Number Info
ID | 12745 |
Size | 372 digits / 1235 bits |
Value | 380210726018261834753830559350694970981289169113446897642365261902413749963409688859558748719427835540861831145574597257530362807411402302326868735966727995031335590969988220067724203222421696011747012921423051024773064425346496277308979899625632417895246021437877213033246048159674711735843991986668031321886577169071956470978654202567577965903732751902548212271055405603 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 281 × 1523 × 352043 × 30732385067<11> × 2252266651168129<16> × 347366417511089201<18> |
Cofactor | 34986240005951061090686920376621003150342142730017556891847015468566535552749291999204382316568936535458189481099551517750355047234561010175197711646805888928663723379921409672344950596472897905267682274832497048887779491340101442650811097174633327639302228991697059955450851686631795750578515468881046393903164672923 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
380210726018261834753830559350694970981289169113446897642365261902413749963409688859558748719427835540861831145574597257530362807411402302326868735966727995031335590969988220067724203222421696011747012921423051024773064425346496277308979899625632417895246021437877213033246048159674711735843991986668031321886577169071956470978654202567577965903732751902548212271055405603 = 3 × 281 × 1523 × 352043 × 30732385067<11> × 2252266651168129<16> × 347366417511089201<18> × 8575432408797340069057201<25> × 76252069628164074340107412376147<32> × 66972922993543262125026826826176899393357549449<47> × 798896196006505104583893806844529758848888039875185280246645758617909629287576858762203019116884999919745346848028065870134864490781957424312608686326273475944557130286377096511572575552149096939282570370998761441<213>
Categories
- Lucas Sequence (index 1778)