Whatsnew, history, errata

November 23, 2011

By Sean A. Irvine (August 22, 2011),

Wol(315) C138=
68424266087451166569072268477756997643186398933652448199790124063867 (p68) *
3561107013100053890537465711198124240421782517016522123861110721149847 (p70)

August 18, 2009

By Hisanori Mishima (=me, August 17, 2009),

p-1 method using B1=1e8 (B2=4537592002678)

(Last update : April 05, 2006)
c Wol1(404) : 9748556182460524200101002306574722991585662348384154321679710857437378917817592473885209747756335321561856472107129356594514156919993979 (c136)=
142553342033865837101588685601341817 (p36) *
68385321896870001326253698531615966184719501493271381780056951193907763112988160492566558427093552787 (c101)

Wol1(460) : 73539233228479295411356407294608143475202631727345063569175308271342016918624508416793999776666503507568822095844226227462930264578145095939418118129920807180836410141617486719858657659 (c185)=
1007013130360416051802729906033 (p31) *
73027084763193864062470347106555827241924349970568919068475678392965958252498483666311424652398156335095924390712153603591921129040775890324960385144273323 (p155)

(Last update : April 30, 2004)
c Wol2(299) : 67277996854184965810853184570653677698082991058319376897333396405946951724822323925313517624075479810019424223576314487863705367361664711052686491589720495260319286475771456263511527381942488579742345333709920329158873487975732245947 (c233)=
4890922619723707092297362214179327478731 (p40) *
13755686214063547043478248930039522628388437335785773365776526886639857799586951376221618912910351883174819692929460562381909216023011830239413437495258956621243161599015436940658030277504425937 (c194)

(Last update : May 10, 2004)
c Wol3(195) : 21880525468558641236901930992893292954419586604199331221856817563817615670616877264098735903205589798918698902681973665770145725843818580422558975934827873020012982955472214280419276239945062879739859473071958179391860555592081 (c227)=
7652397513808901364111875195135737871 (p37) *
2859303300576689068904079042939887718666155461766993089540667172266552322124402423052948601131397111098928628560306459784459335435829231355314635514060606456738346009616535514279819239740511 (c190)

(Last update : May 05, 2008)
Numerator of Sigma (Moeb(n)/n)

n=427 : 4575238645482761874436650129274479687980819362259614201185425525027119564807481236382577646944690681497558134306657171153100371 (c127)=
78608704347360097891141490597 (p29) *
58202697569794143267702945270037086195616084086631050223919458287037774309412726458602580313685143 (p98)

n=489 : 241487493146769426560330524896314273938514886162024326450466976051738279965356506369088994670253836832544179112115472576652077900053459392817822802382764969151243776842676022384476579 (c183)=
160629187413185829680052810551951 (p33) *
1503384889357574185584758255967042100673768738357945991764191549994960351962759411019486184030077850584441653224558921640044087619803447316522786970029 (p151)

(Last update : March 11, 2006)
Numerator of sigma (1/i) 1 to m, where gcd(i,m)=1
c 585 : 93748146041217396232813324734339646559203789704483766764013664913336065361661166349811727420470038355816804358495686631389443804813738336172056179647857429910557875606723923703953265879233215448219890694349703001264250408359904436277 (c233)=
13250191867720378263168154675181 (p32) *
7075229323252527571977707009530967970295866556705199446875976776028771199434735655150742758614037474700223778796440398639518825390850951307884199474819049048671417410402680442224933372542084955292762217 (c202)

ggnfs-0.77.1-20060513

Wol1(404) : 68385321896870001326253698531615966184719501493271381780056951193907763112988160492566558427093552787 (c101)=
4741692894339390064079461364415502305748198759 (p46) *
14422132225920423125980731506128170494157046216513979893 (p56)

July 13, 2009

By Daniel Morel (July 09, 2009),

Decimal expansion of e

e(144) : c136 = 
72878708894222856060561396634850847936895676449657966561 (p56) *
102786198110883917572614521199362975291280957392715636260460362120352793847500313 (p81)

March 16, 2009

By Daniel Morel (March 12, 2009),

Decimal expansion of e

e(131) : c130 = 
2164443885798838226846016097557443016748446279916615779361 (p58) *
1697135160834265092605194779244953327475744174679184154474313700714864683 (p73)

February 16, 2009

By Daniel Morel (February 10, 2009),

Compositorial -1 : 117 : c122 =
20666674895831349035946764118116525278323131753520810487861 (p59) *
3414831780626863528572374000994834917916928745754048662147247449 (p64)

February 08, 2009

By Daniel Morel (February 05, 2009),

e(129) : c120 = 54728545418709222396879148527768879501493133381405501 (p53) *
1999065648506451986264126481367588042801766473128340601829717784049 (p67)

(On Intel core duo with ggnfs in 57 hours or so).