Number Info
ID | 12916 |
Size | 408 digits / 1354 bits |
Value | 207448761900550728799901408195231780830068543839414162193050710638980138825901765686935776070371060615393187025851775669659364934837204282335641499622135836721752384784197956171285865539001798189575187348662248813410042700125264894388150027686923010504761881522218319924287945809850940323291959612565763940161331970960339773622115504537438517246823881760040104997098350699187979105377410481827148090256900251 |
Progress | 100.00% |
Completed | yes |
Small factors | 214391 × 3229496430241<13> × 321094331960741<15> |
Cofactor | 933118605708330351256723549417215447288461595933976254442090717556579890334180483694710413841151463362347657649086782625092884846963934479071817946753038482833042606957198876468264028611925054100176816543231018729687810673696747910324015383913279312158762762235462053757970951558202349941499022991733547953141653737405235483840291020682143797700862531331479894837854527819481 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
207448761900550728799901408195231780830068543839414162193050710638980138825901765686935776070371060615393187025851775669659364934837204282335641499622135836721752384784197956171285865539001798189575187348662248813410042700125264894388150027686923010504761881522218319924287945809850940323291959612565763940161331970960339773622115504537438517246823881760040104997098350699187979105377410481827148090256900251 = 214391 × 3229496430241<13> × 321094331960741<15> × 933118605708330351256723549417215447288461595933976254442090717556579890334180483694710413841151463362347657649086782625092884846963934479071817946753038482833042606957198876468264028611925054100176816543231018729687810673696747910324015383913279312158762762235462053757970951558202349941499022991733547953141653737405235483840291020682143797700862531331479894837854527819481<375>
Categories
- Lucas Sequence (index 1949)