 1413531327769072032551941 * c108495(1240256358......)

# P-1 B1/B2=54269/7716473

n=217190: c84330(7440634439......) = 66368991495955053300251 * c84308(1121101024......)

# P-1 B1/B2=7129/4078663

n=217192: c102145(1000099999......) = 251957748218022817450241 * c102121(3969316312......)

# P-1 B1/B2=89227/7797551

n=217256: c100202(2865729551......) = 21055084874675445361 * c100183(1361062930......)

# P-1 B1/B2=9151/18579833

n=217322: c86162(7009985156......) = 12952209881271757531 * c86143(5412192375......)

# P-1 B1/B2=12149/7605713

n=217344: c72170(1356534898......) = 6423007406357227046401 * c72148(2111993359......)

# P-1 B1/B2=3511/13790531

n=217466: c108012(5569518535......) = 460443071713631099 * c107995(1209599813......)

# P-1 B1/B2=120671/17546143

n=217472: c108636(2979045610......) = 64280441519918172619393 * c108613(4634451071......)

# P-1 B1/B2=29501/1546837

n=217564: c107569(1009999999......) = 3934366669853534141 * c107550(2567122194......)

# P-1 B1/B2=727/9548731

n=217888: c98872(9785743782......) = 31528735173235232806721 * c98850(3103753997......)

# P-1 B1/B2=8423/14943623

n=218050: c73913(7518202884......) = 224900524933423885120051 * c73890(3342901439......)

# P-1 B1/B2=1487/18631849

n=218054: c105470(1972597405......) = 6308285391427862929 * c105451(3126994552......)

# P-1 B1/B2=6569/4475617

n=218080: c82432(9999999999......) = 91896455932424940481 * c82413(1088181246......)

# P-1 B1/B2=1181/1820201

n=218102: c108233(1099999999......) = 36532234641522217757 * c108213(3011039458......)

# P-1 B1/B2=90533/2665939

n=218454: c69600(6438387437......) = 490932971024645797 * c69583(1311459571......)

# P-1 B1/B2=133853/8394679

n=218526: c55427(2089893025......) = 861417018282866893 * c55409(2426110676......)

# P-1 B1/B2=18671/6209603

n=218920: c80633(5074913003......) = 2322257851179233761 * c80615(2185335707......)

# P-1 B1/B2=174569/5063801

n=218952: c72954(1141802639......) = 808668959766277177 * c72936(1411953093......)

# P-1 B1/B2=89959/5865151

n=219342: c72312(9100000000......) = 185978581201743178684327 * c72289(4893036575......)

# P-1 B1/B2=36097/2457901

n=219666: c70800(9100000000......) = 4133331428211592921 * c70782(2201613917......)

# P-1 B1/B2=10847/9637297

n=219744: c62208(9999999999......) = 9027815298841890048961 * c62187(1107687703......)

# P-1 B1/B2=3229/1266557

n=219764: c109872(1220282497......) = 1909843226605723781 * c109853(6389438044......)

# P-1 B1/B2=54941/14789323

n=219948: c73313(1009998990......) = 4774641253295322061 * c73294(2115340056......)

# P-1 B1/B2=29819/16177639

n=220144: c110064(9999999900......) = 311462428585466513 * c110047(3210660093......)

# P-1 B1/B2=13759/1347149

n=220166: c110076(1588121183......) = 132740066597454438345199597 * c110050(1196414334......)

# P-1 B1/B2=110083/321199

n=220310: c88121(1099989000......) = 7044647052940014241 * c88102(1561453670......)

# P-1 B1/B2=22031/2759111

n=220544: c110208(9999999999......) = 2115521888356048129 * c110190(4726965981......)

# P-1 B1/B2=3559/692147

n=220552: c104359(9270045229......) = 5408807492837640736404696091169 * c104329(1713879675......)

# P-1 B1/B2=50147/6675803

n=220802: c109307(1660610470......) = 703473011945039263 * c109289(2360588739......)

# P-1 B1/B2=157327/6750251

n=220952: c108634(1508773925......) = 95650430583721934929 * c108614(1577383307......)

# P-1 B1/B2=95413/6354527

n=220976: c94657(1000000009......) = 3815402395636485044273 * c94635(2620955554......)

# P-1 B1/B2=1973/10259387

n=221054: c110519(5140660526......) = 83646740487876548205315691 * c110493(6145679433......)

# P-1 B1/B2=51679/110527

n=221088: c61812(1024545573......) = 901629900841381936918310401 * c61785(1136326082......)

# P-1 B1/B2=5581/2492123

n=221114: c110519(1712074921......) = 765277501089420139 * c110501(2237194899......)

# P-1 B1/B2=99529/110557

n=221120: c88302(1546506848......) = 798942079888042241 * c88284(1935693322......)

# P-1 B1/B2=17389/3055651

n=221144: c85910(3668758717......) = 1126747043019528222082561 * c85886(3256062432......)

# P-1 B1/B2=10639/9585547

n=221190: c57586(3192299283......) = 8924032152244083691 * c57567(3577193839......)

# P-1 B1/B2=907/1574543

n=221224: c110593(1408224828......) = 9242623241293224001 * c110574(1523620287......)

# P-1 B1/B2=27653/443533

n=221330: c88529(1099989000......) = 933800130886569571 * c88511(1177970492......)

# P-1 B1/B2=22133/1013581

n=221360: c88485(1415369777......) = 17578561370333314501221601 * c88459(8051681521......)

# P-1 B1/B2=81839/2818297

n=221626: c110802(1651952835......) = 593886047706475001 * c110784(2781598998......)

# P-1 B1/B2=12979/110813

n=221726: c110862(9090909090......) = 113276314501063669153001 * c110839(8025428026......)

# P-1 B1/B2=110863/6217873

n=221790: c59122(9898108838......) = 354020696907538399561 * c59102(2795912477......)

# P-1 B1/B2=7393/1470451

n=221808: c73886(7767761494......) = 1603837240777193761 * c73868(4843235521......)

# P-1 B1/B2=4621/13562819

n=221856: c73912(1804414825......) = 1708668620224962337 * c73894(1056035561......)

# P-1 B1/B2=9601/3384713

n=222096: c63360(9999999900......) = 16367275202728040641 * c63341(6109752402......)

# P-1 B1/B2=661/1104737

n=222308: c110104(1358220119......) = 5673299406748245901 * c110085(2394056830......)

# P-1 B1/B2=1511/4415549

n=222370: c86393(1029781178......) = 1193429935644713971 * c86374(8628752707......)

# P-1 B1/B2=69491/3677671

n=222414: c70188(5061163115......) = 3255420742671267223 * c70170(1554687862......)

# P-1 B1/B2=6131/1025929

n=222578: c110155(2471038307......) = 2868922094999110729 * c110136(8613124462......)

# P-1 B1/B2=95987/11190329

n=222624: c74113(1000000000......) = 506389638224537959681 * c74092(1974763945......)

# P-1 B1/B2=1019/5996101

n=222668: c111297(4361251576......) = 14682930804040607221 * x111278(2970286814......)

# P-1 B1/B2=55667/225349

n=222668: x111278(2970286814......) = 335509853162380121 * c111260(8853053902......)

# P-1 B1/B2=55667/2200727

n=222836: c100340(8307986517......) = 193416562544646139661 * c100320(4295385259......)

# P-1 B1/B2=18439/3030119

n=222956: c110388(1075029943......) = 8552083117547120248910081 * c110363(1257038698......)

# P-1 B1/B2=1069/7625551

n=200260L: c34551(4451661275......) = 851223481788011050158301 * c34527(5229720949......)

# P-1 B1/B2=53101/5533817

n=200420M: c36380(3582936531......) = 217997953554738061 * c36363(1643564296......)

# P-1 B1/B2=7717/15661031

n=203460L: c27106(2992693670......) = 371810531488521721 * c27088(8048974992......)

# P-1 B1/B2=3391/2894071

n=209380L: c38304(9999999990......) = 1032577735200689046961 * c38283(9684500884......)

# P-1 B1/B2=641/1107937

n=213500L: c35976(1732875009......) = 395407942909140001 * p35958(4382499240......)

# P-1 B1/B2=11369/1357513

$ ./pfgw64 -tc -q"((10^10675+1)*((10^21350+10^10675)*(10^10675-10^5338+3)-10^5338+2)-1)*((10^25+1)*((10^50+10^25)*(10^25-10^13+3)-10^13+2)-1)/2281803019632002914706226090401081320939501/((10^1525+1)*((10^3050+10^1525)*(10^1525+10^763+3)+10^763+2)-1)/((10^175+1)*((10^350+10^175)*(10^175+10^88+3)+10^88+2)-1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing ((10^10675+1)*((10^21350+10^10675)*(10^10675-10^5338+3)-10^5338+2)-1)*((10^25+1)*((10^50+10^25)*(10^25-10^13+3)-10^13+2)-1)/2281803019632002914706226090401081320939501/((10^1525+1)*((10^3050+10^1525)*(10^1525+10^763+3)+10^763+2)-1)/((10^175+1)*((10^350+10^175)*(10^175+10^88+3)+10^88+2)-1) [N-1/N+1, Brillhart-Lehmer-Selfridge]
Running N-1 test using base 2
Running N-1 test using base 19
Running N+1 test using discriminant 31, base 1+sqrt(31)

Calling N+1 BLS with factored part 0.04% and helper 0.03% (0.16% proof)
((10^10675+1)*((10^21350+10^10675)*(10^10675-10^5338+3)-10^5338+2)-1)*((10^25+1)*((10^50+10^25)*(10^25-10^13+3)-10^13+2)-1)/2281803019632002914706226090401081320939501/((10^1525+1)*((10^3050+10^1525)*(10^1525+10^763+3)+10^763+2)-1)/((10^175+1)*((10^350+10^175)*(10^175+10^88+3)+10^88+2)-1) is Fermat and Lucas PRP! (65.7434s+0.0015s)

n=213780L: c24376(1113604951......) = 272672540625371461 * c24358(4084037757......)

# P-1 B1/B2=48313/1147843

n=214340M: c36709(5794204638......) = 41838392308291999034861 * c36687(1384901359......)

# P-1 B1/B2=88463/1331023

n=216380M: c41750(5892952364......) = 311735789394728981 * c41733(1890367601......)

# P-1 B1/B2=88843/123787

n=220580M: c42869(4458460437......) = 221065068657005801 * c42852(2016809107......)

# P-1 B1/B2=757/1595071

n=220700L: c44120(9900498007......) = 357508032495602701 * c44103(2769307849......)

# P-1 B1/B2=49537/178691

n=222620M: c44521(2824060999......) = 629454333243337601 * c44503(4486522453......)

# P-1 B1/B2=11131/6185429

n=13643: c11688(9000000900......) = 1251721354630340604431 * c11667(7190099351......)

# P+1 B1/B2=56809/235621

n=14807: c12668(1250645645......) = 23819937543864205277 * c12648(5250415302......)

# P+1 B1/B2=8831/4704187

n=15737: c15720(3348832122......) = 88060750126588680269461957 * c15694(3802865769......)

# P+1 B1/B2=44773/1001017

n=18613: c15921(1219284970......) = 701071822796258147893 * c15900(1739172693......)

# P+1 B1/B2=1031/2011021

n=19443: c12956(1158372315......) = 62197325875173067 * c12939(1862414981......)

# P+1 B1/B2=5867/5007347

n=20329: c19600(9000000000......) = 390272845201499621946551 * c19577(2306078967......)

# P+1 B1/B2=62003/409777

n=20425: c15121(1000010000......) = 198375089351866951 * c15103(5041005921......)

# P+1 B1/B2=5927/3057577

n=23205: c9192(1441025076......) = 111359765460057165871 * c9172(1294026680......)

# P+1 B1/B2=83071/224563

n=23575: c17601(1000010000......) = 343841746137311551 * c17583(2908343769......)

# P+1 B1/B2=50969/101693

n=24349: c22427(4325935142......) = 105492597438951683039 * c22407(4100700188......)

# P+1 B1/B2=10009/9334163

n=25353: c16844(1972114303......) = 47117815893879082813 * c16824(4185496008......)

# P+1 B1/B2=31649/86369

n=25361: c21709(4682195527......) = 866085598957039889 * c21691(5406157928......)

# P+1 B1/B2=883/1764173

n=26285: c17981(9461107035......) = 392520504654426493847111 * c17958(2410347210......)

# P+1 B1/B2=94219/118739

n=27523: c25875(3139594746......) = 22028879295947284867 * c25856(1425217644......)

# P+1 B1/B2=1187/8743837

n=28781: c27052(8268208935......) = 116707471264310519 * c27035(7084558380......)

# P+1 B1/B2=73061/1408789

n=29039: c28554(8155993341......) = 1976528248792861681 * c28536(4126423867......)

# P+1 B1/B2=44647/164309

n=30279: c20174(2092351647......) = 366074946899818759 * c20156(5715637370......)

# P+1 B1/B2=9413/15246577

n=31109: c28704(9000000000......) = 5201093605685309489 * c28686(1730405311......)

# P+1 B1/B2=92107/12693221

n=31303: c29920(9000000000......) = 131197738784745570675763 * c29897(6859874326......)

# P+1 B1/B2=23993/4109879

n=31815: c14386(2047712152......) = 40137667726830161671 * c14366(5101721820......)

# P+1 B1/B2=40111/7403119

n=32651: c32232(9000000000......) = 70799860910274031 * c32216(1271188937......)

# P+1 B1/B2=17327/3488291

n=32871: c21903(4786608750......) = 152773474248321547 * c21886(3133141256......)

# P+1 B1/B2=28729/4084427

n=33600: c7655(4674555468......) = 32253045319731390984536179201 * c7627(1449337705......)

# P+1 B1/B2=47837/166841

n=34135: c27304(9000090000......) = 160259077330457765441 * c27284(5615962696......)

# P+1 B1/B2=8581/7225489

n=34219: c32376(1011071382......) = 1449605936322796257437 * c32354(6974801611......)

# P+1 B1/B2=75931/588347

n=34835: c27847(5252107278......) = 18626578775492514121 * c27828(2819684356......)

# P+1 B1/B2=9973/305281

n=35378: c14333(8515540390......) = 5274845999725469669420389451 * c14306(1614367583......)

# P+1 B1/B2=30851/13928003

n=35453: c32120(9999999999......) = 231090833572929881 * c32103(4327302751......)

# P+1 B1/B2=16931/46601

n=35529: c21815(6506573538......) = 68766464393459522119 * c21795(9461841023......)

# P+1 B1/B2=29917/230999

n=36425: c27592(1918514773......) = 1274647703202390401 * c27574(1505133354......)

# P+1 B1/B2=16369/423949

n=37153: c36370(2257703670......) = 61455776609612283517 * c36350(3673704564......)

# P+1 B1/B2=18433/438521

n=37235: c27004(3859046675......) = 98237189497682071 * c26987(3928295073......)

# P+1 B1/B2=8563/72139

n=37879: c37873(7333243867......) = 45066656384064513787 * c37854(1627199454......)

# P+1 B1/B2=38083/102071

n=38046: c11884(4358617528......) = 508129869639904327 * c11866(8577762869......)

# P+1 B1/B2=23059/1500463

n=38299: c38291(5994109480......) = 3480381003288106688022559 * c38267(1722256694......)

# P+1 B1/B2=20681/153151

n=38456: c15833(3066172597......) = 21752971237447886393 * c15814(1409541972......)

# P+1 B1/B2=6547/19259

n=38633: c33108(9000000900......) = 1453870731558789989999 * c33087(6190372159......)

# P+1 B1/B2=23567/1619087

n=39239: c39234(1415806917......) = 46645914756980457610037 * c39211(3035221680......)

# P+1 B1/B2=14947/20021

n=39325: c26381(4389562677......) = 6593379167298673751 * c26362(6657531087......)

# P+1 B1/B2=1997/1351783

n=39427: c38896(9000000000......) = 1575866811570543907 * c38878(5711142549......)

# P+1 B1/B2=63397/2177983

n=39674: c19517(1099999999......) = 23767905703670840099 * c19497(4628089717......)

# P+1 B1/B2=65293/7498763

n=39677: c36030(2858830706......) = 247575180246927344879 * c36010(1154732353......)

# P+1 B1/B2=21503/568691

n=39837: c22681(1000000100......) = 15177684967373550461002591 * c22655(6588620742......)

# P+1 B1/B2=10181/9217837

n=40083: c25781(2781145285......) = 118323970177898573119 * c25761(2350449601......)

# P+1 B1/B2=31883/747361

n=40443: c23011(7578911337......) = 66210226374848259757 * c22992(1144673829......)

# P+1 B1/B2=41233/265231

n=40515: c20713(2615383568......) = 271426842262158883888620282031 * c20683(9635685059......)

# P+1 B1/B2=6659/1535987

n=40717: c38521(4580255532......) = 577182471152932859521 * c38500(7935541638......)

# P+1 B1/B2=14939/28573

n=40783: c38368(9000000000......) = 1774689802051565279 * c38350(5071308794......)

# P+1 B1/B2=2719/5321639

n=40830: c10871(2934298349......) = 59089503082038278131 * c10851(4965853826......)

# P+1 B1/B2=8807/32653

n=41360: c14701(1437815362......) = 17334221858822742721 * c14681(8294663436......)

# P+1 B1/B2=9151/88211

n=41533: c40459(1816373141......) = 122035515119455841693 * c40439(1488397160......)

# P+1 B1/B2=5419/188753

n=42188: c20586(1900035912......) = 7739867947192540960161934131749 * c20555(2454868643......)

# P+1 B1/B2=7121/8858957

n=43911: c23027(1253206948......) = 199218302272285507 * c23009(6290621563......)

# P+1 B1/B2=41411/2243987

n=44363: c38861(3741953566......) = 146631022444178911 * c38844(2551952175......)

# P+1 B1/B2=1399/667309

n=46041: c30170(1279359345......) = 13946003378804785009 * c30150(9173662951......)

# P+1 B1/B2=34483/106739

n=46254: c14184(1417494348......) = 135461734213269414367 * c14164(1046416803......)

# P+1 B1/B2=53267/298409

n=46377: c30912(9990000009......) = 7351229252164801947319 * c30891(1358956395......)

# P+1 B1/B2=87803/123863

n=46886: c18793(1073686719......) = 801214963030817438531 * c18772(1340073225......)

# P+1 B1/B2=2579/1566107

n=47993: c43598(6232707230......) = 110384410507396147 * c43581(5646365462......)

# P+1 B1/B2=79319/10227017

n=48609: c29401(1001000999......) = 169427535862359083563 * c29380(5908136448......)

# P+1 B1/B2=71947/4897933

n=48615: c22165(1450317838......) = 5462793682236259951 * c22146(2654901360......)

# P+1 B1/B2=11717/385943

n=49105: c31680(9000090900......) = 474497558100071801 * c31663(1896762322......)

# P+1 B1/B2=27011/258691

n=49501: c48586(3637150844......) = 681070325172899231 * c48568(5340345497......)

# P+1 B1/B2=2311/7200517

n=50542: c24548(2176364679......) = 54088496720719986527 * c24528(4023710791......)

# P+1 B1/B2=18869/442817

n=50624: c21484(4903530942......) = 144347797327211521 * c21467(3397025124......)

# P+1 B1/B2=1997/16849631

n=50637: c33743(3041862567......) = 39535547705017775158129 * c33720(7693993743......)

# P+1 B1/B2=40283/412277

n=51015: c25614(8909558278......) = 2899074078264642151 * c25596(3073242710......)

# P+1 B1/B2=16333/3342067

n=51321: c34200(2501950997......) = 163119624629553276241 * c34180(1533813606......)

# P+1 B1/B2=12637/34213

n=51363: c31523(8124458139......) = 76640167701976350187 * c31504(1060078335......)

# P+1 B1/B2=34651/126481

n=51541: c42769(1111110999......) = 23872350228357174587 * c42749(4654384630......)

# P+1 B1/B2=35573/192859

n=51600: c13422(2921513946......) = 167135614807658401 * c13405(1747990067......)

# P+1 B1/B2=2753/3976831

n=51751: c44352(9000000900......) = 243373578771480279151 * c44332(3698018883......)

# P+1 B1/B2=67003/197161

n=52386: c17436(4704723081......) = 842533922656034383 * c17418(5584016209......)

# P+1 B1/B2=30109/52433

n=52562: c25574(1144016621......) = 23021189545320327167 * c25554(4969407073......)

# P+1 B1/B2=1609/8803

n=52806: c16220(1723256386......) = 122906282316957049 * c16203(1402089749......)

# P+1 B1/B2=38783/12623287

n=52936: c24380(1889226816......) = 9939489104994309433 * c24361(1900728293......)

# P+1 B1/B2=29251/139547

n=52961: c52481(9215242096......) = 91846017370552410191 * c52462(1003336057......)

# P+1 B1/B2=3457/1808969

n=52967: c52942(2355892860......) = 898099214975228311 * c52924(2623198886......)

# P+1 B1/B2=2521/2179997

n=53123: c45517(2109315573......) = 1107712598484600506987 * c45496(1904208344......)

# P+1 B1/B2=48473/82487

n=53247: c35491(2819871169......) = 174593410447908997 * c35474(1615107444......)

# P+1 B1/B2=1979/3032879

n=53706: c17893(3479833465......) = 25744930000460515565689 * c17871(1351657769......)

# P+1 B1/B2=9521/6921637

n=54045: c28757(8640294532......) = 2381490995062021471 * c28739(3628102961......)

# P+1 B1/B2=1459/2001709

n=54107: c53160(9000000000......) = 267740287457767083871 * c53140(3361466473......)

# P+1 B1/B2=8161/10453

n=54109: c49180(9000000000......) = 75721025943097761601 * c49161(1188573436......)

# P+1 B1/B2=46399/1691759

n=54480: c14449(8837922275......) = 237049764350931361 * c14432(3728298275......)

# P+1 B1/B2=6823/38543

n=54504: c18145(1000000000......) = 214000726596167271097 * c18124(4672881330......)

# P+1 B1/B2=20743/11382991

n=54739: c49865(2323005557......) = 5853042979616033986403 * c49843(3968885185......)

# P+1 B1/B2=66863/2460397

n=55146: c14401(1098900989......) = 1622294712907171213 * c14382(6773744500......)

# P+1 B1/B2=49157/771289

n=55563: c37028(1759893506......) = 3940088454577218160363 * c37006(4466634509......)

# P+1 B1/B2=69259/12661147

n=55674: c18541(1000000000......) = 66224501444454955813 * c18521(1510015144......)

# P+1 B1/B2=70853/275669

n=55913: c42235(8048145796......) = 2665351585348664213 * c42217(3019543778......)

# P+1 B1/B2=70937/2465951

n=56115: c28224(9990000009......) = 469490286449922481 * c28207(2127839552......)

# P+1 B1/B2=4591/73379

n=56274: c18339(3454031288......) = 1881380724056137128397 * c18318(1835902348......)

# P+1 B1/B2=55621/6346987

n=56387: c55767(1021655899......) = 1342543157668944437 * c55748(7609855175......)

# P+1 B1/B2=33857/54713

n=56421: c37596(3782954066......) = 77945232742322267404081 * c37573(4853348861......)

# P+1 B1/B2=34693/5819501

n=57627: c36289(1001000999......) = 353754273243828077479 * c36268(2829650623......)

# P+1 B1/B2=1117/513367

n=57838: c26172(1034628157......) = 63555402137772887 * c26155(1627915365......)

# P+1 B1/B2=2671/263491

n=57888: c18984(3873723087......) = 7204117744540814032603414260289 * c18953(5377095745......)

# P+1 B1/B2=5879/6236719

n=57904: c22080(9999999900......) = 594861813223836929 * c22063(1681062673......)

# P+1 B1/B2=6763/14029

n=58041: c38682(1062467224......) = 13879044710842549519 * c38662(7655189867......)

# P+1 B1/B2=3229/426743

n=58193: c58163(3849128983......) = 46503211497487995959 * c58143(8277125084......)

# P+1 B1/B2=26951/2588129

n=59391: c39574(1245626230......) = 25213191536372317147 * c39554(4940375074......)

# P+1 B1/B2=61871/5085347

n=59943: c34944(9009009009......) = 555431748451834282060969 * c34921(1621983085......)

# P+1 B1/B2=2953/11416501

n=60317: c60311(1315797957......) = 671066227975960430477 * c60290(1960757228......)

# P+1 B1/B2=24671/1367851

n=60681: c39867(1524363029......) = 12412128474870056467 * c39848(1228123792......)

# P+1 B1/B2=5011/81173

n=60873: c39969(4790763083......) = 288210811117216369 * c39952(1662242670......)

# P+1 B1/B2=1181/1256897

n=60874: c27649(6996180207......) = 2090036273834046847 * c27631(3347396547......)

# P+1 B1/B2=70099/203207

n=61632: c20331(6772922657......) = 102544964119554512833 * c20311(6604832051......)

# P+1 B1/B2=28753/14795681

n=62149: c58860(9000000000......) = 6225364278465155027 * c58842(1445698532......)

# P+1 B1/B2=57191/811147

n=62529: c39441(1388675826......) = 622738843023286963 * c39423(2229948946......)

# P+1 B1/B2=56311/195733

n=62950: c25149(2890733361......) = 90167396797245851 * c25132(3205962980......)

# P+1 B1/B2=54521/95177

n=63452: c30534(4773301811......) = 887531600188845920741 * c30513(5378176743......)

# P+1 B1/B2=28793/3707663

n=63852: c19959(1416735542......) = 79270984783860014810699809 * c19933(1787205680......)

# P+1 B1/B2=95873/130553

n=63863: c63839(7009419041......) = 226381982301890258443 * c63819(3096279558......)

# P+1 B1/B2=12697/42257

n=63870: c16990(4196612682......) = 9291773504453606371 * c16971(4516481897......)

# P+1 B1/B2=14983/417173

n=63905: c51111(2090849770......) = 165352252227894229801 * c51091(1264482184......)

# P+1 B1/B2=41467/131783

n=64227: c42083(5465184939......) = 2063968519509692909083 * c42062(2647901306......)

# P+1 B1/B2=28319/3671497

n=64239: c33264(9999999000......) = 128805313320078263107 * c33244(7763654108......)

# P+1 B1/B2=15227/1815557

n=64359: c42895(3880561073......) = 694370716341158161 * c42877(5588601278......)

# P+1 B1/B2=45817/6775399

n=64866: c20443(7014406511......) = 227918140626005618983 * c20423(3077599041......)

# P+1 B1/B2=9901/10477

n=64881: c42748(3899226257......) = 1166907979790332805881 * c42727(3341502779......)

# P+1 B1/B2=4127/4294567

n=65151: c40808(3286639060......) = 899571954540355218102601 * c40784(3653558832......)

# P+1 B1/B2=70111/352757

n=65803: c62920(9000000000......) = 212939564028522203 * c62903(4226551341......)

# P+1 B1/B2=95957/754921

n=65827: c65810(1817434133......) = 382571628347353720232999 * c65786(4750572177......)

# P+1 B1/B2=16361/120041

n=65951: c65923(8898026852......) = 1887940254699598643 * c65905(4713087095......)

# P+1 B1/B2=23609/5213119

n=66502: c32374(3946096507......) = 4586906964311376487 * c32355(8602957369......)

# P+1 B1/B2=42767/849727

n=66695: c53347(6747149358......) = 18883399146758636191511 * c53325(3573058698......)

# P+1 B1/B2=92921/6013541

n=66724: c28585(1009999999......) = 324143791684763681 * c28567(3115901109......)

# P+1 B1/B2=39863/157733

n=66775: c53392(5171103146......) = 1740456364505148558176351 * c53368(2971119099......)

# P+1 B1/B2=21089/6258157

n=66842: c31623(5699269451......) = 17638309379949079723277 * c31601(3231188051......)

# P+1 B1/B2=36373/75997

n=67318: c33217(1099999999......) = 296705997615121812491 * c33196(3707373658......)

# P+1 B1/B2=4049/639391

n=68009: c66494(2190171434......) = 5466209606749604717 * c66475(4006746157......)

# P+1 B1/B2=367/3331

n=68476: c29921(3523951853......) = 6365087432944832489 * c29902(5536376193......)

# P+1 B1/B2=33073/36529

n=68487: c44344(1859079536......) = 41354613320749002031 * c44324(4495458638......)

# P+1 B1/B2=1019/24691

n=68554: c33893(1115837607......) = 7179006763269681133 * c33874(1554306388......)

# P+1 B1/B2=84127/9178937

n=68600: c23507(5059403417......) = 3356269222385970041201 * c23486(1507448622......)

# P+1 B1/B2=64499/4861811

n=68651: c61620(9999999999......) = 580707491265202907 * c61603(1722037368......)

# P+1 B1/B2=14243/14693869

n=68664: c22866(1286607803......) = 1134209609632381957790449 * c22842(1134365105......)

# P+1 B1/B2=26297/37987

n=69073: c69061(2383624281......) = 12994030466603973667 * c69042(1834399486......)

# P+1 B1/B2=74797/124291

n=69411: c43510(1146047995......) = 2047200285442828605547 * c43488(5598123466......)

# P+1 B1/B2=16447/17297113

n=69730: c26352(9091000000......) = 97210630669297398007091 * c26329(9351857854......)

# P+1 B1/B2=32779/233557

n=69856: c33409(1000000000......) = 238732076057892929 * c33391(4188796145......)

# P+1 B1/B2=3623/5194283

n=70278: c19938(1002798205......) = 684359554380736651 * c19920(1465308986......)

# P+1 B1/B2=2917/5507

n=70477: c62147(1583816420......) = 239404497883491799 * c62129(6615650224......)

# P+1 B1/B2=4919/11939881

n=70691: c70152(9000000000......) = 216110207157260078619239 * c70129(4164541841......)

# P+1 B1/B2=90731/117503

n=71302: c27709(2913097341......) = 9428428784084186339 * c27690(3089695439......)

# P+1 B1/B2=18787/199039

n=71370: c17237(1103425221......) = 949683245698918445131 * c17216(1161887636......)

# P+1 B1/B2=11467/836753

n=71422: c31664(1523531635......) = 1824246024649464677 * c31645(8351568895......)

# P+1 B1/B2=16141/30841

n=71521: c69552(9000000000......) = 48591315440061684545351 * c69530(1852182827......)

# P+1 B1/B2=67733/5071013

n=72352: c27644(1382112697......) = 4483625799042243617 * c27625(3082578161......)

# P+1 B1/B2=78643/7378337

n=72687: c48456(9009009009......) = 161865671995763137027 * c48436(5565731694......)

# P+1 B1/B2=44201/4624133

n=72716: c30563(2894402431......) = 2140282077191968781 * c30545(1352346245......)

# P+1 B1/B2=9013/835001

n=73114: c36146(5783557021......) = 691633283029928201 * c36128(8362172791......)

# P+1 B1/B2=26431/87251

n=73566: c23760(9990010000......) = 61934674404475690561 * c23741(1612991445......)

# P+1 B1/B2=11939/103333

n=73590: c17761(1098890109......) = 1115571355568183251 * c17742(9850469039......)

# P+1 B1/B2=4327/142589

n=75302: c35966(7882044458......) = 3434203687233938574139 * c35945(2295159279......)

# P+1 B1/B2=65407/82799

n=75457: c74145(5444906139......) = 132941367676065230568359 * c74122(4095719966......)

# P+1 B1/B2=26891/90631

n=75517: c67386(8174099825......) = 313449919237239730999 * c67366(2607784951......)

# P+1 B1/B2=31123/1023991

n=75680: c26880(9999999999......) = 17148904644894753281 * c26861(5831276228......)

# P+1 B1/B2=10867/2537851

n=75723: c49217(1098852329......) = 783892576034901490848991 * c49193(1401789433......)

# P+1 B1/B2=29537/96703

n=75737: c74237(4902648796......) = 696793676826606010645792529 * c74210(7036012178......)

# P+1 B1/B2=27073/600073

n=76007: c71254(5140011929......) = 85926599188171641077 * c71234(5981863565......)

# P+1 B1/B2=13997/12101839

n=76178: x37090(1153556106......) = 23679200479688911127 * c37070(4871600744......)

# P+1 B1/B2=75629/776159

n=76538: c29392(1202522236......) = 400396762369056223 * c29374(3003326573......)

# P+1 B1/B2=21587/4151131

n=76641: c50103(3780898438......) = 82195403170221988237 * c50083(4599890374......)

# P+1 B1/B2=21341/3246143

n=76887: c51247(2165510934......) = 84472998232130956620199 * c51224(2563554011......)

# P+1 B1/B2=11863/12917

n=77724: c24186(1513649881......) = 112663999218808063729 * c24166(1343508034......)

# P+1 B1/B2=13921/22727

n=77728: c33199(1535999988......) = 1763010708149566600033 * c33177(8712369023......)

# P+1 B1/B2=12983/2122139

n=77979: c44154(1229055364......) = 22526360340185293878199 * c44131(5456076109......)

# P+1 B1/B2=85819/1128997

n=78298: c35581(1099999999......) = 107099162355614864623 * c35561(1027085530......)

# P+1 B1/B2=12113/2594807

n=78431: c77527(3197431099......) = 17131052072810878049 * c77508(1866453435......)

# P+1 B1/B2=4481/4789621

n=78453: c49897(1001000999......) = 119275350891892422427 * c49876(8392354266......)

# P+1 B1/B2=83933/17606587

n=78815: c57254(1305359525......) = 543311836096307081 * c57236(2402597253......)

# P+1 B1/B2=17053/18859259

n=79135: c48384(9999999000......) = 325967257348733744801 * c48364(3067792477......)

# P+1 B1/B2=86467/363809

n=79155: c42193(1001000999......) = 24014541579073702471 * c42173(4168311923......)

# P+1 B1/B2=99559/2726033

n=79473: c51950(7156450474......) = 993687614791548421589839 * c51926(7201911715......)

# P+1 B1/B2=38803/1484629

n=79849: c57576(2932452327......) = 1899536330483355407999 * c57555(1543772698......)

# P+1 B1/B2=2897/443953

n=80042: c38701(1099999999......) = 227304785321642461691 * c38680(4839317388......)

# P+1 B1/B2=3631/349841

n=80283: c45848(2337489695......) = 46657597226300243915803 * c45825(5009880136......)

# P+1 B1/B2=88493/4510579

n=80355: c38863(2462255517......) = 118760874603509637511 * c38843(2073288467......)

# P+1 B1/B2=87427/915479

n=81129: c54084(9009009009......) = 1680493592493318133 * c54066(5360930294......)

# P+1 B1/B2=6599/12023839

n=81814: c38729(5443372864......) = 97934687613970495487 * c38709(5558166362......)

# P+1 B1/B2=85819/250841

n=82410: c21101(2204252046......) = 259704467811691891 * c21083(8487539951......)

# P+1 B1/B2=6991/3075047

n=82862: c38208(9930476112......) = 340672923121917734011 * c38188(2914959023......)

# P+1 B1/B2=51803/8575393

n=82968: c27632(3313877002......) = 178665260576569441 * c27615(1854796501......)

# P+1 B1/B2=12011/876871

n=83277: c52489(1001000999......) = 2110732179726743281 * c52470(4742434921......)

# P+1 B1/B2=72559/1934419

n=83847: c52921(1109999999......) = 16021698372008811151 * c52901(6928104463......)

# P+1 B1/B2=6473/289717

n=84050: c32801(1000000000......) = 394779606215727908801 * c32780(2533058912......)

# P+1 B1/B2=55547/6961393

n=84063: c48009(1642429881......) = 5676318137862722533 * c47990(2893477500......)

# P+1 B1/B2=23269/168737

n=84102: c27553(2705048551......) = 3049519011343571623 * c27534(8870410517......)

# P+1 B1/B2=37649/176461

n=84124: c42018(1799829492......) = 89682764768895609989 * c41998(2006884485......)

# P+1 B1/B2=8819/1073383

n=84174: c28012(1208582925......) = 2376334544209481106133 * c27990(5085912369......)

# P+1 B1/B2=30431/191039

n=84279: c51829(2441751816......) = 369964447822057882639 * c51808(6599963403......)

# P+1 B1/B2=2633/3061

n=84419: c78388(6803711723......) = 10078390887701412319 * c78369(6750791668......)

# P+1 B1/B2=44389/5603753

n=84873: c53560(2280049532......) = 26317806184775401399 * c53540(8663524293......)

# P+1 B1/B2=45083/16918423

n=85451: c85430(1984975000......) = 2530182421732463104279 * c85408(7845185323......)

# P+1 B1/B2=17383/138163

n=85963: c80041(1111111111......) = 1683701524171679917 * c80022(6599216637......)

# P+1 B1/B2=24809/2970701

n=86670: c22896(9999999999......) = 93822819954624618931 * c22877(1065838780......)

# P+1 B1/B2=51593/14460637

n=86842: c37207(4222210711......) = 1515500270254809343 * c37189(2786017788......)

# P+1 B1/B2=757/2606941

n=87222: c29068(1259875375......) = 940710608949035463480246649 * c29041(1339280500......)

# P+1 B1/B2=53147/875837

n=87389: c84495(4927578084......) = 291011977505185919 * c84478(1693256108......)

# P+1 B1/B2=11491/220421

n=87489: c58288(2744270783......) = 16188732471563300449 * c58269(1695173348......)

# P+1 B1/B2=6899/6645971

n=87490: c32241(6184831355......) = 7918998685703535041 * c32222(7810117921......)

# P+1 B1/B2=25057/205991

n=87655: c68433(7047293858......) = 526139095285465591 * c68416(1339435507......)

# P+1 B1/B2=1291/285631

n=87919: c81144(9000000000......) = 49124266065739420973 * c81125(1832088440......)

# P+1 B1/B2=2069/378463

n=87949: c85478(3227276258......) = 378571303748839529 * c85460(8524883494......)

# P+1 B1/B2=77167/3452237

n=88363: c77267(2458900396......) = 648887781224728453 * c77249(3789407764......)

# P+1 B1/B2=7219/2493079

n=88417: c71226(5236127650......) = 305743553361505253 * c71209(1712588080......)

# P+1 B1/B2=14149/14061283

n=88713: c59131(5630484655......) = 332270741812738159 * c59114(1694547231......)

# P+1 B1/B2=10009/8847301

n=88837: c74088(9999999999......) = 1438048602667483759 * c74070(6953867888......)

# P+1 B1/B2=18787/333367

n=89050: c32640(9999900000......) = 13531761267777688651 * c32621(7389947105......)

# P+1 B1/B2=2543/3539

n=89481: c51098(2581957513......) = 908977920568810009 * c51080(2840506304......)

# P+1 B1/B2=54829/1326287

n=89761: c76932(9000000900......) = 1194329515027976573 * c76914(7535609550......)

# P+1 B1/B2=13691/22307

n=90228: c29345(7759304742......) = 395020506971178528421 * c29325(1964278969......)

# P+1 B1/B2=6653/1891829

n=90458: c43733(9967490576......) = 197346884635389943 * c43716(5050746351......)

# P+1 B1/B2=77711/645149

n=90687: c54432(9009009009......) = 162467936913626321683 * c54412(5545099654......)

# P+1 B1/B2=13367/492511

n=90877: c86042(7469434045......) = 619756366229902969079 * c86022(1205221027......)

# P+1 B1/B2=35317/217081

n=91146: c27600(9100000000......) = 246230491432291081 * c27583(3695724257......)

# P+1 B1/B2=3833/114277

n=91434: c26029(1177859124......) = 8694606102729205088767852579 * c26001(1354700960......)

# P+1 B1/B2=70237/71887

n=92029: c78854(2688626151......) = 5357923357247680031 * c78835(5018037720......)

# P+1 B1/B2=463/600959

n=92741: c84288(4087489190......) = 354416659277639538757 * c84268(1153300524......)

# P+1 B1/B2=9227/89891

n=93050: c37201(1000009999......) = 905409506956912201 * c37183(1104483653......)

# P+1 B1/B2=7151/4606709

n=93569: c80196(9000000900......) = 106537205798710147814599 * c80173(8447753845......)

# P+1 B1/B2=40111/138157

n=93682: c45295(2935454688......) = 103833413908771543 * c45278(2827080973......)

# P+1 B1/B2=3907/17617247

n=93751: c78649(1111110999......) = 2456667963195950351 * c78630(4522837504......)

# P+1 B1/B2=94573/4150723

n=93862: c46143(8207587367......) = 6048921124699823819 * c46125(1356867976......)

# P+1 B1/B2=6863/3538901

n=94209: c60721(1109999999......) = 477093417242525599 * c60703(2326588378......)

# P+1 B1/B2=39133/865339

n=94376: c45986(3874628600......) = 113294653510630297 * c45969(3419957147......)

# P+1 B1/B2=23879/154369

n=94466: c46769(1099999999......) = 3260992510345763957 * c46750(3373206152......)

# P+1 B1/B2=48091/200903

n=94494: c31474(1242628851......) = 728415222410086573 * c31456(1705934764......)

# P+1 B1/B2=2281/6799811

n=94545: c45585(2525866546......) = 1483568124239319031 * c45567(1702561887......)

# P+1 B1/B2=15217/65551

n=95069: c85671(1299294921......) = 8231766519510676481 * c85652(1578391367......)

# P+1 B1/B2=134909/677639

n=95139: c55789(1847238813......) = 277184931557627809 * c55771(6664282951......)

# P+1 B1/B2=7559/2113421

n=95351: c94249(1815422627......) = 14374607679367720867 * c94230(1262937165......)

# P+1 B1/B2=71699/3991579

n=95367: c62625(9783850215......) = 118657692874895727439 * c62605(8245441133......)

# P+1 B1/B2=19813/104527

n=95449: c92323(6835995314......) = 648153454722216643 * c92306(1054687784......)

# P+1 B1/B2=58907/12226583

n=95635: c73875(1337575179......) = 196529506135723031 * c73857(6805976394......)

# P+1 B1/B2=12301/3056639

n=95659: c89735(1313162461......) = 373420718734736569271 * c89714(3516576331......)

# P+1 B1/B2=19157/26177

n=95672: c47832(9999000099......) = 985279405966550689108529 * c47809(1014839043......)

# P+1 B1/B2=9173/14083

n=95854: c43536(2367841359......) = 2480724957284065691 * c43517(9544957221......)

# P+1 B1/B2=37357/2078851

n=95937: c63146(2759738933......) = 262898795444530215608563 * c63123(1049734339......)

# P+1 B1/B2=41189/52291

n=96244: c48090(1327096244......) = 11567862884617976129 * c48071(1147226811......)

# P+1 B1/B2=27107/303271

n=97159: c97119(3965467476......) = 173309157096401489041 * c97099(2288088836......)

# P+1 B1/B2=100523/14118031

n=97490: c38986(1880515629......) = 1733851486700795598641 * c38965(1084588641......)

# P+1 B1/B2=6781/668903

n=97638: c32536(1126160751......) = 44111211835388446439689 * c32513(2553003430......)

# P+1 B1/B2=75181/385141

n=98093: c97416(1429435218......) = 52750326023110262709443 * c97393(2709813050......)

# P+1 B1/B2=9859/5205253

n=98287: c79705(1111110999......) = 35865706642315820241119 * c79682(3097976044......)

# P+1 B1/B2=58991/12034991

n=98535: c52545(1109988900......) = 180904177389175138201 * c52524(6135783684......)

# P+1 B1/B2=89003/534013

n=98924: c42337(2571050652......) = 23601641486598258049 * c42318(1089352473......)

# P+1 B1/B2=84263/341321

n=99028: c46873(1009999999......) = 198721259427414617489 * c46852(5082495969......)

# P+1 B1/B2=16943/345227

n=99047: c86395(1869666659......) = 4195684938260783761 * c86376(4456165528......)

# P+1 B1/B2=14489/102829

n=99119: c99101(1930621389......) = 3803653704085689271 * c99082(5075702310......)

# P+1 B1/B2=6373/22063

n=99370: c37561(1368749308......) = 26605180336891732801 * c37541(5144672170......)

# P+1 B1/B2=7127/2508391

n=99830: c39060(1932621912......) = 110217126932463021371 * c39040(1753467874......)

# P+1 B1/B2=54469/13762789

n=99846: c32472(3362830110......) = 106084053187298464321 * c32452(3169967596......)

# P+1 B1/B2=20071/48383

n=100496: c45565(1185903221......) = 1282582157005640129 * c45546(9246216428......)

# P+1 B1/B2=2347/9471701

n=100806: c32864(9100000000......) = 7106331383537129041 * c32846(1280548219......)

# P+1 B1/B2=1543/8935811

n=100894: c49550(7116209682......) = 134820620378296397 * c49533(5278279882......)

# P+1 B1/B2=30491/189473

n=101201: c95211(1426232514......) = 2015209780752920203 * c95192(7077340174......)

# P+1 B1/B2=7669/315779

n=101800: c40635(1637194438......) = 5982210303866449943954401 * c40610(2736771786......)

# P+1 B1/B2=55441/2177353

n=101837: c101808(4946065946......) = 12430334116477414933014761 * c101783(3979028962......)

# P+1 B1/B2=28351/17357701

n=102909: c68598(4863522435......) = 6560505573389407535191 * c68576(7413334812......)

# P+1 B1/B2=13591/807613

n=103081: c93688(3645882370......) = 328129025947273849 * c93671(1111112422......)

# P+1 B1/B2=23827/32719

n=103130: c41232(2906632349......) = 193474730965837571 * c41215(1502331769......)

# P+1 B1/B2=5591/450161

n=103174: c50846(3913562455......) = 13248196302153091289 * c50827(2954034169......)

# P+1 B1/B2=16943/59077

n=103685: c81642(2963147753......) = 821207923484979030241 * c81621(3608279546......)

# P+1 B1/B2=32159/8128759

n=103721: c95448(3854155410......) = 304030112048825837 * c95431(1267688711......)

# P+1 B1/B2=61703/1281431

n=103829: c94380(9000000000......) = 3625691936051824519 * c94362(2482284804......)

# P+1 B1/B2=20563/228829

n=103921: c97792(9000000000......) = 1613038001631214199 * c97774(5579533768......)

# P+1 B1/B2=4903/239671

n=103957: c89087(8286646818......) = 230826353637362215013 * c89067(3589991648......)

# P+1 B1/B2=196307/12387251

n=104078: c48014(1776012369......) = 5459253491258606585209 * c47992(3253214697......)

# P+1 B1/B2=49547/147331

n=104465: c78579(6628568877......) = 361613213986187115871 * c78559(1833054938......)

# P+1 B1/B2=70271/517747

n=104801: c104782(1836838672......) = 2190510841129052987 * c104763(8385435203......)

# P+1 B1/B2=87221/3094123

n=105594: c35179(9018161627......) = 145655732590741237 * c35162(6191422381......)

# P+1 B1/B2=23339/1633231

n=105658: c45267(9004452069......) = 1865189801177471623 * c45249(4827633125......)

# P+1 B1/B2=8123/5754803

n=105994: c44325(5433814205......) = 523797812496669758834851 * c44302(1037387724......)

# P+1 B1/B2=9601/1259017

n=106891: c105954(7895199331......) = 3173353018117632991 * c105936(2487967549......)

# P+1 B1/B2=23581/13006613

n=107594: c51401(1067134147......) = 974446580680441703 * c51383(1095118161......)

# P+1 B1/B2=62653/6047957

n=107747: c107734(6880382142......) = 153751050104792643907 * c107714(4475014731......)

# P+1 B1/B2=30937/2302379

n=108243: c68028(1108965267......) = 7209476646581245213 * c68009(1538204952......)

# P+1 B1/B2=26111/1081237

n=109271: c108179(2031402152......) = 1380250715782140775439 * c108158(1471763158......)

# P+1 B1/B2=47881/241051

n=109387: c109367(5629174623......) = 88026928751601192209 * c109347(6394832470......)

# P+1 B1/B2=15581/70619

n=109730: c43853(1709427651......) = 19819603864639255211 * c43833(8624933493......)

# P+1 B1/B2=35023/7514471

n=109951: x107331(2254191670......) = 1480262267814521557 * c107313(1522832621......)

# P+1 B1/B2=197831/11965769

n=110076: c36665(1770991867......) = 308652110151094849 * c36647(5737825237......)

# P+1 B1/B2=8537/9432833

n=110153: c108213(1109967368......) = 1733003420228066489 * c108194(6404876963......)

# P+1 B1/B2=13999/598799

n=110183: c110175(3001259919......) = 6328193371460649899801 * c110153(4742680483......)

# P+1 B1/B2=19289/2650933

n=111750: c29585(7334797603......) = 552485806206521251 * c29568(1327599283......)

# P+1 B1/B2=9463/187009

n=111770: c44690(2067781405......) = 9652242998391100361 * c44671(2142280717......)

# P+1 B1/B2=94219/271217

n=112120: c44797(3639139745......) = 424620980222740336481 * c44776(8570324866......)

# P+1 B1/B2=51787/1989571

n=112346: c49728(9090909090......) = 41756196169022514167 * c49709(2177140143......)

# P+1 B1/B2=1123/915067

n=112852: c55617(1009999999......) = 13194151704045803305961 * c55594(7654906678......)

# P+1 B1/B2=11923/23269

n=113590: c44034(9131994120......) = 276751264000906801 * c44017(3299711801......)

# P+1 B1/B2=90631/572687

n=113924: c53915(1788407028......) = 14507662541705001829 * c53896(1232732718......)

# P+1 B1/B2=33521/5075779

n=115074: c38301(8880057250......) = 353342465804514869745837499 * c38275(2513158793......)

# P+1 B1/B2=22051/972827

n=115964: c56769(2812257949......) = 126335667322971513956201 * c56746(2226020576......)

# P+1 B1/B2=65789/844513

n=116002: c56094(3058900803......) = 2518099680697749769 * c56076(1214765573......)

# P+1 B1/B2=91397/147673

n=116846: c56789(1740921299......) = 964434827385928072995169 * c56765(1805120729......)

# P+1 B1/B2=58657/921143

n=117550: c47001(1000009999......) = 1711620033822933251 * c46982(5842476602......)

# P+1 B1/B2=2861/2053313

n=117804: c39258(2857850622......) = 119794014025268578280041 * c39235(2385637250......)

# P+1 B1/B2=89671/17023717

n=118044: c39302(1447944662......) = 7018644281991115321 * c39283(2062997644......)

# P+1 B1/B2=37483/1594987

n=118084: c57777(1210655594......) = 7225380100546341829 * c57758(1675559731......)

# P+1 B1/B2=5407/14771737

n=118474: c57601(1099999999......) = 3450038920342579425463 * c57579(3188369828......)

# P+1 B1/B2=43579/4668803

n=119926: c58904(3361838924......) = 359659151933624099 * c58886(9347291474......)

# P+1 B1/B2=26893/91009

n=120804: c40252(7346619631......) = 279685952369854669 * c40235(2626738872......)

# P+1 B1/B2=13417/348629

n=120958: c59956(9016438050......) = 13441683088259885939 * c59937(6707819244......)

# P+1 B1/B2=9257/129803

n=121806: c39588(7013833785......) = 8420917072833302838499 * c39566(8329061698......)

# P+1 B1/B2=21569/13076131

n=124592: c57386(1288470668......) = 361397264901630257 * c57368(3565247425......)

# P+1 B1/B2=33577/1149971

n=124916: c53105(7416553109......) = 3274711797825016591901 * c53084(2264795672......)

# P+1 B1/B2=53381/274007

n=125088: c41665(1000000000......) = 899509248379063489 * c41647(1111717307......)

# P+1 B1/B2=14563/17584691

n=125454: c34238(2997073107......) = 29988545026772397164527 * c34215(9994059748......)

# P+1 B1/B2=36341/5850683

n=125506: c62714(3035672653......) = 357423031989573211 * c62696(8493220586......)

# P+1 B1/B2=82837/170279

n=125954: c62004(2274746415......) = 158566402219923437 * c61987(1434570239......)

# P+1 B1/B2=7103/4152509

n=126280: c38380(3672948325......) = 31364808771902076241 * c38361(1171041198......)

# P+1 B1/B2=1487/10054573

n=128360: c51329(1000099999......) = 1064574998864708641 * c51310(9394359261......)

# P+1 B1/B2=4637/582887

n=128430: c34192(5491125421......) = 886093622740612441 * c34174(6197003658......)

# P+1 B1/B2=33091/3327517

n=128742: c41809(9107889278......) = 6800145516532679011 * c41791(1339366820......)

# P+1 B1/B2=70849/79903

n=129128: x64542(3135450484......) = 4386612934628885657 * c64523(7147771028......)

# P+1 B1/B2=19801/2341747

n=129310: c50661(8055774998......) = 51327289699144930811 * c50642(1569491599......)

# P+1 B1/B2=20261/8512549

n=129596: c64063(6453257311......) = 13325893295350764781 * c64044(4842645193......)

# P+1 B1/B2=54563/80527

n=130298: c54222(2270283988......) = 184658937368263807 * c54205(1229447120......)

# P+1 B1/B2=9857/364073

n=130464: c43168(2948545735......) = 232871191582203649 * c43151(1266170244......)

# P+1 B1/B2=75037/985979

n=130744: c64019(2143068900......) = 3828658642818267497 * c64000(5597440514......)

# P+1 B1/B2=9851/16962527

n=131622: c43873(1098901098......) = 11411224260831273049 * c43853(9630001775......)

# P+1 B1/B2=70999/587143

n=131810: c44992(2545700779......) = 203988023351397601 * c44975(1247965805......)

# P+1 B1/B2=27361/3029867

n=132234: c44009(1264565254......) = 470949376770094840138771 * c43985(2685140520......)

# P+1 B1/B2=50411/4945597

n=132452: c66193(4986328784......) = 28831305418958830028849 * c66171(1729484222......)

# P+1 B1/B2=84719/328513

n=132514: c65063(4856476857......) = 475030042770043303 * c65046(1022351518......)

# P+1 B1/B2=8563/6788237

n=133862: c66915(1180467851......) = 6229959871477341488250882248392171 * c66881(1894824165......)

# P+1 B1/B2=57397/2387419

n=134982: c44963(3945266915......) = 292124267066546623 * c44946(1350544052......)

# P+1 B1/B2=17299/3036001

n=135296: c57590(5464157195......) = 3735877633411810451396609 * c57566(1462616748......)

# P+1 B1/B2=53657/2561269

n=135370: c54137(1661716941......) = 423268447057643708491 * c54116(3925917353......)

# P+1 B1/B2=7937/6937417

n=135532: c65460(5921464342......) = 135910245475738549 * c65443(4356893272......)

# P+1 B1/B2=12893/30493

n=136050: c36212(1409632150......) = 402200381336640844051 * c36191(3504800631......)

# P+1 B1/B2=89413/961567

n=137330: c53040(9091000000......) = 580607607986081161 * c53023(1565773488......)

# P+1 B1/B2=1723/13740187

n=137352: c44539(7279782822......) = 4030414320019626481 * c44521(1806212027......)

# P+1 B1/B2=31657/4850161

n=137478: c41624(6124867676......) = 155484405689326957 * c41607(3939216700......)

# P+1 B1/B2=15307/756149

n=137496: c42986(5640143610......) = 1296885271100015809 * c42968(4348991954......)

# P+1 B1/B2=7853/855221

n=138296: c67735(1314882397......) = 2398071953549478161 * c67716(5483081505......)

# P+1 B1/B2=44909/581753

n=138516: c36845(1026675798......) = 217177242540164509 * c36827(4727363634......)

# P+1 B1/B2=41507/652849

n=139566: c39829(2669607701......) = 46159736580481169417983 * c39806(5783411907......)

# P+1 B1/B2=75979/1052573

n=139646: c62387(2398024699......) = 242257148360360797 * c62369(9898674676......)

# P+1 B1/B2=30643/2204023

n=139672: c59887(3672453607......) = 636476774996921249 * c59869(5769972686......)

# P+1 B1/B2=91631/269189

n=142268: c60936(6317407452......) = 369852327407323601 * c60919(1708089143......)

# P+1 B1/B2=54347/2685187

n=142310: c45793(1099988890......) = 6387842144674294081 * c45774(1722003871......)

# P+1 B1/B2=76649/130241

n=142840: c57104(3517794113......) = 252515217319551841 * c57087(1393101830......)

# P+1 B1/B2=18223/18100837

n=142996: c61273(1009999999......) = 303061496352699421 * c61255(3332656943......)

# P+1 B1/B2=43291/48799

n=143474: c68597(1099999999......) = 75961551172841100059 * c68577(1448101023......)

# P+1 B1/B2=45497/1169293

n=143516: c71751(1379773168......) = 94424549505704020429 * c71731(1461244110......)

# P+1 B1/B2=31891/42209

n=144236: c71233(1009999999......) = 2883629171178401729 * c71214(3502530804......)

# P+1 B1/B2=2917/4357007

n=144692: c71020(4215585179......) = 11621353665363782449 * c71001(3627447628......)

# P+1 B1/B2=30517/6116161

n=144766: c72382(9090909090......) = 1724577402493373837891 * c72361(5271383631......)

# P+1 B1/B2=162593/2636033

n=144824: c70545(1399065245......) = 1760537495377506775144289 * c70520(7946807435......)

# P+1 B1/B2=44351/159739

n=145026: c41354(1913776992......) = 1225176648663054277 * c41336(1562041681......)

# P+1 B1/B2=49253/3967963

n=145384: c68344(1049912060......) = 161443085370720886529 * c68323(6503295312......)

# P+1 B1/B2=10709/63649

n=145676: c71743(1905276355......) = 412796629294637881 * c71725(4615532734......)

# P+1 B1/B2=30271/31177

n=147124: c73560(9900990099......) = 90068810376484981380149 * c73538(1099269553......)

# P+1 B1/B2=307/15647251

n=147452: c72961(1009999999......) = 12808220965390444942501 * c72938(7885560396......)

# P+1 B1/B2=190709/4836157

n=148126: c67293(6471178150......) = 1001478443079441914929 * c67272(6461625005......)

# P+1 B1/B2=2879/5138633

n=148562: c72937(1551387584......) = 365897443393820609 * c72919(4239951964......)

# P+1 B1/B2=19727/455681

n=148728: c49560(2368564936......) = 9070825853126695033 * c49541(2611189956......)

# P+1 B1/B2=7237/1774559

n=149320: x59694(3498240378......) = 11169608198874896161 * c59675(3131927562......)

# P+1 B1/B2=57329/4098467

n=151356: c50437(8506112411......) = 176027433713239189 * c50420(4832265193......)

# P+1 B1/B2=9923/64709

n=152144: c73729(1000000009......) = 214081511190817297 * c73711(4671118044......)

# P+1 B1/B2=56053/245513

n=152196: c46080(9901000000......) = 29234375146927709749 * c46061(3386766418......)

# P+1 B1/B2=80557/3504929

n=152694: c47789(5749158083......) = 90829987343449846579 * c47769(6329581508......)

# P+1 B1/B2=9949/17609

n=152764: c75575(1120464427......) = 54826265391410487209 * c75555(2043663597......)

# P+1 B1/B2=49417/15280723

n=154424: c76013(1347840797......) = 14430587514015432209 * c75993(9340165785......)

# P+1 B1/B2=43651/157721

n=154596: c47507(5456860367......) = 64101401824048100929 * c47487(8512856524......)

# P+1 B1/B2=38219/4679383

n=155654: c77257(1099999999......) = 29641837406485048957 * c77237(3710971033......)

# P+1 B1/B2=97303/12310979

n=155862: c44491(6409481403......) = 5299835880096546013 * c44473(1209373563......)

# P+1 B1/B2=5923/58763

n=156202: c78068(5087494742......) = 2950009543546463946539 * c78047(1724568909......)

# P+1 B1/B2=38561/45979

n=156454: c77521(1099999999......) = 2539245217655407973 * c77502(4331995950......)

# P+1 B1/B2=99809/854213

n=157670: c63058(1453442917......) = 1732609444497980011 * c63039(8388750977......)

# P+1 B1/B2=17891/166013

n=157876: c76161(1009999999......) = 112587102910855473105721 * c76137(8970832128......)

# P+1 B1/B2=1451/22853

n=158952: c51255(4658652408......) = 2345991864721179384289 * c51234(1985792226......)

# P+1 B1/B2=32371/1041289

n=158968: c76788(6281780590......) = 12364782804453567737 * c76769(5080380860......)

# P+1 B1/B2=24767/59747

n=159292: c68233(5102696709......) = 168129668535559949 * c68216(3034976963......)

# P+1 B1/B2=12491/2756713

n=159544: c60460(4635215982......) = 15308996424578762137 * c60441(3027772594......)

# P+1 B1/B2=61441/2402461

n=163708: c81852(9900990099......) = 2965029613831287969439321 * c81828(3339255045......)

# P+1 B1/B2=6551/87407

n=164386: c82171(2620595433......) = 206736898038869669573 * c82151(1267599281......)

# P+1 B1/B2=55949/216781

n=164400: c43504(5522513659......) = 2955278967823221601 * c43486(1868694535......)

# P+1 B1/B2=35839/48787

n=164858: c79724(8039399223......) = 2053354603412360447 * c79706(3915251272......)

# P+1 B1/B2=24247/88793

n=164906: c70645(1086178712......) = 1790492563299631969 * c70626(6066368185......)

# P+1 B1/B2=7417/5368409

n=165402: c55046(4464813343......) = 71486908562556423348475249 * c55020(6245637743......)

# P+1 B1/B2=23899/456679

n=166244: c72859(2977839898......) = 751628769507871789 * c72841(3961849278......)

# P+1 B1/B2=43487/2771971

n=166858: c79008(6602000167......) = 6918458239816009297517 * c78986(9542588736......)

# P+1 B1/B2=69539/100931

n=167838: c50821(2732006773......) = 8412331382243959567 * c50802(3247621437......)

# P+1 B1/B2=26297/777661

n=167894: c83153(5078877976......) = 2311880275608858089 * c83135(2196860291......)

# P+1 B1/B2=167039/6081457

n=168668: c83430(3963036244......) = 121172931484987006223101 * c83407(3270562324......)

# P+1 B1/B2=143593/606653

n=168832: c84344(1102167427......) = 71783084182145730719489 * c84321(1535413865......)

# P+1 B1/B2=150517/4148659

n=169552: c84754(3537214495......) = 183235866689660864017 * c84734(1930416003......)

# P+1 B1/B2=117043/678133

n=169692: c55536(9901000000......) = 6703549310196471001 * c55518(1476978767......)

# P+1 B1/B2=60923/126839

n=169784: c80353(1000099999......) = 77035785833146347754793 * c80330(1298227816......)

# P+1 B1/B2=14401/19073

n=169788: c56569(3207969135......) = 5102359794253786609 * c56550(6287226430......)

# P+1 B1/B2=36767/1500857

n=169792: c72541(4413174838......) = 13259646337502776513 * c72522(3328274922......)

# P+1 B1/B2=65761/192091

n=170046: c54648(9999999990......) = 1103361371685624637 * c54630(9063213781......)

# P+1 B1/B2=5479/61169

n=170636: c82321(1009999999......) = 3585222082080182433469 * c82299(2817119767......)

# P+1 B1/B2=185299/1102279

n=170738: c85353(4207005726......) = 102938032408889943169 * c85333(4086930387......)

# P+1 B1/B2=62761/9868829

n=170824: c84241(1000099999......) = 2261142675237851329 * c84222(4422984940......)

# P+1 B1/B2=35897/4413293

n=172824: c54416(5113823740......) = 693816265120718449 * c54398(7370573447......)

# P+1 B1/B2=8971/692347

n=172964: c78601(1009999999......) = 22842340358503456781 * c78581(4421613478......)

# P+1 B1/B2=6661/52081

n=173304: c55096(1456019999......) = 1522043691480099649 * c55077(9566216840......)

# P+1 B1/B2=12163/1205257

n=173748: c57883(2243620852......) = 10636697706731171689 * c57864(2109320876......)

# P+1 B1/B2=1523/15161

n=174194: c86481(1138203476......) = 50352044078130727609 * c86461(2260491101......)

# P+1 B1/B2=106541/3970271

n=175198: c87001(1099999999......) = 21819763092028525103 * c86981(5041301298......)

# P+1 B1/B2=11633/258499

n=176114: c87377(1099999999......) = 537687888491368561 * c87359(2045796499......)

# P+1 B1/B2=32531/182653

n=176256: c55284(1230188118......) = 5027896033804862209 * c55265(2446725449......)

# P+1 B1/B2=42257/2040167

n=176462: c73909(8185721798......) = 358821298534346538463 * c73889(2281280913......)

# P+1 B1/B2=3881/122579

n=176496: c58811(5665818739......) = 7220614263539496913 * c58792(7846726791......)

# P+1 B1/B2=6047/6042277

n=176612: c86847(1104325713......) = 1079172667674463301 * c86829(1023307712......)

# P+1 B1/B2=1867/135697

n=177166: c80503(7805900038......) = 6474728499164515921 * c80485(1205594958......)

# P+1 B1/B2=39451/4034467

n=177234: c58291(6570627906......) = 3189750740078011009432801 * c58267(2059918922......)

# P+1 B1/B2=96589/17540441

n=177438: c59145(1098901098......) = 6190302566779352641 * c59126(1775197717......)

# P+1 B1/B2=37369/155461

n=177464: c76033(1000099999......) = 16875688573004656697 * c76013(5926276700......)

# P+1 B1/B2=35591/99961

n=179426: c80776(3076297544......) = 122659738981195980870046183 * c80750(2507992899......)

# P+1 B1/B2=14293/322727

n=179458: c87978(2270209872......) = 53995717952640356561 * c87958(4204425755......)

# P+1 B1/B2=6029/990329

n=179546: c88829(1099999999......) = 171416250992424256183 * c88808(6417127860......)

# P+1 B1/B2=63149/348827

n=179690: c57585(1530931641......) = 312256109763755647561 * c57564(4902807643......)

# P+1 B1/B2=61667/98773

n=179972: c83025(1145606993......) = 270514482330752789686649 * c83001(4234919268......)

# P+1 B1/B2=39619/854053

n=180622: c83341(8429239518......) = 958559991079914653 * c83323(8793648386......)

# P+1 B1/B2=12343/16333

n=180726: c47521(1098900989......) = 647250067213170877 * c47503(1697799729......)

# P+1 B1/B2=1153/16326859

n=180866: c77500(1239928651......) = 3140982366245380133 * c77481(3947582339......)

# P+1 B1/B2=45553/196247

n=181794: c59038(1231393775......) = 668981872521760183 * c59020(1840698269......)

# P+1 B1/B2=5147/14476409

n=181884: c57895(2222776407......) = 3408168430580737081 * c57876(6521908917......)

# P+1 B1/B2=31727/336109

n=182000: c57585(2912368119......) = 139158844245576792001 * c57565(2092837242......)

# P+1 B1/B2=63703/17301043

n=182036: c85594(3314203797......) = 1345005380678387369 * c85576(2464082185......)

# P+1 B1/B2=1619/4529533

n=182314: c82836(2514287893......) = 1770138590652585539 * c82818(1420390418......)

# P+1 B1/B2=10559/331651

n=183066: c56276(7006398378......) = 3159849877835744809 * c56258(2217320015......)

# P+1 B1/B2=10867/123953

n=183170: c67562(5743425554......) = 82915454675815456241 * c67542(6926845636......)

# P+1 B1/B2=8353/1200179

n=183290: c73287(6040098124......) = 73236130458256692491 * c73267(8247429359......)

# P+1 B1/B2=70729/19074439

n=184316: c81195(1074348331......) = 1905025205468543929 * c81176(5639549170......)

# P+1 B1/B2=54577/2680697

n=184778: c81360(9090909091......) = 45578767667196771899 * c81341(1994549119......)

# P+1 B1/B2=5387/2521613

n=184810: c73907(2648519885......) = 1448249002012103771 * c73889(1828773837......)

# P+1 B1/B2=27281/3669091

n=184922: c92441(2707502818......) = 61860655063956906260197 * c92418(4376776831......)

# P+1 B1/B2=67829/249497

n=185648: c90232(3212008348......) = 496479967010650897 * c90214(6469562846......)

# P+1 B1/B2=148151/4326587

n=185654: c78144(9090910000......) = 12788254226401817143 * c78125(7108796743......)

# P+1 B1/B2=20611/35677

n=186024: c59131(2687549247......) = 1540824349016480881 * c59113(1744228178......)

# P+1 B1/B2=80077/592531

n=186130: c63786(1744364377......) = 9103457504699341824972331 * c63761(1916155896......)

# P+1 B1/B2=60089/798647

n=186200: c60468(1413869383......) = 38573129360946216401 * c60448(3665425665......)

# P+1 B1/B2=3659/6057133

n=186614: c93306(9090909090......) = 1958236895669823539 * c93288(4642394957......)

# P+1 B1/B2=4637/603949

n=187136: c86009(1332595306......) = 874952117736384001 * c85991(1523049409......)

# P+1 B1/B2=3581/1261079

n=187188: c59040(9901000000......) = 3696590669630709421 * c59022(2678413945......)

# P+1 B1/B2=21737/15381019

n=187624: c91633(1000099999......) = 69939226313316357353 * c91613(1429955766......)

# P+1 B1/B2=4973/127843

n=187840: c74987(1961207481......) = 19646578948911132161 * c74967(9982437584......)

# P+1 B1/B2=10427/229553

n=187922: c77754(1860614047......) = 3388714328113656767 * c77735(5490619354......)

# P+1 B1/B2=3373/2708809

n=188152: c90715(1771791296......) = 810819626237132129 * c90697(2185185507......)

# P+1 B1/B2=1499/6404581

n=188858: c93249(7149392179......) = 1996743676781956218251491 * c93225(3580525764......)

# P+1 B1/B2=131891/339751

n=189586: c94773(6403642924......) = 2248010584985279161 * c94755(2848582193......)

# P+1 B1/B2=45161/45197

n=189862: c93251(1422096455......) = 2589932616384381493 * c93232(5490862761......)

# P+1 B1/B2=50221/326441

n=190832: c95398(1812444222......) = 11417265306834142400977 * c95376(1587459144......)

# P+1 B1/B2=117797/9891851

n=191270: c73897(1082199783......) = 2616142464810716521 * c73878(4136624048......)

# P+1 B1/B2=13901/5784991

n=191732: c95864(9900990099......) = 302397023423390894110109 * c95841(3274169165......)

# P+1 B1/B2=121063/826037

n=191760: c47099(2607419176......) = 4707394457083361761 * c47080(5538985951......)

# P+1 B1/B2=64187/215587

n=191982: c54759(8140054907......) = 3470854511235010327 * c54741(2345259612......)

# P+1 B1/B2=95987/387463

n=192094: c82312(1995943726......) = 67780889372598881641 * c82292(2944699818......)

# P+1 B1/B2=42307/302279

n=192328: c92737(1000099999......) = 2586936152745419593 * c92718(3865963212......)

# P+1 B1/B2=31817/200201

n=192372: c56312(9292458442......) = 508762528275399649 * c56295(1826482479......)

# P+1 B1/B2=54421/534283

n=192756: c64238(6187522611......) = 2619146572342030459466809 * c64214(2362419376......)

# P+1 B1/B2=74821/720617

n=193006: c84600(9090909091......) = 10064681509439582939 * c84581(9032485610......)

# P+1 B1/B2=9533/444043

n=193680: c51443(1192581760......) = 141904833061752651703763521 * c51416(8404095438......)

# P+1 B1/B2=16411/10083977

n=193762: c91765(1099999999......) = 8830546540675932703 * c91746(1245676012......)

# P+1 B1/B2=70429/220217

n=194424: c64782(3423057849......) = 31929073774537102153 * c64763(1072081787......)

# P+1 B1/B2=23629/12180529

n=195124: c97523(1673748964......) = 2004922815948394355681 * c97501(8348196505......)

# P+1 B1/B2=13883/13994329

n=196336: c84071(1266989878......) = 2116541750744695009 * c84052(5986132227......)

# P+1 B1/B2=193619/1842329

n=197232: c56240(1159224436......) = 219878384192415649 * c56222(5272116404......)

# P+1 B1/B2=9839/10477

n=197606: c95341(6623518825......) = 30521792838084392394703 * c95319(2170094941......)

# P+1 B1/B2=44179/5653157

n=198080: c79086(5634953954......) = 230172772030188161 * c79069(2448140978......)

# P+1 B1/B2=6361/7652011

n=198748: c90287(3499237854......) = 15840916208423355149 * c90268(2208987036......)

# P+1 B1/B2=125107/6949429

n=198778: c94120(6635010204......) = 1662274566885854539 * c94102(3991524827......)

# P+1 B1/B2=49019/473479

n=199476: c66401(7097840183......) = 691861341019692472472449 * c66378(1025905013......)

# P+1 B1/B2=18899/65203

n=199588: c97267(1750025973......) = 12227768847487934369 * c97248(1431189938......)

# P+1 B1/B2=89963/16348109

n=200354: c78000(9090910000......) = 1532150686791951468859 * c77979(5933430750......)

# P+1 B1/B2=2731/2152753

n=200588: c100286(4487255474......) = 882584836051027152161 * c100265(5084219998......)

# P+1 B1/B2=16453/2710151

n=200706: c60800(9100000000......) = 8669031707495011249 * c60782(1049713544......)

# P+1 B1/B2=59467/1274249

n=201188: c89842(6901100238......) = 59866791636129038809 * c89823(1152742622......)

# P+1 B1/B2=38449/4995169

n=201692: c100830(3991983211......) = 104758239413407303241081 * c100807(3810662754......)

# P+1 B1/B2=133183/7136377

n=201876: c67275(5487376255......) = 1110821699680818002821 * c67254(4939925333......)

# P+1 B1/B2=40499/872071

n=202046: c88128(9090909090......) = 1309511183372325259 * c88110(6942215695......)

# P+1 B1/B2=26407/461639

n=202092: c61173(2653640997......) = 103906745111486522701 * c61153(2553867888......)

# P+1 B1/B2=26683/7871779

n=202834: c98633(2152045159......) = 25257974144323854569 * c98613(8520260364......)

# P+1 B1/B2=5741/23053

n=203130: x51815(1812356554......) = 830745429258908161 * c51797(2181602799......)

# P+1 B1/B2=7753/36107

n=203442: c66070(4020149496......) = 7184134347367587133 * c66051(5595871822......)

# P+1 B1/B2=3119/4805579

n=205022: c98011(1126013256......) = 121860357520906531103 * c97990(9240193281......)

# P+1 B1/B2=18329/45127

n=205202: c96041(1093882556......) = 515161697208240333733 * c96020(2123377112......)

# P+1 B1/B2=108553/521813

n=205214: c102599(2461091793......) = 2690016533294749859 * c102580(9148983894......)

# P+1 B1/B2=7001/16347997

n=205698: c68565(1098901098......) = 446976387436680853 * c68547(2458521590......)

# P+1 B1/B2=35023/175853

n=206022: c68657(1482935511......) = 1150757189438883517 * c68639(1288660653......)

# P+1 B1/B2=7867/16187

n=206446: c102163(5328244052......) = 448195158907233103 * c102146(1188822312......)

# P+1 B1/B2=23201/3023437

n=206994: c68997(1098901098......) = 597385568212750903 * c68979(1839517319......)

# P+1 B1/B2=17747/486433

n=207224: c103594(3928874869......) = 590966864334048929 * c103576(6648215164......)

# P+1 B1/B2=1117/922391

n=207312: c59129(4231269470......) = 1874422352987263969 * c59111(2257372498......)

# P+1 B1/B2=114493/1339729

n=207514: c100353(6522456707......) = 3240181553991382379 * c100335(2012991123......)

# P+1 B1/B2=122299/8064977

n=207976: c103976(1980134398......) = 3816935651392589417 * c103957(5187759446......)

# P+1 B1/B2=10151/122741

n=208028: c102952(1072716670......) = 8323792177769709409 * c102933(1288735528......)

# P+1 B1/B2=55721/96401

n=208682: c103478(9202868352......) = 6194075296377320719099 * c103457(1485753387......)

# P+1 B1/B2=65089/981139

n=208786: c104379(7078789407......) = 570558589172143654139 * c104359(1240677038......)

# P+1 B1/B2=21023/15566911

n=209018: c101901(5763771732......) = 1085418684915846379129 * c101880(5310182893......)

# P+1 B1/B2=182857/2480551

n=209310: c55784(2151891442......) = 12785602962513233136721 * c55762(1683058240......)

# P+1 B1/B2=30949/423299

n=209330: c75669(1180354513......) = 512640019679567900891 * c75648(2302501694......)

# P+1 B1/B2=70241/1767373

n=209372: c98489(1613361083......) = 17178035032555425929 * c98469(9392000192......)

# P+1 B1/B2=15131/1658513

n=209396: c95155(1607796379......) = 75505667259759946441 * c95135(2129371791......)

# P+1 B1/B2=36307/7914253

n=209626: c104147(1234643605......) = 3667259282727705211 * c104128(3366665703......)

# P+1 B1/B2=2693/10600739

n=210136: c105027(1463745250......) = 1728327010251756197441281 * c105002(8469145257......)

# P+1 B1/B2=13103/15796031

n=210152: c103656(9670840689......) = 21650731192097644289 * c103637(4466750154......)

# P+1 B1/B2=26393/7228591

n=210698: c99121(2092143079......) = 25696380309279649573 * c99101(8141781269......)

# P+1 B1/B2=115361/438391

n=211384: c105664(5312407190......) = 1562070270431069513 * c105646(3400875934......)

# P+1 B1/B2=24197/599537

n=211532: c105742(3652776725......) = 12610033388927064829 * c105723(2896722485......)

# P+1 B1/B2=128837/17309101

n=212038: c106008(1366805715......) = 885623053209030571 * c105990(1543326713......)

# P+1 B1/B2=20113/67559

n=212632: c91079(2369650495......) = 1054529437283648537 * c91061(2247116497......)

# P+1 B1/B2=32443/5783047

n=212878: c105622(1684532924......) = 8092147631429646157 * c105603(2081688325......)

# P+1 B1/B2=68909/3753137

n=212890: c83503(3439938218......) = 13621733916537084851 * c83484(2525330651......)

# P+1 B1/B2=7877/247141

n=212920: c85143(9926181988......) = 257767716019990481 * c85126(3850824355......)

# P+1 B1/B2=2243/71821

n=212922: c70943(7229498020......) = 1427426228343200887 * c70925(5064708688......)

# P+1 B1/B2=2423/23039

n=213284: c104980(1250640163......) = 3805983732686371909 * c104961(3285983995......)

# P+1 B1/B2=192737/719893

n=213966: c71297(1100261243......) = 1673839600447660651 * c71278(6573277652......)

# P+1 B1/B2=69911/11842771

n=214382: c91865(3639026318......) = 1171034072087161703 * c91847(3107532398......)

# P+1 B1/B2=2833/1089709

n=214804: c105917(2061729793......) = 271544500442963036369 * c105896(7592603754......)

# P+1 B1/B2=65837/16988891

n=215406: c71771(5535577878......) = 405561432865861819 * c71754(1364917230......)

# P+1 B1/B2=3767/131171

n=215596: c107779(7950736093......) = 347465337855464009 * c107762(2288209852......)

# P+1 B1/B2=7187/87433

n=216114: c71263(2479099738......) = 3121395854780241253 * c71244(7942279205......)

# P+1 B1/B2=14813/1042187

n=216438: c72145(1098901098......) = 85295596386365149663 * c72125(1288344469......)

# P+1 B1/B2=102121/1159027

n=216556: c108267(1875701737......) = 750220415610150041 * c108249(2500200872......)

# P+1 B1/B2=739/124433

n=217230: c53377(1098890109......) = 1760166532573797588241 * c53355(6243103079......)

# P+1 B1/B2=76597/104231

n=217588: c88128(9900990099......) = 60898225969727225549 * c88109(1625825702......)

# P+1 B1/B2=1747/449263

n=217778: c93600(9090909091......) = 793912597995402601 * c93583(1145076814......)

# P+1 B1/B2=44753/321733

n=218302: c90332(3290912833......) = 22002832170241756677136567 * c90307(1495676923......)

# P+1 B1/B2=8069/37517

n=218336: c109143(1265185141......) = 15280494268303711393 * c109123(8279739643......)

# P+1 B1/B2=10567/37871

n=218996: c107329(1009999999......) = 900257883571739929 * c107311(1121900755......)

# P+1 B1/B2=172169/7406297

n=220456: c103653(4921187433......) = 343831301423661497 * c103636(1431279646......)

# P+1 B1/B2=168391/2642839

n=220708: c105496(4996194589......) = 230674549878115061 * c105479(2165906291......)

# P+1 B1/B2=81197/1161331

n=220714: c101700(9534762135......) = 6065944264263338339 * c101682(1571851260......)

# P+1 B1/B2=22079/146701

n=220904: c108131(1347754356......) = 5868239113889872759649 * c108109(2296692978......)

# P+1 B1/B2=6359/1136041

n=221204: c104065(1009999999......) = 3774266553729151589 * c104046(2676016613......)

# P+1 B1/B2=32983/628207

n=221666: c109881(9730236275......) = 341295503332144649 * c109864(2850971132......)

# P+1 B1/B2=8297/121997

n=221794: c108267(2292482696......) = 896000904842657183 * c108249(2558571854......)

# P+1 B1/B2=6823/12163

n=221798: c110898(9090909090......) = 1392477309710903172413 * c110877(6528586877......)

# P+1 B1/B2=90703/9028501

n=222162: c72703(5517933685......) = 4255694591166161089 * c72685(1296600018......)

# P+1 B1/B2=3517/1469729

n=222268: c110102(5880000522......) = 20201985993189907409 * c110083(2910605187......)

# P+1 B1/B2=146777/1068491

n=222584: c111270(2050551456......) = 7409015287124511169 * c111251(2767643711......)

# P+1 B1/B2=40433/263083

n=222876: c72000(9999990000......) = 35400081127675687849 * c71981(2824849458......)

# P+1 B1/B2=113041/438989

n=222986: c111463(2649310171......) = 4673354182301352521 * c111444(5668969370......)

# P+1 B1/B2=7151/43661

n=89220M: c11863(1200358804......) = 278537050633714021 * c11845(4309512151......)

# P+1 B1/B2=10501/4207201

n=114380M: c18137(1334894795......) = 18210133795711043215731521 * c18111(7330505146......)

# P+1 B1/B2=59747/1256821

n=116180L: c22464(3541000000......) = 4492304112639328018361 * c22442(7882369294......)

# P+1 B1/B2=59123/636421

n=209740L: c41915(5048849620......) = 262321480628805461 * c41898(1924680208......)

# P+1 B1/B2=8861/7476529

# 1299 of 300000 Φn(10) factorizations were finished. 300000 個中 1299 個の Φn(10) の素因数分解が終わりました。

April 7, 2025 2025 年 4 月 7 日 (-)

# via factordb.com

n=50254: c25126(9090909090......) = 5116640408857406640997319293 * c25099(1776734021......)

n=50614: c25234(2294337420......) = 133941356764762240316797 * c25211(1712941749......)

n=50894: c25383(2377745504......) = 89682162960215866683181859 * c25357(2651302585......)

n=25906: c12918(7082460560......) = 3533488378446998705791653503 * c12891(2004382016......)

n=52586: c26287(2881273937......) = 17984392572632070870618943 * c26262(1602096888......)

n=52786: c26385(3870156542......) = 1908027513533967227683218521 * c26358(2028354682......)

n=53722: c26831(1143788786......) = 2928721047668638181678325967 * c26803(3905420722......)

n=54118: c27026(2159529110......) = 14933754609009538722658597 * c27001(1446072449......)

n=54566: c27282(9090909090......) = 9593540832682111131432797 * c27257(9476072755......)

April 4, 2025 2025 年 4 月 4 日 (-)

# via factordb.com

n=42002: c20967(2379527343......) = 4098583972962869399206129 * c20942(5805730367......)

n=42634: c21316(9090909090......) = 827180008583858037451244731183 * c21287(1099024274......)

n=42694: c21334(4609620329......) = 7049648267749370023302374047 * c21306(6538794780......)

n=43534: c21693(5001060245......) = 3422101625490976067307736891 * c21666(1461400271......)

n=43598: c21781(1682797944......) = 86705464658773852604983609 * c21755(1940821090......)

n=43682: c21821(1993650880......) = 5219036025209433265795576903 * c21793(3819959991......)

n=44218: c22102(5139820859......) = 18957224317001756962393013 * c22077(2711272902......)

n=44258: c22121(9129205193......) = 6844875685307993691614093 * c22097(1333728414......)

n=44342: c22165(1366784752......) = 3172986338276927004266644811990383 * c22131(4307565827......)

n=44686: c22327(1380663594......) = 385901506000833152720502757 * c22300(3577761612......)

n=46346: c23128(7245825263......) = 12276495111259011139055269428613 * c23097(5902193742......)

n=47374: c23653(2235189723......) = 4829242665622687455086809 * c23628(4628447726......)

n=47534: c23750(8193590408......) = 2952256418998409645417527 * c23726(2775365431......)

n=47602: c23795(3182946536......) = 17334219585147986833819005769 * c23767(1836221423......)

n=47746: c23855(8216482404......) = 87115855227436934801317531 * c23829(9431672780......)

n=47834: c23911(3801008103......) = 246943903656261899494094081 * c23885(1539219250......)

n=48002: c23995(3787705184......) = 1333691188721786203967288093 * c23968(2840016652......)

n=48782: c24390(9090909090......) = 208881892427867034671133997 * c24364(4352176718......)

n=49262: c24630(9090909090......) = 334075684679599964356819 * c24607(2721212440......)

April 3, 2025 2025 年 4 月 3 日 (-)

# via factordb.com

n=30146: c15032(1756887177......) = 90524782553287173030044659 * c15006(1940780333......)

n=30298: c15148(9090909090......) = 10712020730955007035778230606143 * c15117(8486642547......)

n=30466: c15217(2796874797......) = 37931160837995475154582601 * c15191(7373554448......)

n=30518: c15236(2046719274......) = 69789960592381269668878440569 * c15207(2932684381......)

n=30698: c15348(9090909090......) = 3926945916840081795886686289 * c15321(2315007459......)

n=31634: c15780(3805621167......) = 10478671555074927371863441 * x15755(3631778272......)

n=31634: x15755(3631778272......) = 128381444086991277964116259 * c15729(2828896572......)

n=32386: c16174(5355704291......) = 61084471758509641518673969 * c16148(8767701737......)

n=32762: c16352(6340581717......) = 6382925115977738277432983 * c16327(9933661451......)

n=32894: c16440(1818222182......) = 27816905933867118169212981973 * c16411(6536392606......)

n=33494: c16734(1963409339......) = 15629974341342735986390447 * c16709(1256182062......)

n=33758: c16873(2448142826......) = 1151245139785123364693849 * c16849(2126517404......)

n=33862: c16926(2684614207......) = 2868697111528756581494421397 * c16898(9358304844......)

n=33926: c16933(4666233442......) = 12292155030785509136907289 * c16908(3796106891......)

n=33986: c16992(9090909090......) = 2012840363506364280067525288277 * c16962(4516458063......)

n=34898: c17443(5209958731......) = 12469020889578554597252830961 * c17415(4178322242......)

n=34942: c17452(4832106195......) = 669950234301364941330923201 * x17425(7212634532......)

n=34942: x17425(7212634532......) = 27271809969241307610942796505913293 * c17391(2644721615......)

n=35158: c17573(2873024113......) = 34298550125750049182392357 * c17547(8376517675......)

n=36658: c18267(9042035252......) = 14018276300556639144855853 * c18242(6450176226......)

n=37042: c18520(9090909090......) = 337894788873627040304138813926237489 * c18485(2690455547......)

n=37822: c18899(1684474642......) = 872489321586947061797657647 * c18872(1930653591......)

n=37834: c18911(1264651461......) = 61584714386817922608585426761 * c18882(2053515184......)

n=37894: c18933(4585027875......) = 3696425268412255714826663 * c18909(1240395122......)

n=39166: c19546(1674920892......) = 698997921906508114559929339 * c19519(2396174352......)

n=39194: c19591(4638905292......) = 50193640499454677093544197 * c19565(9242018005......)

n=40402: c20200(9090909090......) = 27929793973117989110700809 * c20175(3254914482......)

n=40438: c20194(1071277476......) = 41725428565897896082856293 * c20168(2567445113......)

n=40594: c20282(3040537961......) = 13728994902300740489949595377131 * c20251(2214683582......)

n=41894: c20946(9090909090......) = 80997955548084194165993357 * c20921(1122362784......)

April 2, 2025 2025 年 4 月 2 日 (-)

# via factordb.com

n=5318: c2639(1315192518......) = 10223283908718806229974798349527 * c2608(1286467763......)

n=6442: c3211(1476655188......) = 1696049704803242192919250313677428233851 * c3171(8706438167......)

n=8314: c4121(6964922294......) = 293907808135759969957095643232701127 * c4086(2369764293......)

n=9046: c4477(2071696319......) = 8102833425229496322521731762234223 * c4443(2556755409......)

n=10666: c5271(1585903083......) = 47564927485424867801650167597073259 * c5236(3334185853......)

n=12494: c6183(5736953683......) = 50471020160907875444817030486131 * c6152(1136682727......)

n=14302: c7135(1680198971......) = 37439401305949894223067599786549193049 * c7097(4487782690......)

n=16486: c8234(1114860030......) = 321399358370522481495205483219 * c8204(3468768688......)

n=17494: c8736(5255378804......) = 28487118729248042602340990556383 * c8705(1844826377......)

n=18022: c9003(2965514157......) = 348878458603306252644985985662363733 * c8967(8500135460......)

n=19094: c9520(2860857152......) = 286076594104155228316359875960891 * c9488(1000031883......)

n=19354: c9661(4963628165......) = 25360596316032631924281483317 * c9633(1957220604......)

n=20446: c10222(9090909090......) = 22936160771041456444675725943 * c10194(3963570530......)

n=20518: c10258(9090909090......) = 112613958997205725802236410131 * c10229(8072630757......)

n=21718: c10832(2367568451......) = 8681455900727161767274969256863 * c10801(2727155995......)

n=21722: c10835(1898134194......) = 304173484127912785710047526938011 * c10802(6240301320......)

n=23438: c11693(3670939786......) = 593044045171364271594961 * c11669(6189995188......)

n=23678: c11826(3940454967......) = 2246675840362916190444780943 * c11799(1753904544......)

n=23806: c11896(1097340957......) = 1533554542992675973790225129 * c11868(7155539151......)

n=24502: c12244(2120155082......) = 17575469654583021549944837 * c12219(1206314894......)

n=25178: c12537(2634687031......) = 1305448389804381022500437213 * c12510(2018223816......)

n=25478: c12733(2378754298......) = 9811671260081046476399994421183 * c12702(2424412962......)

n=25646: c12822(9090909090......) = 23736172377767671263287334234653 * c12791(3829981071......)

n=26366: c13172(3113583440......) = 8385955920248242822599883853 * c13144(3712854527......)

n=26518: c13179(1536955999......) = 4675726427524942256515228932041 * c13148(3287095649......)

n=26834: c13416(9090909090......) = 18676130446987339587865244357 * c13388(4867662022......)

n=26926: c13458(3376131426......) = 2854693121864355597842041 * c13434(1182660020......)

n=27338: c13660(1276780418......) = 854107856955475452430056409 * c13633(1494870241......)

n=27382: c13652(1636862671......) = 1061040108258970855190042009 * c13625(1542696321......)

n=27826: c13906(7102289373......) = 42346510280845987778075051 * c13881(1677184099......)

n=28586: c14274(3512111507......) = 799015808382254004218093569 * c14247(4395546959......)

n=28822: c14393(6591875161......) = 148379548070415027474631047607 * c14364(4442576653......)

April 2, 2025 2025 年 4 月 2 日 (whizbang)

# via yoyo@home

n=641: c577(7358306119......) = 12085617555241569382438926680536433232701018658252107 * c525(6088481689......)

# ECM B1=260000000, sigma=0:7527035130300174745

April 1, 2025 2025 年 4 月 1 日 (Kurt Beschorner)

n=2519: c2269(1560659369......) = 3344740088196135661104472121134943715923 * c2229(4666010896......)

# ECM B1=6e6, sigma=3:2358042792

n=4820L: c939(1129070523......) = 2262209447715516980692086996107357947938526655501 * c890(4991007902......)

# ECM B1=20e6, sigma=3:1886198365

n=4900L: c789(6468124580......) = 369169441510151013607354454470665861727694701 * c745(1752074752......)

# ECM B1=20e6, sigma=3:1394282313

n=6420L: c775(7642967005......) = 13329029403575435318735175592953970611301 * c735(5734076183......)

# ECM B1=30e6, sigma=3:-239762571

n=11540M: c2255(3619223168......) = 61584778618500462652202524822405526379185041 * c2211(5876814449......)

# ECM B1=6e6, sigma=3:1960027115

n=14539: c11881(1111110999......) = 11418887972800028519 * x11861(9730465896......)

# P-1 B1=180e6

n=14539: x11861(9730465896......) = 28972142041876571456928255475268534923 * c11824(3358559364......)

# P-1 B1=180e6

n=14567: c12455(1732033734......) = 21803447863734246253033324507 * p12426(7943852481......)

# P-1 B1=150e6

$ ./pfgw64 -tc -q"9*(10^14567-1)/1132951665603861689412887744182599836679049930100528077/(10^7-1)/(10^2081-1)"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing 9*(10^14567-1)/1132951665603861689412887744182599836679049930100528077/(10^7-1)/(10^2081-1) [N-1/N+1, Brillhart-Lehmer-Selfridge]

Running N-1 test using base 2
Running N+1 test using discriminant 5, base 1+sqrt(5)

Calling N-1 BLS with factored part 0.06% and helper 0.01% (0.18% proof)
9*(10^14567-1)/1132951665603861689412887744182599836679049930100528077/(10^7-1)/(10^2081-1) is Fermat and Lucas PRP! (5.0909s+0.0006s)

n=14571: c9690(2730943596......) = 10938251156591455201 * c9671(2496691250......)

# P-1 B1=150e6

n=14589: c9720(9990000009......) = 6387577059306882878324490907 * c9693(1563973305......)

# P-1 B1=150e6

n=14592: c4558(3477622264......) = 2361326553312418191282078033503866303285249 * c4516(1472740930......)

# P-1 B1=500e6

n=14603: c13728(9000000000......) = 1559579509071830572814813182237 * c13698(5770786258......)

# P-1 B1=150e6

# 1297 of 300000 Φn(10) factorizations were finished. 300000 個中 1297 個の Φn(10) の素因数分解が終わりました。

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