The First 498 Bernoulli Numbers 369 downloads.pdf

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Title: The First 498 Bernoulli Numbers

Editor: Simon Plouffe

Release date: April 1, 2001 [eBook #2586]
Most recently updated: April 3, 2015

Language: English

Other information and formats: www.gutenberg.org/ebooks/2586

*** START OF THE PROJECT GUTENBERG EBOOK THE FIRST 498
BERNOULLI NUMBERS ***

Mathematical constants and numbers

edited by Simon Plouffe Associate Professor LaCIM, University of
Quebec at Montreal http://www.lacim.uqam.ca/pi : Plouffe's Inverter
plouffe@math.uqam.ca

The first 498 Bernoulli numbers are the coefficients of the series
expansion of

t*exp(x*t)/(exp(t)-1) = sum( B(n,x)/n!*t^n, n=0..infinity ).

Bernoulli(2) 1/6

Bernoulli(4) -1/30

Bernoulli(6) 1/42

Bernoulli(8) -1/30

Bernoulli(10) 5/66

Bernoulli(12) -691/2730

Bernoulli(14) 7/6

Bernoulli(16) -3617/510

Bernoulli(18) 43867/798

Bernoulli(20) -174611/330

Bernoulli(22) 854513/138

Bernoulli(24) -236364091/2730

Bernoulli(26) 8553103/6

Bernoulli(28) -23749461029/870

Bernoulli(30) 8615841276005/14322

Bernoulli(32) -7709321041217/510

Bernoulli(34) 2577687858367/6

Bernoulli(36) -26315271553053477373/1919190

Bernoulli(38) 2929993913841559/6

Bernoulli(40) -261082718496449122051/13530

Bernoulli(42) 1520097643918070802691/1806

Bernoulli(44) -27833269579301024235023/690

Bernoulli(46) 596451111593912163277961/282

Bernoulli(48) -5609403368997817686249127547/46410

Bernoulli(50) 495057205241079648212477525/66

Bernoulli(52) -801165718135489957347924991853/1590

Bernoulli(54) 29149963634884862421418123812691/798

Bernoulli(56) -2479392929313226753685415739663229/870

Bernoulli(58) 84483613348880041862046775994036021/354

Bernoulli(60)
-1215233140483755572040304994079820246041491/56786730

Bernoulli(62) 12300585434086858541953039857403386151/6

Bernoulli(64) -106783830147866529886385444979142647942017/510

Bernoulli(66)
1472600022126335654051619428551932342241899101/64722

Bernoulli(68) -78773130858718728141909149208474606244347001/30

Bernoulli(70)
1505381347333367003803076567377857208511438160235/4686

Bernoulli(72)
-5827954961669944110438277244641067365282488301844260429/1401
00870

Bernoulli(74)
34152417289221168014330073731472635186688307783087/6

Bernoulli(76)
-24655088825935372707687196040585199904365267828865801/30

Bernoulli(78)
414846365575400828295179035549542073492199375372400483487/331
8

Bernoulli(80)
-460378429947945764693557496901904684979425787275128891965686
7/230010

Bernoulli(82)
1677014149185145836823154509786269900207736027570253414881613
/498

Bernoulli(84)
-202457619593529036023113116011173100998991739119809087728108
3932477/3404310

Bernoulli(86)
6607146194176786535738478474262614962778306866533889317619969
83/6

Bernoulli(88)
-131142648867401750799551142401931184334575027557202864429691
9890574047/61410

Bernoulli(90)
1179057279021082799884123351249215083775254949669647116231545
215727922535/ 272118

Bernoulli(92)
-129558594820753752798942782853857674965934148371943514302331
6326829946247/1410

Bernoulli(94)
1220813806579744469607301679413201203958508415202696621436215
105284649447/6

Bernoulli(96)
-211600449597266513097597728109824233673043954389060234150638
733420050668349987 259/4501770

Bernoulli(98)
6790826067290549562405111754640360560734219572850448750907396
1249992947058239/6

Bernoulli(100)
-945980378191221252952274330694937218727028415330669361333856
962043113954151972 47711/33330

Bernoulli(102)
3204019410860907078243020782116241775491817197152717450679002
501086861530836678 158791/4326

Bernoulli(104)
-319533631363830011287103352796174274671189606078272738327103
470162849568365549 721224053/1590

Bernoulli(106)
3637390317261741440815182015159342716923129864058169003893081
637828187987338620 2346572901/642

Bernoulli(108)
-346934224784782878955208865932385254139976678576049114687000
589137150126631972 4897592306597338057/209191710

Bernoulli(110)
7645992940484742892248134246724347500528752413412307906683593
870759797606269585 779977930217515/1518

Bernoulli(112)
-265087960215509971335259721468516201444315149919250989645178
842768096675651487 5515366781203552600109/1671270

Bernoulli(114)
2173783231936916333331076108665299147572115667909083136080611
011493360548423459 3650904188618562649/42

Bernoulli(116)
-309553916571842976912513458033841416869004128064329844245504
045721008957524571 968271388199595754752259/1770

Bernoulli(118)
3669631199697131115349471515855850066846063610806992043010594
406764144850458064 61889371776354517095799/6

Bernoulli(120)
-515074865350791090618439968578499832740951703532626752130928
691671992974749229
85358811329367077682677803282070131/2328255930

Bernoulli(122)
4963366607926258191253263747599075743872279031106013977030931
179315068321410043 1329033113678098037968564431/6

Bernoulli(124)
-958767753342471287507749031075424446205788300132973368195535
127293585933544359 44413631943610268472689094609001/30

Bernoulli(126)
5556330281949274850616324408918951380525567307126747246796782
304333594286400508
981287241419934529638692081513802696639/4357878

Bernoulli(128)
-267754707742548082886954405585282394779291459592551740629978

686063357792734863 530145362663093519862048495908453718017/510

Bernoulli(130)
1928215175136130915645299522271596435307611010164728458783733
020528548622403504
078595174411693893882739334735142562418015/8646

Bernoulli(132)
-410951945846993378209020486523571938123258077870477502433469
747962650070754704
863812646392801863686694106805747335370312946831/4206930

Bernoulli(134)
2645901718707177256336357372488790151512545255931686884119185
548406677655916905
40727987316391252434348664694639349484190167/6

Bernoulli(136)
-842902263433674051312875780603661936493366123975474357671892
069122304422426282
12786558235455817749737691517685781164837036649737/4110

Bernoulli(138)
2694866548990880936043851683724113040849078494664282483862150
893060478501559546
243423633375693325757795709438325907154973590288136429/274386

Bernoulli(140)
-328949098643589880393069954885188400688053747693113098130746
708516250480297361
8096693859598125274741604181467826651144393874696601946049/67
9470

Bernoulli(142)
1473185328088858956587008044245321423980421702399064267619487
899740754606158164
3106569966189211748270209483494554402556608073385149191/6

Bernoulli(144)
-305024469837360756503515583690172635740500710425656676188419
185243485103374476
1276392695669329626855965183503295793517411526056244431024612
640493/2381714790

Bernoulli(146)
4120570026280114871526113315907864026165545608808541153973817
680034790262683524
284855810008621905238290240143481403022987037271683989824863/
6

Bernoulli(148)
-169173714561401897986556109511216618960768285214730140081648
067591695787117864
8433284821493606361235973346584667336181793937950344828557898
347149/4470

Bernoulli(150)
4633655793891627414432844258118062649822337254252957998522998
073253793155015723
0576003059476968829630837519391378770370769301022410161390422
7979066275/2162622

Bernoulli(152)
-373701814115510850210589288849128216583748953148893295176850
712718240973132847

2084456653639812530140212355374618917309552824925858430886313
795805601/30

Bernoulli(154)
1025971868203802105102779423837918446102573865246056923399277
648975088133750686
3808448685054322627708245455888249006715516690124228801409697
850408284121/138

Bernoulli(156)
-817180860832626285107564597536734523135957103961164675821520
905960925486991383
4694299550948828465080397683633716467049473386655982976884836
350662433481896141 9869/1794590070

Bernoulli(158)
1716726769011532100721830835061033951375139222740295641505001
352653081481973585
5199920586787037401328972826098426962357988077240852239697525
0682773558018919/6

Bernoulli(160)
-424086079420331037606556349236115694998939808708637321471062
577845844194047783
9981850928830420029285687066701804645453159767402961229305942
765784122421197736 180867/230010

Bernoulli(162)
1584451495144416428390934243279426140836596476080786316960222
380784239380974799
8803643636479781686345904182158544197937165493888659053485343
756299287320087862 33507729/130074

Bernoulli(164)
-205380646091432162655719795866926468378053310231486450681333
723839303449483166
0059120392638854094081483317332279380432508494509482852486062
609201354728133535 6200073083/2490

Bernoulli(166)
5734032969370860921631095311392645731505222358555208498573088
911303001784652122
9647032057527091941930952463086112641216788342507044680826483
137881247541686718 15815821441/1002

Bernoulli(168)
-138448285151763960812383465850635172285311091569843452492604
539343177727548367
9125898751654032498361156975864952598334740858904573417658927
014305850902639224 6407576578281097477/3404310

Bernoulli(170)
1953342076266375304149767792384622344814103373509884272151399
957073469791246869
1826768817153635265057253533036981817697995193147742759487278
301874989469915791 7782460035894085/66

Bernoulli(172)
-114437022113333284471871799429918466130080465060324217317552
581486652878322649
3102478136596263330170177308847084162180432820100802012999695
554946757321765958 7609679405537739509973/5190

Bernoulli(174)
4166161554662042831884959593250717297395614318182561412048180

684077407803317591
2708311946192938321074824269456551433579098072518528592794831
763734356976076398 83085093246499347128331/2478

Bernoulli(176)
-136934791048670570764562136251282433222036077447659434835693
871536660804458861
4657557436131706543948464159947970464346070253278291989696390
096800799614617317 655510118710460076077638883999/1043970

Bernoulli(178)
1124251816617941290026484851206299982774720467712867275292043
701618829826708395
7454596541707183631821434183145140854266928570184286149354127
360639468530330943 28968069656979232446257101741/1074

Bernoulli(180)
-617313645401624892464052227226347096019955932829065533753020
205585339779174734
1312347030141906500993752700612233695954532816018207721731818
225290076670213481
102834647254685911917265818955932383093313/7225713885390

Bernoulli(182)
4277269279349192541137304400628629348327468135828402291661683
018622451659989595
5107129158104362387211395469635586552603843289887732196880914
435296265313356879 51612545946030357929306651006711/6

Bernoulli(184)
-857321333523056180131194437347933216431403305730705359015465
649285681432317514

0106860290793244796596346423848090617113194810200307159890091
405951705569561967 62318625529645723516532076273012244047/1410

Bernoulli(186)
2225864609843696805063960222181638518159656791851533816994667
050059961222574248
7595012775838387331550474751212260636163500086787417640903770
807353228157478339 547041472679880890292167353534100797481/42

Bernoulli(188)
-141582777506237587933093868704013973331128236327174780514265
220297120012607479
2078947371156216503110166561822565432921047360528161969691806
131624063485798401
9071572591940586875558943580878119388321001/30

Bernoulli(190)
5411555842544259796131885546196787277987837486638756184149141
588783989774511509
6087334290675173837507062994868227021716725222031067309935812
427778258642034872
38429479957280273093904025319950569633979493395/12606

Bernoulli(192)
-346465752997582699690191405750952366871923192340955593486485
715370392154894102
0004069801625217284925019175980127114021635301665169911151221
313985420290562869
59857727373568402417020319761912636411646719477318166587/8688
41610

Bernoulli(194)
2269186825161532962833665086968359967389321429297588337232986
752409765414223476
6968631997599816118176607357538313239004564952539618371759243
121088729150895349
70310604331636484174526399721365966337809334021247/6

Bernoulli(196)
-627531351104611936725531066998937136031530541533118953055906
391070178246402413
7848048462555457857614211583578896086553453221456098292554979
868376270523131661
1716668749347221458005671217067357943416524984438771831113/17
1390

Bernoulli(198)
8852791486134800496840058101053056522054452640033954842943984
390872119634957949
4069282285662653465989920237253162555666526385826449862863083
834096823053048072
0029861842546939913366995934689061111582964427290341192063222
33/244713882

Bernoulli(200)
-498384049428333414764928632140399662108495887457206674968055
822617263669621523
6875688658023022109991326014126976132793910586545271453405158
400992904780263503
8280288437171235933798427412286115980028001911019788855589367
1151/1366530

Bernoulli(202)
2250525326187264545900714460628885135841050444551247116222631
411681549780530233
5160699575343945749225792906081804275203182356211236861094743
438878579446118424
3869839988529515393557495827502171511612005699503641753707947
1/6

Bernoulli(204)
-110636644250856903590976481422794879200517231299540994715372
334521128669716264
1963338110257097477461932107868201143690258498973457225310980
427605309226568788
9155666478216846509556313209231133207309763067625148249166363
4626858373/281190

Bernoulli(206)
2525292668891404920279427026668969389456388249389889339455604
316691573384284678
2936201000669243616936664447223387438391982213479316519168076
511988009359424930
3819410475996720807371128467104525504752142920439614898070598
4836743/6

Bernoulli(208)
-124073906684330234127114734836969907263347958964127614725878
540721428004033735
7708702129854106109463337735432696662327884942363192480804439
782265113590564081
2063181221280972334965193338438214107578486417026806166184210
160001817890901/ 27030

Bernoulli(210)
4708181368529492614110644197951837317202610608341257204206693
195241245204360822
8759106130104335721332278317410972616188332065375191988858122
543472191504820055
4342299722544020404147351818763644224133262180471896777520393
840396571039563276 2155/9225988926

Bernoulli(212)
-185611066994738826838936104068976402746416046043667192325313
117685322408774192
4378432403442710398247642246902212818749685974336641529240178
398124235555437625
2514810445260249103561318190166700479496616365399646623703756
226308633271686963 07/3210

Bernoulli(214)
4005748930070152861935826766476856180706477227448622268042052
745245798242539770
5463397898995461603415900691094670235170855786189860559691872
027318782716854324
6070884111850631094386559256879136029424445176574691180899448
206378373069370360 7/6

Bernoulli(216)
-119931227701086178585364433229648780036181560695597948031178
092796080391208188
2908800010335503659286487795456356483193236341488681178605460
131851720693754960
5059298307895591515771731031691422489377098686236263367916404
512751010916862894 129855138281961/15270994830

Bernoulli(218)
5646413644023523531472659729552574911763686780871700375627426
663366507837122353
9970758917367068113376982486608387542434867781903315227859036
615564586511750614
6982520482120661127399025066364738126136065995051973573092520
211760615067217012 7523599/6

Bernoulli(220)
-871706480996007465133204367979654447442005318962180320994115
476487724257557961
7540185166306094852502223738126111951612525627910517501081576
202264770178546608
7109374740057429699502124049557324731984516230241089343734886
411617511589017123 23446768306053/7590

Bernoulli(222)
1336805315855217266521085253935989334036987065195149797611188
289129665000800395
5172160792457229376320993686817755409436399268291095350295968
657381088168219133
4902779142690647238320626154317300612246499805666932586030993
409969885423019145 19271322675688591/9366

Bernoulli(224)
-301824001508139208762097868831192538039998322963312026887269
591180756298211115
4053235820050168829922189401964755775948260724401542319799566
237745986245598102
2551919229357426105082809664626440225408396198610910490931293
597990537815431954 92373882916779852781709/1671270

Bernoulli(226)
3168221108903401670436878558215734893322849540781208738796672
473984272484396317
8495969786302720313420241946898714679161868981927712674389822
287105250798869562
9510619743140121735789346089722138141066738563604926458338074
963177669112159201 6493432807733153743581/1362

Bernoulli(228)
-190650290999788816612320192317738583356772903915141314387627
187059905770444593
9156075718972624235764657102074902610737729027517674632609562
387841658709266014
3290054075335219507444491098072158087702012477249322314952529
816329080423713079 65561986133763291349835081839/625170

Bernoulli(230)
1262073704490981856183285609035555562401688731960526176299768
957106264664974510
7532482632213152948299491122977690702642386377706799989565320
538433072623252159
4641159180572947113966254365067360415424033700252584772051018
080635940567599772 72469883621048184279331863155/3102

Bernoulli(232)
-227778296274954464778619309384471000058456114552786104359486
685207159644007658
7235747852022645695523676561694856919437156369375152041285055
935622032497285897
1513593450401719557868990117188918770657603457221630639211777
231026314287675009 63315657655779698470644544064472947/412410

Bernoulli(234)
4808672247710016971165136836990116494968551598781529318057420
685176269502042794
9928193240796699781588872703914400117719478370061890074078263
751656225642188368
6495287564849123342843286211825800198337962453448529082007644
439295666002669973 893196613894216505936316966183107269/63042

Bernoulli(236)
-321467133590936589398380572003196190798000628347443663674019
204361034039315014
3708698849729814044608882728557732330801864852303165442465411
683644683436319692
2548032479902806701562176993971844341971211085796540917994745
699497068700513404 2835903494172569465751671057323145801/30

Bernoulli(238)
2195482808481981623062342737639115494662851052441547847136583
164948726943856544
2138452375719697629394886161086199009071745032148355699097673
730377547354631757
0009246880326744542083860763606992730021293301610982289626534
661120323000565343
80609136268347425707537340996253935261001/1434

Bernoulli(240)
-212191008579182060478563837945461872287372869333130175188325
135660897759482730
0354481463888582059665932472055728423562795871908467589256590
386433953443963348
2134886151859611237360536546092182191540994943645639475725217

311330828877695184
4012432992719925522001911419529928297005743854184672707/95388
64545210

Bernoulli(242)
4535049728315239205021018362829154800039522502549714840841943
960634084990270225
5350438921355494086085728775139633845303257581042481331243929
599974858490046631
6206106590984659821598454767750696159329288090283032586862751
504716828673852724
1360778218692535254144583771935549805772798793/138

Bernoulli(244)
-148067786867881034706213581457472789049099645990315390961261
179176813401590890
0253197632543925157559965099005581639883558125985134242978146
873558628010545299
8791782998569291002171788915241595436738037854816075409545330
575605547042837183
20006046424881681934129216249889269701182688055001/30

Bernoulli(246)
2626686052061021184301959449530583873153195896132630798531898
116743386445899393
5667604739473742565198909211542463521278534160195859180678259
934541606494511333
8168378810138043832891536358769753916174695061208903056552776
976154338169779827
414504134808495078925108569042616724875466536400029203/3486

Bernoulli(248)
-350744554637525331834266774194965125351698611334967218009546
875814550592113317
2244240023419466113277413785800736682458966212429373095894934
752041434119711352
2151645970948865302784292066370663020315014124991662636424475
422897857232250644
37740655097573160922291075175522551466276032634749948001/30

Bernoulli(250)
3053985414762198703102020975667535181880294373982570358384262
712216099013630127
3812260646712489701687011648418591776351395612203731023162737
109807574092950392
3169736053673611338047351599358018820496680832320177208166869
532131642597750371
3933894934399351348240918411922863059423248058823372368106375
/16566

Bernoulli(252)
-897742888716303078436445205805986526326135594094133440338930
199388988621138764
4018394330772429050916553981576435425458416217690946397167518
935169971718945495
9415964995262823025743004001915975128242680213612581748367743
077774468104545056
3008033341203395379057028568776062468558678917867637414867353
68783092237/ 303940201110

Bernoulli(254)
2884759276650094186013272224259584433367802183845217969121665

253431996536437413
8507164880269714807470225801829319408120354727523438539994838
164560129575511208
1211522401848061769539868110287053579527883204733070961095295
256696235478785408
7985127629191094880078635434933391568643930279007460403102076
327/6

Bernoulli(256)
-104203435297641800915507592803138769896333127491490532929531
166632958450572751
9290260805334565313825687466304288058398986061317055037227125
673791728358134975
8270676379026329737258680437265409027141273365440974202940525
915613066356041259
9913831518338400385290760913773448329773518728092595019422753
511174189569/ 131070

Bernoulli(258)
5608169358688946227505158944748461768265648626246569382218117
278552421833895164
1908717980184709547885060218908068568000776767834360070429300
833879662707069272
4581737458833163463691962707616413251768387381536061759636653
832166267249693705
0965012832715786212127558766604029004745230385994288594904775
6404247033/42

Bernoulli(260)
-521850747996151380189059639242126136103693562431225832506537
914329594830081204

0703848766095836974598734762472300638625802884257082786883956
679824964010841565
0511751677174517473289119352826395839723724701055871877364950
555012087015220999
2136323931737361785421705043567071393635797855524677946090221
080900900953923217 3/2291190

Bernoulli(262)
6225500408881102797510043328034969466304425964851480796588968
345345616249056035
4790804896913235295977693771272379103266261063536396404308626
627582760371558183
1379736192606305678462935734624605008567491048471233121195548
340050738694449261
4175497512823803191508029088188458205305675244351279445756172
428826335261196513 /1578

Bernoulli(264)
-259790040816289605871057265894981852446821926693129183547995
941809489012080370
7468900281325124704535527442908101022615930505212028093980003
061941163493997948
3674733012699371525411902546788214149798007597852152403087730
605687705633337526
1474157967390906132257441403942177277395190738112438908312364
218787710672732483 1409104559/374416770

Bernoulli(266)
7433378205465388942374346921315265579914317310442168171995314
028009953929567334
1397636592724713785397334372991707306538931885461890982390991

361955644690371434
5180086262670567138988563504494715187706346245681886987341996
878486341365778158
8400765166054615537660265187819984733697566907570502922002494
298880159654047983 2623/6

Bernoulli(268)
-181215287752963297591649028858266281596159320543301504003425
598637697061538040
5226961260182379836593297005166967391488413519129571745257853
154141444291365915
5413121570056032594973325695467481314969978301631841533809439
574315293254272325
6830883071638325957369194991055197776850603497527503600109515
880553950890416293 966947553269/8070

Bernoulli(270)
3046520935696995573515824242272701117754774305790084108344788
704634810391537752
2466733860491337838213954860962391484156417221996231779563667
991333145310414020
2134556279925445988685657134103647044753614334935369430918736
361622260584801249
0292828963830868021774140963898080446961958927794750526681977
409210580806334902 707423302910890705/73743978

Bernoulli(272)
-538947928701982885901220044234332619235550901238216799744422
193949920234058193
2428533725140323939479047999949436682248001244967154707104896
269136682582392582

1104849723394085108222300354124301728909256582301520849549038
261433905888543184
5818572950688941724489137138548266065883489292508958450183325
347653774440028386 4408173645832802729/69870

Bernoulli(274)
8769216401026017603831682730828013247880390555648369014092342
980022539957820341
2100732276650839136433131336422203561391820639763679056925031
116550944101094517
0696883786500399759308075144882184008248023432975450281978336
106603716700929424
2107179248975708274982528930670627754900585633568069306809352
009453263516817144 40032862515566687/6

Bernoulli(276)
-138818277275348022452425954353842602329478112011984076676099
395045629725653753
6762358314128425435909635398077811882539199662711471185655335
807263675649242817
3490832774755190357868951071267640494075493598567122492351235
864685925413281150
9976085117813579226228043816896540277492813678955116696340112
447278252220205829 6880872854126156007513528607131/4940319930

Bernoulli(278)
3288574272791325983707258196648395370596305758341699742238893
225440550539879910
0980024261644789356677596669076696389866167091377992003771605
595161258127954571
2499250778556026626546917239932911324742106976560473082284930

318446400772765940
7021486798188927253139176046166778181472669994161900278671855
691024038916704559 966546186751742476372279/6

Bernoulli(280)
-849022824259531119911992056584900976021779102357279891826637
435055024636622543
5144540895862924269878096526376888988896473279190955432566511
173411205746712397
6921878875377794377181730501589511059242543228757754984497914
367693119677413274
8963698569487428146051608207528929572430551280038645629924190
704927063667946981
5489106102786158831873003971980149529/7828173870

Bernoulli(282)
2587559349934812883322085725654413384310919994262917266157157
583189600900271737
9314993110538912888759932261638883397790531299585084426973156
913779915781848556
3115558189277550714226378727412391466965017246647885654192510
025002480363963126
5629799342199681140702938684706343978231161798181820654631104
114299131232261971 7261878315979033851316268092742291/11886

Bernoulli(284)
-132959963583526612558423182997702578242047892089625754241387
587021938995020766
5639899901859871099820647861362764024067956089815406441330055
688455987337010272
6713493089587220775607893710741660512332309274991118076352427

194097515731256809
1937739185681066178901105822385739566191012805835839265694429
000135104051173197 039224461050364993416415448157657001/30

Bernoulli(286)
1262786340764743836543650366374180273258073609841543441787781
675688541881984249
2683603250125101679182864126657107853324950024702567245354512
015185842613632845
4462608877814028135357480684003645692740424404849750633939325
832438637957404856
2781825209799628261527492591555049229691481538713081331723845
462120745928641410 668923052992096071568118182416749081409/138

Bernoulli(288)
-442615812201599765691808122866758980149980894097089792430708
687025264687594884
1652238923933674489065786806672342321537012751674084821846458
685429618183214525
2892766580125943491547962849601205964238118312590414109656617
177099586590621475
3458317167114165518201658019936448544962973243846954250115368
951795790676303616
9880300563526920600913900347892060168169080524563821/23102633
4630

Bernoulli(290)
1583789604599337453537326739833777046220864186820001114075420
055809865441453527
1543564952863119764521176201972276766112207895806421717733622
588098873795574046

1066476486097551548991955116319546315427449493825430704787375
985685635337262886
1365705044128276635909901981634343422083675015617772308706601
640686686504161763
68657029205310526817730948015526849382859712055/3894

Bernoulli(292)
-769496271232217048566454403451119653773906354892060893481293
713784107951847019
8573107397677704630765165605752496196216597189856461269640396
599818255776462253
0118908228726419813478701353817417838395849447373427701258680
935193078127734529
0942985827690026019144748986116319143448962997698665018791994
064217597704711709
748695678908604180272686662449493086793580970828093/8790

Bernoulli(294)
3449773681856373803043338987306141539965254192819867705223859
157201392155548477
6094987083498220230343258762599723479511813492334366326554820
459479284181143930
3451011251437993865656175552484850145014444202587617378736472
160288579064961864
0042753824989941649236796441508184505583027508852340588600466
843815569548789621
53088786251490404112306387375170114820733240249707147/1806

Bernoulli(296)
-188857559015849599644010843392678895885945044950582706910852
922191173760549109

4242128180304966356165162290173103044092702582217959772178183
606221416867140355
1064767990946535511234698279062816902280476046778388084857526
581969649350313795
8755653042768030653787972037747931081731858474471152245338707
262764843883020028
5728320936098194745411999104991803838665658699650727659349/44
70

Bernoulli(298)
5683175611528696607080062478072501820703250802520963611339740
016328084145085898
1752516163593431685958581086241677621316796814169778955360250
037610075989131772
7978927107188060064388530290767057228836881638543921870779372
555512626937709064
5484013184046265389329719449523663221529092764894703813815177
897980268745011893
371899061378940560801507189664711567121796987700152153839/6

Bernoulli(300)
-186387899520485901199504534184815606618219184663590593751871
532065577595817436
0523134990756922303410810482600528769479642021001218415879006
164302955370460829
1464348079647177371953569351441515834248331542500477474335755
849990291267751862
9338872151497018335112980997697160322763393043492384398482958
031159337256539857
4762880028289167635570012415606941367995702212211519561707046
505473575241/ 866054419230

Bernoulli(302)
2973291465200532630806903829904687722816594748928577539823277
555432682165499728
4254954541436759755619186929818878962419179787160694148360451
817997811323189321
7305704368472385273922040800836707137461041231809273634503655
528337433968870029
6688429684891348113278558668312073236985859715307626112797507
640656445951869582
1788635361711463230165952857117226399909961673058570176834883
271/6

Bernoulli(304)
-589675230297158695281788013755354803752295210138571786221986
959795954071470823
5406233632122536677446426246295692119684486036889235399687553
979484886254426933
5876370804510037897699613232981352579536578917217268540854988
864027790319217013
6418042712834671973954220336310692060343618525697088254494779
404204319481511369
3600814746189709447821507079960920412101317160689806936226622
681106017/510

Bernoulli(306)
6897357391928647909388698422004485224916221740655301817552190
675058172679651899
7877656996868039998308960063096834110217838077771363058330614
010356266902742455
2384203113812510243331805627699809267240054344772443480095752
572066698167737729

1903461482978315474317326070917319421729056589446455762339503
516758597563678332
3842343436877910918134963509989238341890086272039726627762308
0279813067604999/ 25233558

Bernoulli(308)
-131002831387856790711469249590831570312119175591113111198436
026801033929195852
7789632281425987720420051304810543373657881574797353695997625
625576992435250954
1156474190755449447360548540157110742488736861553733277769463
486445670491299841
4480719878023410727873385962814533473195211579855176810181775
344373602365908034
8249001450368140437083583099127029870537678245450148711191680
759214684176445667 /20010

Bernoulli(310)
3260606235276851195099437047707916012280054709370077715052312
896011476347066426
3137569061479299763246396174870790381827183158505869129986818
900401541012170236
0174635854844213935688176120949187934444814423547102451991673
028031440640119705
7752850694124801781598205133338269426259564611182358074475139
266646779460335469
7005594348845404064852996320133446903527008500489356136774933
641526013474789769 55/20526

Bernoulli(312)
-219310221923496085124921823808404575155215719519880743817262

187359846676808720
9339634961932873204413121354799812430854107803299205525957462
517069794529295542
4940928320898831030553117958335524295334473124061085211019948
034784218328090588
1606393786883347661578747110380713468900860626627458517735797
820729101052113795
3994775163763305088891021061630677200039733393593143027498574
533156207727067805 05888813811597/561706691910

Bernoulli(314)
5831963211655227469096364047000879785191356939385161602680269
994879257080042651
4955313346203698994313311897550498332426841700731679786431087
060191663246884471
1222777875778441595662461445780848421256813210893747663034424
053574110541569291
1032767001030027558118855855057952089777910853586423077582781
831060554157175555
0952336300769014556310739198880207114652836975369297328995687
695253857459754731 55407/6

Bernoulli(316)
-233067620361809547072399023037331827099784685803250931492390
400516341497452585
4459656213454096023152593544127001579959962113568241401538231
186153459784375673
0857227145200622246509066032795288017634942726754909458234645
264430702930529842
4566530803785443652150664665969869536013859984325545357091969
172293504784492214

0649650643216766436923947887297424791260110042630633931227556
547559566964009221 6631914518917/9510

Bernoulli(318)
2812296709019528798105501952374642102617461115460660788141083
455382157119560007
7156388139504050817072318352135336014937133504488344591033637
378875175488860842
1422002155449524574622515517283055458627031464716474833941385
057429898633362315
9576460033941886621832268128526690181797728456957304460454187
242251773619570306
9383015638214571378546092320911382385141634160156861783095114
673655212399723765 743717305197851/4494

Bernoulli(320)
-372182298114796354347362872171816038967539589743750377922680
786048256669121470
5959016239951890193486758232537597591642279654459920857716018
601998378015710967
4580025076608606245689244483284525608083767962245418996857568
217934343211388385
1292530721642055470398317117154079538710079980935339051910764
771797621303275275
2815159815739322121041527686676774334782328158773314452206678
687770745486976844 581551304048486668867/230010

Bernoulli(322)
1194701120251368376772310448927147109786850187339975888751433
693459282282997664
6702161909309680237660201998669294617552009638464244432709441

651377979627696796
3858882633059158119246167943030934495504166401076413042315715
523222043632291104
9729923603439658368190665798519817730297257802768811738244766
184808347628329689
3356637990999976607059658190271101386708876477455968880271181
353449021120174672 279118531405266405457/282

Bernoulli(324)
-382939382669485144236796360534598641464412319414905512671323
836952119988303258
4377556163984602775965899294620028160948209504229098195604243
661949859717087550
5407499412061150205464900091758847003071995515741074078554024
242076867751557265
7924549702183455169967855380465117709578624959367223624074442
219555371133295420
4942399883879329051596664648871055498926334411033125995310873
151284771962309916
237507813788879633942447325937291/34098248730

Bernoulli(326)
1808383072515392862130370135635372000131626793093148880779287
649928820293768508
5927075210556280277082761658297056708380640310685745276129307
990789815786767911
2901521943879321373403686342611036062390075785581242602354115
977490536551875669
2026508213803668789819570234151094586211640196633499617063941
661470860479560003

4748754276790617501738435096855283531518261466844055352065049
361360267960303652 88231301797295663647612503/6

Bernoulli(328)
-203892095573216670456354467587153929853466454883234459494041
921103100468624488
7980129990722833481906996574995006272283772989552251711645339
529824674672295721
3874449897651970943566256862772587598875290638840634417294644
666953048171548797
5393601336024481447017125531286042005245945659596667739616513
230190662881830774
4454944935388834925108370678592735494494812411438800013100442
226704887804736057 100084506757161238437561170752083/2490

Bernoulli(330)
1645074026176120148828651408666634138584441258081394972400015
503830887018872071
9658119876451207931032748030811189911338403495201879917853940
007778344522354341
1867488322718098218284092982079687391392270146095981067032374
720432289322985638
0098439686594375579575836908295488843730286650040809710916301
855565569769559411
4688192421141599313689189778427690359665256283948257291245464
556741556264558183
330312680675299274129472749543281530376155/7305236862

Bernoulli(332)
-314047405731393870136073238990607884611297344032678777408390
794685221172163370

8362506172510706634702922447097017783029079745710482106017053
436314827665116057
1699094881049180803660482733644591278636224534484481850814754
420273709821201199
9082097604691915678402522477068760758560907812094567642327670
866884913570874699
0090669234292333606492817972454637079110995697480078930395170
959989224638658296
1297095349501749155074025993332911366367/5010

Bernoulli(334)
1059594507121393585616143267506787482916278495501915126623804
132940681074072478
8656671352535083819878853423812167842916641966404123623380360
605181762773157593
9553790154021616196778501189528768078400811107009317850171384
096998455082824610
4379199691974213851894753587755965370260923745196450529750595
954878886186142755
4570357719194738371176184923271585550132544505745204387511298
084152885559401376 4288125280661970576229405994478822053767/6

Bernoulli(336)
-110968358518556750910569006059104612436322304793290197896476
208195051113971187
3042566718826132010635437108874910069892032134688620957280864
213276497579267063
7537316003247906088141428531680505004999825009662929869171471
233773103313306324
4894833650574221421335477496494331790029997128928883270452912
343595756835759921

0824990277156331874835082271739544210074457390764522152344639
539520293776122750
96135644427285378787750547213980148328191792731369493029/2203
871994870

Bernoulli(338)
8716676138762899471522592139986413243594383671132459785102770
025622109222882091
8015015179385255873602918987636309673620831503560016764927346
467813464622970816
1579214485318416128870291425640987624153304026736765522468963
515580422620761261
1953141562520823037267994522383193592201128797250784519797918
409123130593469325
5077141601872154192220711933362048083101448836843985821242677
046180932418707999
7350701358985200574078187666941445255865364959/6

Bernoulli(340)
-139969199374294532188729693702577000000465664934371179035889
932037927222630615
1618710085682587608580935602129709555120579837002849041396629
887964715888438379
1466487133901727883452491575071706997348776015272296636310318
052713919926107295
9205960570607504345672675033426810959288741490491658133099197
637151741354653719
4487952555051206433941672142138068377852076260779912263833447
744222838058546287
74864645574223075309564129905544107459811288704862611/330

Bernoulli(342)
9998668693505573637224584790043958308479531692401521180304829
729848562541393432
8556305971042614200131081860430027855591110488355718632533315
391712433004836824
9458087059040520529706556642732809436335612822769043297715578
151918469336944179
4838609465063340041860073244678648429785592501741082638997030
856922741423537618
0511357095230883842694509391795399664266277656193069598848869
500616623370110438
6823791719249365863288962981240951731129450241042813203/798

Bernoulli(344)
-194356679464122366000063557526803181773780189986865586930470
468471859228425694
0585047864332662480710702413578529979967468584658403023059800
832946165496464006
2557602833521189158599030670653044302429200521250792329717629
531968392422269289
9007109181484350605033720455977537412753391449552230076184112
225466977758107807
4744647866179074301908758829861199380922484355941243732828725
677985648233775482
7908028601591041648043989896358637724179061858684905231780173
/5190

Bernoulli(346)
2357481509540470157500613834267781473761111700218916888451462
558812459108832155
8700476292561495266316421750730681754426899890383276767887403

267480686627676268
6859664936770230725545347704885864836420622598430157374668204
179638548021664582
3296808238283621621206384489731250510555262637883050401445208
843392623999725828
0111620289793360632141212087877945966075033938687737132829040
482438463044913103
8276803863555856827022911926926739997059573170366871275264886
61/2082

Bernoulli(348)
-194695824492640851981992854003531231979402523115431228384694
144553383388568488
4185938663359749293528922631351379885288320544746558558870084
671027543542465268
8012456296382730908464900146964812930581729452255732499201813
217364530626290229
8168843323357732912745992876511360630017664883210987513988845
498732688663688098
8465878410619882237596781152380489370724295257792104332503696
582825373077048086
5255839411981737490845873218842325994506284485987111657887488
86648206781/ 56213430

Bernoulli(350)
5021720891096379730799051573085173241660483518103511594223753
375743325735140467
4213986136511779076279539832275546238954087649868632551993338
602454299845646750
4352201616875674226702066988781736776780983675270711591178536
297327588046501114

2731159249422400891958772771702111459554795376045618765306635
220614914925481716
6412986125572849261353785977266554620536587240384285146558861
694196601835656518
1922169705164734493393477247978508055348618032704534473742084
629023675/4686

Bernoulli(352)
-123595612458163473336102111542838674764831835495331502431774
135351050074096606
4583901899479498558999332249563820904546595065237338528429098
863513249662746848
2309183354235563610377651291484274983125139258984606382689516
336611547002063107
6054800071496634622909233303706997995125130120515859762839469
193960001284685791
2774670692305399536165345325498984488273870712756678571647877
650072531390879445
5149509141863220008487339387394404640749069955014825600846412
710922328376313724 7/368521410

Bernoulli(354)
4458695880012678679045241483345173727648526921760404149395783
215384774877669101
9563443875873891685730191225792159808508144405955278309411839
337401759278396174
6096241926858841239939685011047671843464779390679038465124395
229271596498987619
6581652528679172885434648568672742027529256951131154558770505
288898896914003133
0003151200601432709893613802729701685072968681090703554561525

613786761794587069
8810042470808115312986101225890668409233448747808728705068261
98179146216889/42

Bernoulli(356)
-182495206046873904911888730195578392542742158189419165572201
483058631713239993
2863107300071535471234944282480487747301120843564792457739397
612156419407039179
0525169749128982828132077146902780721841387850162775862442199
934474879939605150
4258838307066367023610840523355688698436281986262212424940765
387676142291868035
1635313026317983464924228878796031453114956450654475209761451
384789902062977670
1115098262552562151629993531946710430672386743677617308205579
019072302696542508 379/5370

Bernoulli(358)
2369814649308935043228021398516266995926284111110247054687145
623732369361843591
1411642184657663645971277792033537906347762183635901158641375
259341789919760310
5681460352445932378792454366478006099883273862981279429149811
312127273076915557
8453172162326268591237478265380289893420091132435309649054870
604396285246590795
8751649549222286885339380268684947173053181005751121488921877
337975992137735046
5287299000379375481876741110444691063088672260104977000219302
771368094730410104 32321/2154

Bernoulli(360)
-778920925563520089023277887716919839298513486135455047496265
119151473505464734
9576909376350483945372944159721224210868774785339674113489944
741713882560741450
3523779780215482276161752817270001573106865754709267983609554
304217968136499196
8425138238530710252585175316218097390905698054739393609117605
669741881868029805
2379837722283224245024915839950840658787871046095423820450501
855770235750495486
1644475014053958267630939139585943626066477864173370849965704
755073932530073272 2680932200039559718809/21626561658972270

Bernoulli(362)
7153411022580989403199123439967078116850845513562446455409333
088104139281608917
2429827685161964955182997369703358718106927138069240713231716
173910928401194522
7649892560360729074672778640720680874112214109997197387525352
062913504682830983
7727253935704683264910831873003319706684490415942960730652766
928876787296911149
1607964257990028802688143223597913754482364072986870509377464
524145462283622317
6904124630526882732099120398430089179339282190314646212515622
936459121100998906 169917551/6

Bernoulli(364)
-183994704284560509080143331178864945957306510140556362887227
174299509178095001

3627255711740297705283904210569359740469325761763420160059889
535970821330273820
6862242849606975947076539483777341046657860376203296993121539
300815161693660027
5278502730815274946735504403576344305962086433603582043712329
571511656576075090
1725324315291611671971235084328617227448799050784012403075483
301193072180872965
9207188165402273267771908929719004881279785191361391914450528
631012111465559730 900716078151518537/46110

Bernoulli(366)
2081324367967019740265786459470036224833310562873557450540774
875219432921036336
4029904045498683920274785904391711886368296491226342074760936
891789529952828353
7128619646155369384340380796319852058383198301591487844668907
655774787107504112
3908670727931411334042350252815108953825677465729289506737256
043386826128593266
9643784461912885034984352745012134324851266880718011466493208
024572308839966018
4314807010670380724658486771064683185071514502241671483171013
576410513348441511 54035628560478914687/15414

Bernoulli(368)
-110725230879881321879568054811797526267115166186538309029826
133137308115277324
2072705710402634419202623862420763420569490478663535345142669
800244123704342201
8735956006205049344045722103544008922604669601469021912275106

915663076431336096
0761587856716000690131098571105908045239988081704908481660126
863809763243757816
0633494310213325366325872986533997729205356610740132396709534
260887428332526534
9976365444693844705084679004587031711205053444484096877881567
670717595463105972 8590843972403931253118799/23970

Bernoulli(370)
1054364681019267121830159662373420279818225480653781839149178
920561555806813202
0302690033052949897841042134898904263325098281199203997126891
871846497116894158
3528038472099497987423279686033847352373713634524328902029631
237087627685630315
8404225225651223912805235434755784151235675589206423964860803
286777387807480810
9633551462297232745241469484894178841185378523869768267544472
464691534807166210
4156310859630089274744684862265845975500290596918123665582220
429778397569235238 1312064835994355860201685/66

Bernoulli(372)
-568689887479725062546595969356838834637165735244271465973763
661719818022334876
3053726160045251592818050278521482012458623268746033382205619
045167810748544640
0177877446417556715711032055230455854240595868388654451080202
675047744244991416
1921155240250848138122279301631232871455887057274294567790829
683908770938979791

6096532390599319570627898548589644059563677512384767934591084
504671416330132522
4520710766325936895600819434580574518875433796519293151389916
795779147962584026 929392606854485528272956190655743/1018290

Bernoulli(374)
2723352199884411746657116444168170377882223168882265641892084
901752398169649491
1618651082582707143082377020546888216407884466480834780583096
823087696141619926
2466469270666791566377066677591980435489655129480366457251098
317170822303846655
4266059653621241318840763778221635339312999545256821971375091
832344657163446281
6666446106121343241772625570723451925602179037604045813434065
564118195563426039
2208809071001560270930905476873636208670386352442356434023554
492321216980902574 32456131056504444320853157345201/138

Bernoulli(376)
-211448863259688474211368626409336057907308780651582311178948
123307648749408172
3270965528744920377697491098857650356166180024927899131911330
958233528159264744
2495030553208258548341339318764197461147432848991686338242711
098654931144304725
1485414372153709953470517135177735029061691740899442592315104
849351444284380910
6726613124239420112267088825277206485642395837237408261597068
559738699173717984

4349495505700142239123902982043714578671787314293339023048726
217119025452344630 237832665698519639606247957083240801/30

Bernoulli(378)
4202152324841490851582198491734154054898910989229835692416027
795481485467411812
5168923660953486196733374905502804259896914090928561770278468
934278787386406331
9780937598384842703648747867883936235575961080852921211093650
147700809742931981
7529927993776215011685533261432410077791728458394351343228912
812829117361997697
7934334489084905316976607258938295196444541399673187582471353
770254443521700891
6655393980145141973517955089130955730531962484492375119815462
800173963869199820
6529289924753014269328705445340396548203417533/1651635762

Bernoulli(380)
-585016197049150516429606755440285431916223316191798033687181
061470667150509536
1136712582010547178662265701699764018503602306596996993019630
577431663707143392
5900098105806098867713284437059053896204424709229753767290541
098564831291179653
5010450651733583075122028847986584025427113069993778348629306
554503407744980050
3770579690611705088104129279199307896374389163837636364754432
749556537255589634
5482499897693655950433738779659670972754753872927763302254513

603238686082514797
3153846428111580196229784765036789760566304701/63030

Bernoulli(382)
7863197960928934505546950111939500837911809651372358963456887
700479992720249586
3945986283823608714469880713486237817037414979036031006235383
025032476262083964
3879732438980608407229360095903011655438122640893141975156888
387279010186446870
5338943528995151562674033920875868237506141659719595175929045
869729860277010981
8453665947288873748972700580769864649544946817207071904078063
454972954577208463
9275300568570302009860577097868105330198386061748720507464608
374758342605660554
41410395805129523481902672214740177851314801113/2298

Bernoulli(384)
-110754162756402172153014550168566972984876925083693264831143
127544432717811904
9929840772402313518506200454421589757524762094379450039212922
572896559061121742
0829463050369195924100934681462677996141725794840014638901114
092921099307567106
9409245612465372014808443841918963732454979635619634196765514
065569765406021995
9512403640202700704114373771870813530459318373028548504525928
935234822987991366
9813358585507046530460523465482162681784716015125227737121173
202197874098111893

5331815732788765628347320001270460720535171080710693555387/86
8841610

Bernoulli(386)
2879114883186609620826723532068276104139845449825894019948530
676086618349883233
2451390846634169294587605970366674137179785300214721482640705
972860706168578931
8380725915877198087771183697336447022728991956882235888659007
323457891007577518
4060367188577311832614887005612354400063672439629984465735358
226535865532910705
0942421327006352640962962050523706268382526774187498015180776
642893902628289655
8562307089700264076891047932443887866093895344106726376456045
227910893045747525
8025425810584201571774449957241464340109525100976383/6

Bernoulli(388)
-212991147880947573971537067247145364132920777752220091972964
875702763685497676
6848373990565475962979428972205908857439147439438411638884239
347219877989084579
2835783368209072403070166818305644992935634095949389005892015
797599060514475400
3513006656860950276684281585201054902456125782263083320640198
748322382966038588
4999174198988545409225388966089275443675963590452072551977162
279156780662563656
8537908996210911982475409155309551762403125143065067389753960
600797968698009862

634474184891040512288957749239742206998790145616588343479389/
11670

Bernoulli(390)
1039554412204304060999050471842935871664238236129525031050621
197904673190252061
8163060767830046521926161335277747234937493944615458161377516
766911656373639449
3048382631903692742255314133010448329629034247650705334420681
764871912900141730
1179730182909494636606795995576156560517060235847592695182729
113023238975218843
9129965387795437476499993582526045900893451189212571046394459
132362111490245382
1635861655611589968733715513678100756311255168497746510831950
445025073543747101
1340987371661862741413337000516697089619657504784045957077408
711185/148218378

Bernoulli(392)
-466695632025751781692648017848987870271938714890023252252791
233979618871440977
6663856362141719980502875970806945762712937180144475887677992
558175799481301586
0192020600281853070563114326873197998541353402410622313952599
196293054906353542
3989009021707255789079152868947926798749669926359814617149589
320301348557522754
7175970131771602894568516495986613037151863666577390670765165
933422564746168996
9944131254849692510711894112622003445367468796490163284225239

013749165694046133
3575705618654440961678758307659489630211941486819091805933687
9970513/171390

Bernoulli(394)
6408089123503561743780733337153307953099129474318012960355144
963059569241940504
7872499730827630253193345884471662331289551634330620802493218
379065535184410296
7791249508631724180677304236114904329953319103713608769803340
518450516179464461
2848060091105023422207435680346821332734436564659061020584620
737334419861526379
3221945526269049878303336679680789559545196897417001858979026
517387173254021920
3496470134837096254721957294282692027321105998231580155273075
570903000709400332
7696845686382090792667724329735087910914185529668274347702179
64847/6

Bernoulli(396)
-988721621966561148765332193626328913917748393420050004369569
387264811916954171
2272599143599192048500378488651642094915140827440375089712405
308604847080970538
7715020563676318491207223028465413318847625119271235350352217
955302858427960756
2867103486123224635715566628419901003148442704056714596051123
460682634021450708
8984169700753045593228260069131402870241631072314741775594294
587713198659984061

0369192441659461647425950295710718456957848137284733782503430
592302360661270817
8208624164266478304393420250983951166030567160158076429357475
405669518125043546 52379/233649143825370

Bernoulli(398)
1016190031321556631995342159138863740232818042534921104881669
898031907281690352
1145345726221163084105611450343443221137527690722856383209708
142471452342875346
5396668635584828350191568047516691169323227550857214608779387
901814143411744215
8363016980224840985221472480193976670162670766222990479700877
970643757887433699
7303238218116573968772216970036489561373747407630110362020821
819680854208929607
1120138556683484262445969614805973815951370165282708156036520
187784573149198251
8203276836070340338440456926087676045896575843780172816958752
2360995301639/6

Bernoulli(400)
-637836392102899987100889736245882339465660750081315394597463
772253285515127634
0233027890560615096594286121865475344097985513522508075159945
576230337432280137
6784474875903535720147084146967619965166480436166324915138652
313161158459147438
4405795632554144028686794686434437254523165897512578873435193
473769624127965433
5337851032922764032596035480043437277746989044846001746196415

212741100764966319
8873691188302850776549851095445319674329831032713432828366945
325817352958745749
4121255252316276625903081894890171319044022983838553037495237
790938203023796810 27746367/9315635010

Bernoulli(402)
1174239835539994552190497513182360535032387583605057260007722
004883059102557958
1447049406742874923042262472128490599898339102504451259220321
276654363882395386
6169848798193251300057957776699932592960622329147266422457617
829171374287272312
7632853994169543584403270186239889883934311766077803787140536
031309605772620994
7201581774324812547378775010951844029726569177451752266619131
308789601386187308
4074195816378819585090156084323257364071014313800115972968251
161029118723455461
0346621711370121346135534129198492308718185558865166313048808
914617330314355609 497/42

Bernoulli(404)
-345903891842694980732015048493395694585324315959535041305307
560112247052191695
5664973829953506019998422380872167968566067266857401026670310
184013796611289015
8844121346238967055265586337720563656945076973896008866961540
151608623371400321
9411111793857968115791408542448654532635534101776458785227188
431801015221049888

3089816668030790992239717499457275164513815414692072356653908
445653642502944394
6230331314008122422463051367099273933311113172059726718966311
854174867477988713
3320822699283834465342129392489341643379455851358901161130937
004156377928687672 5823001/30

Bernoulli(406)
1700038574411136210559247112182015814790609699737748235435506
552210152989850297
1390358169162580677817506415301368395261756892368319590482549
167156259777839484
8940698100060988046881674679194048284424046096930240621809667
552628402886187489
0646709957428032166249059917375958318607417675480137123914676
205203099002413192
5328794367512908309274724152509482837693740259020534666229839
086256264343601973
5148452642958172300132516340448730506554851256643796686115524
433824609798825320
8199536620000598997613474311722990494049191450530541183487938
906501298773685541 02264664237/354

Bernoulli(408)
-318268821678472690367952641359970352613261067423935316312625
135469516217395381
2948391287146297908646461226963115978751083135893705101378480
685555164737152356
8233230776308094926266913151377871925647720334390123342313810
138336493293789276
9246391274438233860145145026828827167093338865880475567374296

304277379788912502
9121216485744106606795297193497533293636752658306883487598247
441530912222137154
3750940258579267452360489050995048217629796997409692793673935
051432353130414145
0451878761724298365666446154163980299583363690461239934465143
934417941810390419 43485420490171529217309/15755919270

Bernoulli(410)
4700237523350868061549257502287451825058021659532218811872938
858177905727035789
0909757660925961204865010764157357677339640679419801075529375
841405834200075859
7101515394269857927227651139631987730762330387103053323761608
332245274551978437
5437824233066312590235423331835306279920316360373436613582605
583354521094366397
2100422012871119726280972153082552774282015316310107675884741
591238987329522432
0701249956855854697941668782306120097132522916159183941992306
442021676955225747
3029576417555646398294947091294900249560509135799759924479804
509908115765709455 3333043809915382015/5478

Bernoulli(412)
-110407438267904044932245764047490655956467403301201804055276
169397519662339870
1263395843134574919063111979334979001689856745801791431844835
192880349897217288
2935130208207618165362923407728954132436164579314674396243206
195453246793966934

2647947267041500549169372930162989091086595292864023659159340
080525817986142928
3108782677380853799729252550169975507441841656878779871922009
807575659278905966
1642000375611862843358745886690470793196946802804639119233251
434998419837436462
1162981301626524185846242758670116796140227287752825611059058
867582000182177992 9699856406082793746601/30

Bernoulli(414)
8309660568168641652195632216912551725048162454271949427757784
602972395740082546
7372327628078279899387856837650276527587404946863334747054547
815416881582727259
5416765071482194437630416545142455883532025709379623773918422
191234979559992742
0905276026396594732607513986405801015483810141139719795422753
630748113495270265
8026473917050326721254397794747178011882474968791739581288424
615515764616683607
6504356150965742303158590029916282708649948973023160673477590
749360021799996465
5061613480173832252421790034503318509036471174588378925659998
182238642696634535 94385683125383821474811083023/5213334

Bernoulli(416)
-188406321746538358649682325835415560844246076544492383633508
163564547804099213
1548966915304264042357190458361544670768742732768201854020629
024374179304615314
0931788677169249364676259458302231885326120895149522010431725

107071591063425627
2720254460591674640338146619966553429024046780204638986663636
233667086370843997
2972559227178500933186269631672961257924559861556181316250766
544838706640134332
9999818243511962109583265019621658883154231991893552479038765
074765515515428784
3920508985561529956339563213717437665839108381119978136774613
741524188338324784 25757962198139801618258600291701/27030

Bernoulli(418)
1779488290712443837484612243000477379544392453663939988149541
576668372900364425
4823754535455965424814076260123502512401695668857105433170992
751156883320955432
8300942088687575803158770352778902946800416194092364129368960
809507136675944946
5243555292713915130958318338340952141414132018724435334652593
385590710602765340
8166210918549092653511516542901769788952212342635940974127170
135989623573249082
7288153220352311977810488328925043422296933754175073177948425
972950246944493271
2004234737932232132721483006894186620451211405621853101169505
189675852069953799 39580805302928813353440147414740763/57822

Bernoulli(420)
-612691444939176646312327310228465298137050924839197112681610
927582146609697680
1669348238710361647712578179757979414761992440067232917335164
055107920780363262

9427826334820069999713505912136711091223317511220813736883913
351946252000991006
4384324451424638323174387328225828789233634042694073678158723
064499570405433500
3998425945469627545685623200550970324534080404065484535299953
386337281009271537
5280013391796446991954048800316467960953725700286241101314876
754678423357935221
2125232861272317826494196355011448061575566079010803842447291
832681529786157811
0970433546154844146996383907171442617576638221916277/44661799
1732222310

Bernoulli(422)
3704176416497732038111057924215303173499894345531766110306313
227800377409219209
0349680649668631910380792197901527043742924193668791839408776
486303801957852763
8851481686403847480960464641545840936004289242306394237365086
284210791291343989
4587677935412208555876600951969481919057343579564615351218613
542333930194870985
9360606883031473795386346670624548566233737045103777482020864
375261269833029237
4600196793018724057118532300846184682702881492970790966220893
763118615367891028
9205591731288475569468817080701361337791822135733205046989722
454091073085037812 10793753700634159761806826499289415831/6

Bernoulli(424)
-900309704889057549412703055487959300250691255243632314995356

843469409197586598
1818363157756656952038108172282577678009952088322234060442879
441343811175286426
7955248733312825214213137535912179341550821149653783416745278
428453641272432906
4314223405159310288664698829339128075019109308684058290006604
682848685269913509
6315926359910612919108485888968496098014315908230987223766333
267833626408902948
1711742800825087844753456807070627506493921174343064414553125
137512114090364690
2567865610094036531542192311798685900713287395549217317410664
958760801352234360
088468504559813801913565013476710034147368107/3210

Bernoulli(426)
5402253780366030529903461995108070181588324436974802042507356
479805287696654244
3431399087275857901045210724481101594546860129641620399468102
807793533371090463
1550194393763004260011111100825548574063403788483396960128246
802587868245758939
5318608109519473803131502798790159969906307640085037346092953
364467166985638354
1718682959908309284048987253429549866158169260473899283324734
840555471844451471
5819066290814050483578753507554646952863979076391383441009893
119692913361907939
1617060632707627917447585892933263762024749817972157140412281
049760859739231034
1741689230018260320576738940580419471886026121/42

Bernoulli(428)
-178631832601908536171004558032761096296603555642069337022466
657948224618220000
4628608193074472550384250127230425709906361593931629204892654
969458818434152231
9708903955839904623041272213447056418545452654669216892885664
400985467889256537
8884116563496393911506002791803756925372034984042436244890477
408434546164564440
1231595751183827317621205413492439007087923974369830716020782
858136594250666591
5636569024245707446222626747837424424339538052675049519121854
488886188014302086
5916520055167383158922400486128739977249726236354738468036532
667283720083951543
434880992597829033564904575040629182418739065389001/30

Bernoulli(430)
7914524280003950529904636743674087746412992771694493822757974
183849636667436477
0619996814172657769987153562064787727168037101136364172587501
644180400316270621
6814077280766553803448788712737779201122868425785256450531121
303233116813021906
6030988710816323962615879055772089552175666584932038858773124
183980608460911209
7516576700934489467968314826515803529642096964263218833244496
832402516981197500
4853721487927435823390089679208323886268818820308870377103259
885100640557295098
4843581122951856007335032111838654325703645437152885183322555

451409949723469032
47999234036372815320143622542006284391778075614230370915/2844
6

Bernoulli(432)
-147505779907070690908926406436278903967905880575979328703613
127976053398772185
5531829048369792753364764715262020778670531278719586898583459
593792675810769220
8298403338603695989231215167692521223914659443461688651180043
473122600527834618
9290525699807735955670609548302870777798193704759001480201366
969220331449776023
1626716237756589664196158222675357100037925904943800700371426
399878695434900165
6043288757745179230747108219268158244213583535560775121257993
743283335146172958
8124096418513143986522076710718000261210002513185598345638932
384376831530998916
4614342857808341775929116943986939533721408381620084799967213
1739013721/ 112409792943630

Bernoulli(434)
3747779487230132491900784839670360702621969953197210049501251
358419118141986190
1154935641027008546909556202455368041926442105482839592034823
295762392294606422
9211025115849670614254096564246170554453262384472539133699367
436058609043489926
4849404330015359243509766947985382840962057755044491819343032
537950612194324352

6000974261450590008850917078837302467933873245496565785065204
106007831658266597
8147857775596653790453928593902453563143158355566291115657291
683041742729879139
2192762504813321994018595884981406242206002171583618182559028
568019214315784771
237935918859841167713230012475726056827372638626381963585567/
6

Bernoulli(436)
-900243602303872329265137769673233267946975216990147426234959
786986060151151172
7516393803644992519491684872247791181863964919358601704066033
642419071781422277
9195576374240102808595115759449145109628358599211511306846046
027111627976699604
2964660386482546289139684757837536311357656096827258440550754
675128600333196327
4190240110951409706914769967025394576318908047435738192455517
402263703943233793
2007567967360013189225484557699891500723386807516891972255376
800483482791579348
9413809041270634364043598707162852538269286762820911322569741
700752509372014089
3709985659860294828058594543296819982941086736802676919925259
5801/30

Bernoulli(438)
2682553612463371263677782288152595450458684310294378496455891
789256387958434974
1427294516074951471408416542656112772500549303981007948045251

729020749818520071
7509668055892683546318815665341535697032808106797631781867079
778636900617376382
0546408175983940386761535170339585979099748305443112494908531
222700980457835630
2689956605786207696547850856758744987704156772907613971863685
498106666450789705
3160317558190734639340443419436918626125596334898307900637096
349388220502296543
1308486565872027108829681366042321045122010752931260079598639
441305519860190104
3431231147756552314965623713560781653347722716096951764811347
5415388407/18438

Bernoulli(440)
-197154956151549804594528170778135872520205241882046921028710
037512440863505288
9958528421462206148998040363604314916692108315970766317682360
194568697651597939
9929426086078632404364406705872638988259004550091480475956798
374617998494653436
8713859104804496078924036828289801429087908262185896123790192
838236667102003718
9395193173411370422088058940123720113875828797411348581899556
685938975754080936
7751356391407473035208862841761173489205172040416753626411623
999255765766532917
8324774498757343671042959459209681531380792635229266276286167
506525705611552103
6077036706726455044401225578559120921795944351508096992367201
543994966078858397 /27695910

Bernoulli(442)
9342178443946398621218761611821257826296629667988748410479166
853105216715539623
2610399180964719827511795300213145685398405836047275350386767
520049744736486147
3654065939291320525986944570166180778722315422080724702421323
386482784126733369
1187218152039848812669714975734486140861915546256936177239716
838501417890645654
0237260779734863124701759417935044463305149634047250637472301
993656496128255814
0233726105870589191017887960191293607258806456016263231512800
235871497605920995
6414498759585918694608327746767340175147792837359361046463801
079861043896043273
7899964985042711839169414926257793247928963530849061997423355
3612397882181813/ 2658

Bernoulli(444)
-158845135682583637310050414378214595799174539534413035558457
927180260655307343
9389459507761417572615243777557855783897943907134004242049552
240642874217142103
0870594907474492959693263224135868826281372617495874832002579
718819122430353590
8875129465586234092629175800592249211106320935394054787272761
311671502199224520
4430988791515738888017716231928835263289271298076227925283357
927003187056895409
3329059834770705552249125131464080432069390028121522426230921
738743843126866687

5059083616022905739177343532424279695920452691897028237708410
245697642781733124
3040621040701066692022628883455777535731782517692198800045655
789245002604555941 31928657/90709710

Bernoulli(446)
5282098855091280407145188449187370707761139767908470444178614
860655230503705033
0902476831330763618274617948135285949957728028695870688501651
855365293214261665
7630240045555650852028977769229887492311638629018181531082647
907342532515592291
9315003819465461683667370129539963984271161088262323838585415
747715042052968614
0635722118527587063478286467506193498289348590140209058848431
175257465051090606
5640811404322762111072202575605528360242466263121322238792071
710641904217309338
2970222046874611811668759017297732677780722614847363482896458
529432256036122389
6420954749054906526495733099883401725824247665659378641424764
700866014787892724 263/6

Bernoulli(448)
-335099695603109510776733003851829391731202182334648782942521
938802161744895931
7350582383824661705614558588255570686045188731367535784206070
621778205976288528
7365030658978615168275599290138352468354789757259008089648541
137547348110439089
8156727683273131804735347968888158518563133946444270622614225

242653995114517210
6907340929315838278176817225635404777288904422523050751081148
273763467321038114
2106400974943160605739571810507050337114409751599167906471400
307782233953490003
3526228997931514228020666307907732719590786764708834322230980
119991972979670485
0728984223819905175418923101449857176257365526643718796966245
182132806035007560 8863875769571341/750400230

Bernoulli(450)
9391055572765375337084396117314557817718180166181509161271561
059129443589397485
0815130184247050714742061741666390823561814548294440724918778
705520626940593788
4977095844232222346382927098990175046814460917151621964890278
463871213037256971
3998758894226403154437364546237046936234486878313444740508912
905759996491085406
3135296744002251884712439458506415686597106704022709694308050
018948429224404426
1855801654249436066126886759733117654755483194526394048285540
977346778871657194
6235493331362953065136196925332392537268524281812660120686916
907551456071718059
0049005629401265156556384588380171797824335512033857360319946
216406263295844866 25252298313721425/41089818

Bernoulli(452)
-803678860032978963755490540860643475115176334382763699923937
359545818908801222

6087443084910869936431803106244357312755090962116368482475276
694252905815888538
0840632238599715260765992393585071636995085421789432768541505
622906828564235089
0079877711278718562344587074715061515078217242260421384373068
872143319719392765
4307261557625517124764287228841421171512634534585391620401335
799765458353101463
7436039830627861311450176556119145347557042759154627656338570
661854115739997895
3540519064105497083798244644631424564183925814524610202130350
793316678712650811
9006984137728812640057612823780541560848078401500756860998000
273851310662643557 278203530509156427/6810

Bernoulli(454)
3688765109519035939597863170745089770155218010432667512091960
969482056064803047
4979171133539537862210662044736026621541679008373532300695155
313150561362479551
9044102404320708564462639239792995000924445160289688035381048
786725398149812361
9885445047817539101033800035379175138326867307200093894424651
527738613214058325
7856132696558562847161814996976075174769694748695438632575090
586824991284249542
6514041322052136702614252272224862643041825606799630387209499
955794229337966949
8601113538567738331854253050624173101847623079680844557469933
252136613293574494

2092063737117719972419446305379041821531028902499051591918182
645467840089773846 410376436748099927/6

Bernoulli(456)
-923125149720533778680528010662703536561423742473016010860492
465173697618007579
8896215248792654225922031690989989936814428616639799004585592
248516552105228745
1156007720904696186499491108648744373648708182228984933645850
279283745566527687
4998136092905829824320579449565672374816440378174873057908633
563875241743127759
3473211309077070359896017274789066550552469547698979828077256
389389589765286385
1502639463221374357034893227010574133394097159074204010157455
592807699978993507
5594929357019481159561753977543230087794813108450046976680374
590533187183911817
8605120693482483577762003279580322707699760471279269534859347
690610372106577357 727353920929624706796074041823/285702690

Bernoulli(458)
1027825635381261025084137509518564962560728450132223539521526
948817353636181702
6569285838288287174399415824498776226697074299069342885522782
914715189138245709
5255323436878972460344283856731814144161565525767681218723995
255421790894843807
6178377910225560489116748839886969453337695309781684455928141
552611581080216941
9301929685234168971950637625385574092875399806612568940093924

080893589154969775
7662722514885923646850536934200348042836679856933469870621958
339639775704742246
6674537196192952267180837549901710490935337309113676890484857
602521544773316821
2750846479275096027317879898547831700811485138730854440587419
393609265846843555 44622280387129474006982319/6

Bernoulli(460)
-655076015411350995532251952032468976281834530933031937204434
394691120639774531
6500483812442237014438941335293944750087907405849513426436624
910542114024406950
0569194474345240967233524480174462973588737102486174212455700
152251212621356120
2797228419792215371833177653294508516961085108843787713487800
891934198063153121
4431991715959299563428081327762284421994333768251921757188656
927704213872171465
9255018616038851101990624959298172448640467652403003727820709
423068089313532982
3732919310402364852372713502561327286031248575977609780892556
172664687462208612
0677449738708016595010877049123286575216517173385795826972669
505322466175106064
791167244415577645190187783109558537/7150110

Bernoulli(462)
6368886588855890529015573157270243329857473927510055032448029
799766753973277733
4907438024811312496845744805165367073960643414011348316887165

278129554686424979
9561246957096519581716048742198568078879341109614035666197614
674515022810207552
9102340373723482996983265766606390143860966670113764902836475
227042342140853703
9026909536537380710986179870523394940084372942587439537091354
986020906075076936
9033081150234380435180592172958769468894953076792547254749408
568798780541041050
5963373499481785590861551304643751957929639863906451583045448
988420712969430083
3689195485549034896739048772957452300802540981140313950402803
786459212279023896
59674535661931328259201472684713522055433/1288550298

Bernoulli(464)
-188572988301799749241127705615416162812212213841895020766690
762649760470928083
2704445528505726439561144972157526110477873041093751758478056
951517845321848516
2032064757985570592549670176144846580835479581397377968080888
816781876496470092
5538842134054390992956001669225520942778629366261309269472085
949866705644243058
8222290699114010502748358004031631058971889186924165168406867
382344461715876142
0516419921212830316201380950669071896202429509916122408216700
391529207614337322
2944136866167556404170101140178710147326875675233494871699877
286279336655831877
3029316918707270291960609378731785895750339539090979626138323

805240974987194179
90532304114093172036385627503846689476887699/7010970

Bernoulli(466)
4136648679872229562442093558045531320107373116198739375526177
730135140763670232
5631217616083506266189233056805077449290083376427223288227312
894953733649016874
4752502048943049241434525025420643944559491826884487174091266
835019079457750298
3082697316438828425796246832366892982886259570159340208520651
863331205378192995
4151099271123274959037034266094718614366143474374064568380118
366384099435819855
1336011498396150912151423938206307866725487635171065947029616
755552973030152102
7447954953319472969382432878147905162439682037400943239063008
079979452635802499
6704492209548832405985586830432333916222408773176783888913318
463868238477758427
2685488996638922752221799803151101166568141/2802

Bernoulli(468)
-103110784171582925834346391191203069803301152693724835574305
668967469760272354
0112990172956648590063031143260600724004347065027947507100488
450593390705595096
5373842725501345625808090366893466647209730193061076367422321
655032236938841399
8637420436998154407765681116398814947925836989520074635968480
325415440112462267

8491322587940166253688363451761279210145812935556959005617096
357884154904315169
2170405579892517520980162628979902260722259369702927489002804
694624192390688298
0284981461652527394716025666245831224350761218448158637269371
222673295557114874
6164223940290646509705984881548422992991644255618458312931517
172972824955609103
863870050004830358982153156128215328921678827090764016307/126
1596819210

Bernoulli(470)
3011885126705744099735220397317997743322842379662843867012457
485654061644286810
3612892606305609585553217399146247779968142926089803761775862
298594171097623557
7943559100259786932475830383970536995316845412258295246742979
426181833225367398
4918102952100782336118255472443856297257089019955087665571908
516127054317464566
5051089562633497681014156041667262494528595374215749717417206
823972420875437721
8814505115022247180573164262593883452362474468782982223281207
823275802362572430
2108120172513003497714806811134898306966381368429268836646187
082876884300797132
5806055897809608499529562532396533145936513595774335030322579
176864394330587960
2716567061428469743627314569410061103860282955485/66

Bernoulli(472)
-770937004570847542710916650565931789612450235859854061364164
699012203056638918
0551352598954161072734269487975002328972038530717903938851164
651713938759766736
9338500087933719821355644779439843478235265473856312202262464
296786457145438381
4267648876048449590603480115693689162580755992686116534563663
816203506520969500
9547413536830816918711708415728539326844570191907274525793882
695187610700660122
2563790676659880888913476690687085717049106972752285498760411
014020216570102805
6317715546755482888281141979064206161119893213557441124682697
844058662867837317
7185680746326721394047758506738013675034501343416287376275080
582753310313552468
75710092188894581462212753275513865164976897399277601/30

Bernoulli(474)
6129522921698903924225094098894493975355342495202583967070268
649960491527425425
5462861289946523597477956145767293009011932884683640983519214
258986058659907377
3776319685962393963038203188490802762813787704449077187462862
978005733804889649
2947577968007519815003168246395643465584343043193237880881635
998419368585273823
5747208374962552826014969970888031263055752548142072394811248
193107776018517800
0800453453098222545233027736231153217461521968565187309136079

630980890093898079
9843045197724124205459703692404692815206856959614667498156439
854860378606039596
5855294386897778856288621621870086311924214503070716805857287
280725725809477802
39520470275779631590328798136283209653623721740978652009/42

Bernoulli(476)
-173794233423007364057178441776478220477329295247992746246194
028033098955394598
4348636886152199162143243010230010933578937463300839037442049
911666508120618414
2374648758717528679082279957824121275749931210032364789980185
681658781469425053
5160608651214203178715194330829602196319299830498255481024809
653516681647938371
0696420569894532384921948994645341945759842592117787774747268
259072763426796079
4359502992576497468612049383075085881514411101815663974886306
567994459430027969
0320295481014774768770077734050367942856894507914571711299927
762683035011101547
0810821134638401504398784405050620959078178604522534346004850
435218329820392171
9278001720504314354281288726705421796894465663642974381593836
6731/207930

Bernoulli(478)
1387367483292374517063654749340797477881203178716248439692220
358424509936387526
6410392579249977654901546226138255725682890165166445534326211

967788770965050606
3356203296293922665090066676360603460808284039809008707284728
447012008490510310
3272111038389699299396060072044726417701137948969692201263923
405494504649351583
0646916075528778995875263891724422324224871104321292779816866
047869594198817075
5018313199077763545432669245662313406177262102697135053362285
890026493828211528
7676988679623762506493993159708789822638766050729913938525211
236824133786598207
9462586705656758449262979906152409703115811425535504703782935
179149721682887228
8610052669325951498101840202725441380338412201062322499619848
74041/2874

Bernoulli(480)
-260129842310829381223212057111061370257368363088110994209783
210171469302730056
7121821380151299515023304901022332580838720776065231218588448
904020475438113042
5223206104908949348483694397053700779323806598166397483624967
026385155584314813
0892752008729859310855439288221646643681561112498182857066985
828168478603167682
5138556835591137678941990682036032292027027272773255486679710
531752375956849573
6021299387762599572352567156747373223964524139683333489545030
164669822955224449
9697722650553743131588264830730586178995509297151040438483800
983965834980898784

6822301925823929598331255358662270651496267954832650070717848
422731002701987754
8445744372693423428185302230083093969160616600533454208539007
576331211435405256 579/925269860885370

Bernoulli(482)
9906161180044052095473367568037412966432219873823219317218228
209002990972102223
1733600183110293923649039576776938358945074353831757390648015
783191038839902600
9549363482047723522295682385225255084608513720106406633464966
275709378145660935
3029805574990778746648875041481145224602577882044867836997275
005081386896410800
3891631329173051875106329240411914098876862415188796755770925
532742258110442928
3482510069570158085040668138860662778558327704232203358594262
804010229103345601
4629903761492496522995402601774926902194612571670206092702111
736370165023657243
3652933312502154232256154248655323449087294932433573803461168
059147071037610405
3043734142034650737431499785882884589522913671849942865299633
710178111/6

Bernoulli(484)
-674583921974243806727583626605726893305001263343470277847644
141353711283719144
7483962146434648155277200511766368378306412027150319125585457
512722659634591588
3267871177757443672510988304868805437789240803024768655639895

225247137834202574
1011438575099484896341336771053946168596117603779433009583486
087778261092733102
0953625752949148152577232994135529874289306254413499764831820
635657933844082664
6538047452952053482611495404763075487866804073584961078870988
082054198925090633
4800119386014176221640220454426941644202670624599594997416757
514254570930031264
8630929528035319738608799300328990293425781248543253851995627
651215261032135883
5931236882845368841797213350475752370488841864574160535757530
1183566273541023/ 690

Bernoulli(486)
3697639975773048985277920560920787846330645798502150899067189
279539754085328194
0720455857759498414608962062399802205104381380251284056938785
657452803895167902
8036813020229062675066916989178254799161955591299056486170972
788431152654760791
7667911905994660612801426727405857016369478975343612604515822
597586918680048758
6427779098365437507305616305362781380454564061816924172919267
953096404228065257
4338325670662894789508966565337142721844903092886592945025900
894162911247219665
5777452210334244501588247795694151577928607573139031438597654
499173262539636059
3826877738966926934954445193242277433089353131613199350996973
875770143586999370

9233337662014445697606454995935095546520785205839498933104702
647973917548450654 482159/63346038

Bernoulli(488)
-105418168738140963813161691085391135445598065791378169261647
085514530537644216
7447677966359041858772154880528891461759759408670524036867330
393458847554077805
0221133715515127613013536686418819433156406738624119864020847
059082718330372484
4114855975820337364967929014816200930710408571386143740702777
024908466506956642
4802818695978402723455508336525572007924797995088668996393412
803006736971627889
5226180485362879082526221980577215262396385617524132279613757
092621411332044486
1656778041462526293528399834675644295821446366341841913631981
518139996323077704
7415998079220041299699187067412714951204651656933821520847527
577289722382000754
0638044339880428153723968600215159459367880594154570049177779
556101898534322340 56001/30

Bernoulli(490)
4907080603457181684829495510650082969763523418121568509124607
547937732285987430
2116378969789533984850804756319861329797089577127242308445158
676241154243368988
4882582217920150615320261296412657655420294950882472519077107
436411891314989684
2728274051434536646762999012824277462140027760164292899927345

969416470267945428
6261018068281386975343846241380230231828892193554265441227110
107550230930699645
9972517715826132089736597584320511669263794701105417099176436
055541622722611853
6654794299292433822757851367607881184774443707813566167391677
581922415077160058
7166297199227803718635017327129106772267303882908387852147477
304410878976249172
6385320922397469619970046438378452390321367551511627206765616
414040686450916033 159995734945/2300826

Bernoulli(492)
-295710682036368660462889828594612232955924955002201524705248
520206592222985898
2084685644090246435526633192173012792794565995151677276251506
064500189183973658
6682662551000383780776223472190722926893972826075320957895148
583235837966175332
0905096937054954098245328282838820612002927999827875337943367
582502020545668956
5011134110012795554020790553928876484323963572703870667305141
185935465614396039
1977874255951201590147514647612314156424329132790942850522708
114929089738480080
9797729594081307795911125761034063373560371910341119307145118
793762233074626775
9089146576218753118272733193541604894250099756555502422759761
995511863619275251
1984670039590742279929660651924836984103042578319856732472490
503675332043765960 5858401058641353/226590

Bernoulli(494)
4830495205607002498581775678823997890868243835534065679182295
006259079635524124
6689448963611728938505601369463215719576289607035969877364225
474402150107267021
0334726176330024986667395407197260672089084008686294716524294
580787684846264392
8388447951728097824719285939940087829691480554892958605495205
455094169004672638
7385343252474507896205536559285343999286125673465838911018803
676968634234058996
1430764533190073583476950977696482241431914136512209884110123
657419726451364709
0524074777622522360170149870410314036265986575605852403670527
318084960001720342
2636276522059566343973347678362590339657974928808786150211385
800610012387411013
1952296752950967858334783924239580399180961944584033318498429
180899446799879356 90252652536647/6

Bernoulli(496)
-255351092222416989726941731939735187747162421782658772342790
781542183062881904
5357439134534960702034770110438930608272764066224932899475215
437297342236199909
2715922759633521270378541507790769763357456276378726595626459
724623679603915577
6439477004721066735935831184369600628941664023128671903765929
314804640228022409
6743628693000309850908613178155380833593357527288836140271510
778811315428799638

5861486207257531899222760762747086758473894396360217594584387
656887231071811145
6439601116284582327752535259838179074964076003571829197441625
238137121954361357
0303881661694750473664046507362493822028234556663180814081396
903739657957886366
3701714202683178828730441933582773514024218332915875259194767
588507001149870106 803558286434937883617/510

Bernoulli(498)
1098651228481515846116735605942901657544418942763685605483819
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