Number Info
ID | 12814 |
Size | 387 digits / 1283 bits |
Value | 100039506740451282959854759889842424060076471966345582121736800772156268763588186310018123867843271047780070684601200325736440585065541146104408486535235616326139384090266731927143990912874393571934702127742927694506014702168844189239570825045440715228900730014048993507547666366010392477892166205530250426923751878480969179897494386620831804556856299866332635754148138819891499380900879 |
Progress | 100.00% |
Completed | yes |
Small factors | |
Cofactor | 100039506740451282959854759889842424060076471966345582121736800772156268763588186310018123867843271047780070684601200325736440585065541146104408486535235616326139384090266731927143990912874393571934702127742927694506014702168844189239570825045440715228900730014048993507547666366010392477892166205530250426923751878480969179897494386620831804556856299866332635754148138819891499380900879 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
100039506740451282959854759889842424060076471966345582121736800772156268763588186310018123867843271047780070684601200325736440585065541146104408486535235616326139384090266731927143990912874393571934702127742927694506014702168844189239570825045440715228900730014048993507547666366010392477892166205530250426923751878480969179897494386620831804556856299866332635754148138819891499380900879 = 15090027027168495274178912525682031<35> × 2147358316960562931952763454431253068729<40> × 2705908300115814945326119304664960162809<40> × 1140942953930980539974085122127768811946700262285261085533440518658262504799434353306298636240802089130462904280003720914083126852115809752424776077907291319086911366431639253149500505170734905647612516936722373681916976384482118720476366396778474866486527652464243045165169<274>
Categories
- Lucas Sequence (index 1847)