Number Info
ID | 54985 |
Size | 407 digits / 1350 bits |
Value | 20170639017208462590204428299795795904778876172706113680461995818733902763854571436764519587723181289040857662975237945229720210914594032240479434213810054623645459880986195160374400703963646912293166328422941059132368665975793811273549245951062497373617820459537205089476172964722944723933371415772751682600131915647856296754017214888221901205553110834376546922450310126257639990271547499457513943726550509 |
Progress | 11.63% |
Completed | no |
Small factors | 14083 × 92051 × 95231 |
Large cofactor | 163387046493058804413083440923124569222904779658495801959350349684804787130000686154415673261579985906281476416536322122361203038608071336613647904820669505864724591389549127555099005760807181361917046155539792266528332279911924620156064659323726337986106583518606291449015736111654074533694087939233744617021189982778506566126797077020723383460753188488301090275327043275163124510288051709483 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
20170639017208462590204428299795795904778876172706113680461995818733902763854571436764519587723181289040857662975237945229720210914594032240479434213810054623645459880986195160374400703963646912293166328422941059132368665975793811273549245951062497373617820459537205089476172964722944723933371415772751682600131915647856296754017214888221901205553110834376546922450310126257639990271547499457513943726550509 = 14083 × 92051 × 95231 × 1404308963411397185374827834757489<34> × [116346936998930200522220221662732952122778917653484090457714570958530702883531458192872282249293759996145038338587163315244889694235727910150784802758442042997220918517039752886773953656620202091001241248927300546896751633787248278428044917481327395424057612117762370912299143778747872268599597238747453685873052671921975889766278575899316847304878189028467547<360>]
Categories
- n# - 1 (index 165)