Euler numbers (n = 80 to 106)

The definition

En :	sec z	=	∞ Σ n=1	En ---- n!	zn

Further informations are here.

  n : En (alen)
    = factors

 80 : 18622915758412697044482492303043126011920010194518556063577101095681956123546201442832293837005396878225 (104)
    = 5 * 5 * 17 * 41 * 7701306020743 * 3572363603188902175396213 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 38846764704262590259300934027789308313372462321468975007497723

 82 : 50131049408109796612908693678881009420083336722220539765973596236561571401154699761552253189084809951554801 (107)
    = 19 * 31 * 4395659 * 19362770909688015706969070010251447300069869218730738631081856478707091043441129483728814525689151

 84 : 141652557597856259916722069410021670405475845492837912390700146845374567994390844977125987675020436380612547605 (111)
    = 5 * 13 * 29 * 4397 * 739762335239015186706527735192795520726707 (Thu, 22 Oct 1998 09:50:36 +0000 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 23102787557601588721456558705317833928862314134208348372143087

 86 : 419664316404024471322573414069418891818962628391683907039212228549032921853217838146608053808786365440570254969261 (114)
    = 311 * 390751 * 46053168570671 * 74986319845812145784551868048126190369278156634642367534774456226474257609636379648051949931

 88 : 1302159590524046398125858691330818681356757613986610030678095758242404286633729262297123677199743591748006204646868985 (118)
    = 5 * 89 * 1019 * 588528876550967927 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 16292380848703930709213 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 299486802265136211149001182581773707871231241730856886331844648891572917

 90 : 4227240686139909064705589929214593102933845388672369082676644542650248228369590525634078984302153217507945782396923579721 (121)
    = 307 * 1964309984670433843694580256152588601980583986713006597 (Wed, 07 Mar 2001 14:38:19 +1300 Sean A. Irvine (sean@intelligenesis.net)) * 7009847602004167115916290986605684053531335416698972470816994999

 92 : 14343212791976583406133682640578565858579882148843159111106574955509790196812618254848857854461550714631444034921517907250365 (125)
    = 5 * 67 * 7096363493 * 7308346963823 * 120476813565517 * 6852407024669068390909754709442624892869625075497417472114059263321858504941240893213

 94 : 50817990724580425164559757643090736003482435671513413926813239886828210876247074897752122164140484881907534297068189565042330181 (128)
    = 53089 * 20609829625906839913745698187 (Thu, 8 Oct 1998 14:29:11 -0400 Tim Charron (tcharron@ctfinance.com)) * 180986288780569828566819992453 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 256621399078520721362779415524071232557900216108064435815974652739

 96 : 187833293645293026402007579184179892539001444997005361637080870116823642645755601678579681159136078780812233831035373097528077899745 (132)
    = 5 * 13 * 17 * 43 * 79 * 97 * 835823 * 2233081 * 1951860271597317997069749059 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 9416370608392625586845089085196635167 (Mon, 28 Sep 1998 15:55:12 Robert Backstrom (bobb@atinet.com.au)) * 15038064837301437151577874662131773543986118119

 98 : 723653438103385777657187661736782292986259565181067232760712431055015669043224647591792236141452770950810842191949814198134897708964641 (135)
    = 71 * 376003429 * 5160267661 * 4363907262506552373343 (Tue, 15 Sep 1998 11:46:56 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 1203740115210949188708862833173555456573308765113803046758404643968072850828871065564911985513

100 : 2903528346661097497054603834764435875077553006646158945080492319146997643370625023889353447129967354174648294748510553528692457632980625125 (139)
    = 5 * 5 * 5 * 19 * 101 * 37425288022730945391029688959184999895624961872309545117125516009 (Mon, 25 Nov 2002 16:02:09 +1300 Sean A. Irvine (sairvin@xtra.co.nz)) * 323426745939670232370945964142599333281963947324682256641819433713631

c 102 : 12122937378929218210539295497856098807695880456925359878374031252051425324802983023259164661895562465602169682143385407744646483057903979627101 (143)
    = 8647 * 1401981887235945207648814097126876235422213537287540173282529345674965343448939866226340310153297382398770635150154435959829592119567940283 (c139)

104 : 52630642496169907060022407358423666139200442518073843505404940449800003302063127338662338497391497609499419661748773660506383501215821938795634505 (146)
    = 5 * 53 * 761 * 2477 * 105361545985884521972308443708796185640694713718775336433206355735654498067942728298145909660957265543317204542167828805225531566014547661

106 : 237407307193676634703461698760652651633454428419287776842645279528164787872297417395385346705721704571478255056084593759586258920375695854688654461561 (150)
    = 47 * 4858416191 * 98985829942673 * 1150887066548393492521971151372616707 (Mon, 12 Oct 1998 13:21:58 +0000 Allan MacLeod (macl-ms0@paisley.ac.uk)) * 9126321634595034939352195372287983527289370709614354229126673909434913881423380224386163