Number Info
| ID | 12949 |
| Size | 415 digits / 1376 bits |
| Value | 1634944352495599123604817089324227103390170383353626734355385849466293384116568967761884757564988433860873040595401432094130348555867473220619247058655554593629686562780509198671347352033223582610510360571458956927941318077949818104979083254848275437694434708997878611599440571534211828105300301248731168795135154818644288781784012736156343158793732237495363142260074295947023371845560445256979575370147863605831403 |
| Progress | 5.24% |
| Completed | no |
| Small factors | 3 × 1391363 × 1254593091396523<16> |
| Cofactor | 312203939537061508666493097316805359237438864563853734146567620337745021389013028598737640004992271189751318764250859793008186315807879262210600717671877488364054053121751760709281921055362570957780543778577545336974283528319446140660598277375319509767221937221598557298677605102176218074573394423726159146452391619262693948943905033451405656623734979156632977051836096990035820869684486297849 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1634944352495599123604817089324227103390170383353626734355385849466293384116568967761884757564988433860873040595401432094130348555867473220619247058655554593629686562780509198671347352033223582610510360571458956927941318077949818104979083254848275437694434708997878611599440571534211828105300301248731168795135154818644288781784012736156343158793732237495363142260074295947023371845560445256979575370147863605831403 = 3 × 1391363 × 1254593091396523<16> × [312203939537061508666493097316805359237438864563853734146567620337745021389013028598737640004992271189751318764250859793008186315807879262210600717671877488364054053121751760709281921055362570957780543778577545336974283528319446140660598277375319509767221937221598557298677605102176218074573394423726159146452391619262693948943905033451405656623734979156632977051836096990035820869684486297849<393>]
Categories
- Lucas Sequence (index 1982)