Number Info
ID | 50351 |
Size | 364 digits / 1209 bits |
Value | 4975126485958381264076185093548714949314751352245033725534652175348981333098011101765360054376387998133139332594781836264081214431855066716805362181920983762952411742903498504799611160383610617344964879609515807995897807490102321041889051886541593141386318057197403246380708858153949632962588622910735663183121561036383059968000000000000000000000000000000000000001 |
Progress | 12.21% |
Completed | no |
Small factors | 2833 × 27061 × 53396028420797<14> |
Large cofactor | 1215359486510420464550419326809203897002056746128466095905552322314566608191637329950125997705820874019265913628231363580359238129686927337839115425843435320230737282586496464012241689720849545425053307682529852588667842690795412007530315259576974330875210402907242545814646963153794797991892391462347094684796203968885694199620858431978786641 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
4975126485958381264076185093548714949314751352245033725534652175348981333098011101765360054376387998133139332594781836264081214431855066716805362181920983762952411742903498504799611160383610617344964879609515807995897807490102321041889051886541593141386318057197403246380708858153949632962588622910735663183121561036383059968000000000000000000000000000000000000001 = 2833 × 27061 × 53396028420797<14> × 63109906482321494218921<23> × [19257824234787450075149652335224646843778839029406206657476776708413814278595354318493547521149653455345703487278622899824745321044845512358179023077493434692625214420381675839593283222765946958879098976000097273566839960652027561258243622774875700811672649007363670296913395987026822569580964813245612633989772247753321<320>]
Categories
- n!!! + 1 (index 483)