Number Info
ID | 12542 |
Size | 330 digits / 1094 bits |
Value | 143064998194881581319245548903861091867159441321906177576348349748955744888755160576112945481283258381262413576608604270966260849023534681903442308950353491236755326489870808933231784042436061126044304254574335799257720579725987351462776900362116807516549457787145906238616424768034005572848040287319265432643386346696338550085364 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 11 × 19 × 29 × 31 × 71 × 101 × 151 × 181 × 211 × 541 × 631 × 911 × 1009 × 1051 × 12301 × 12601 × 18451 × 21211 × 31249 × 54601 × 221401 × 560701 × 767131 × 7517651 × 15608701 × 51636551 × 1051224514831<13> × 3467131047901<13> × 286315322157901<15> × 1983000765501001<16> |
Cofactor | 112934813383969138128907708282642943089309899491987176131211571369559610723399438071572499459407917402247488948596199328910595186113227575164313917288681819302917323813149842975951 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
143064998194881581319245548903861091867159441321906177576348349748955744888755160576112945481283258381262413576608604270966260849023534681903442308950353491236755326489870808933231784042436061126044304254574335799257720579725987351462776900362116807516549457787145906238616424768034005572848040287319265432643386346696338550085364 = 22 × 11 × 19 × 29 × 31 × 71 × 101 × 151 × 181 × 211 × 541 × 631 × 911 × 1009 × 1051 × 12301 × 12601 × 18451 × 21211 × 31249 × 54601 × 221401 × 560701 × 767131 × 7517651 × 15608701 × 51636551 × 1051224514831<13> × 3467131047901<13> × 286315322157901<15> × 1983000765501001<16> × 9346455940780547345401<22> × 14734291702642871390242051<26> × 477543528507277225020757096601592160626251618244155558101<57> × 1717270256468069817522333139105741037884441042512500794748495156925878945401<76>
Categories
- Lucas Sequence (index 1575)