Number Info
ID | 57084 |
Size | 582 digits / 1934 bits |
Value | 805385508982479693793869582656083431127730029375428047554233612882525339630606102922069998381880853753055484803577188889110336271840810022062506399380431213552354657688470874384563715675959969419567065801843444925802741794695101084334908486039408769301453283229112599596297725873503981407736019146070183447736247024143748324291288607903532118951197878618656926805229072571915114404240655624783127427793580691639563716786379095062092314174416677335066403581748248354038067615108527467187353982483824639999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
Progress | 1.00% |
Completed | no |
Small factors | 630941 |
Large cofactor | 1276483076836787740523867655860188878401831596576269488833716009710139838163324467615941900085556103903622501634189550035756649626257938574387314185289006759035083561994656987554404794863481639994178640795008479280634388626979544972247656256352668108906305475835478435537233633372223363845012480003788283607716485414870405195242167822194994649184627213350625378292469616924427346462253452580800942445955454934200763172446201934986143417806762720024640027485530736398550843288213204510702829555352758245224196874192674116914259811931702013341976508104561282275204813128327371339 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
805385508982479693793869582656083431127730029375428047554233612882525339630606102922069998381880853753055484803577188889110336271840810022062506399380431213552354657688470874384563715675959969419567065801843444925802741794695101084334908486039408769301453283229112599596297725873503981407736019146070183447736247024143748324291288607903532118951197878618656926805229072571915114404240655624783127427793580691639563716786379095062092314174416677335066403581748248354038067615108527467187353982483824639999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 630941 × [1276483076836787740523867655860188878401831596576269488833716009710139838163324467615941900085556103903622501634189550035756649626257938574387314185289006759035083561994656987554404794863481639994178640795008479280634388626979544972247656256352668108906305475835478435537233633372223363845012480003788283607716485414870405195242167822194994649184627213350625378292469616924427346462253452580800942445955454934200763172446201934986143417806762720024640027485530736398550843288213204510702829555352758245224196874192674116914259811931702013341976508104561282275204813128327371339<577>]
Categories
- n!/n# - 1 (index 272)