Number Info
ID | 50611 |
Size | 606 digits / 2011 bits |
Value | 129275618877542346927843508234003496716074313286131302100495767173104669869624150105902872475324337554401072064248169920400548317960828055014391776370314516316816999978439805558492630587438329583669954704855525000177448517134248000518989118025797824408295132961922676224853968830283515070279444943351400612390684161695387180526835871864024823717485084275613533474851756950148474110009936751273507836522189052538489325642028148763573711917356939602584542432582383912461059854821035479527198243940086615209468380900460360623079666271819936458342400000000000000000000000000000000000000000000000000000000000001 |
Progress | 0.00% |
Completed | no |
Small factors | |
Large cofactor | 129275618877542346927843508234003496716074313286131302100495767173104669869624150105902872475324337554401072064248169920400548317960828055014391776370314516316816999978439805558492630587438329583669954704855525000177448517134248000518989118025797824408295132961922676224853968830283515070279444943351400612390684161695387180526835871864024823717485084275613533474851756950148474110009936751273507836522189052538489325642028148763573711917356939602584542432582383912461059854821035479527198243940086615209468380900460360623079666271819936458342400000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
129275618877542346927843508234003496716074313286131302100495767173104669869624150105902872475324337554401072064248169920400548317960828055014391776370314516316816999978439805558492630587438329583669954704855525000177448517134248000518989118025797824408295132961922676224853968830283515070279444943351400612390684161695387180526835871864024823717485084275613533474851756950148474110009936751273507836522189052538489325642028148763573711917356939602584542432582383912461059854821035479527198243940086615209468380900460360623079666271819936458342400000000000000000000000000000000000000000000000000000000000001 = [129275618877542346927843508234003496716074313286131302100495767173104669869624150105902872475324337554401072064248169920400548317960828055014391776370314516316816999978439805558492630587438329583669954704855525000177448517134248000518989118025797824408295132961922676224853968830283515070279444943351400612390684161695387180526835871864024823717485084275613533474851756950148474110009936751273507836522189052538489325642028148763573711917356939602584542432582383912461059854821035479527198243940086615209468380900460360623079666271819936458342400000000000000000000000000000000000000000000000000000000000001<606>]
Categories
- n!!! + 1 (index 743)