Number Info

ID 52513
Size 401 digits / 1330 bits
Value 11938480228084040100976486493820823747871985644425511689912217162190611742224275800413713143081222395821260936928672132945935646025263852066198515189071278075664592006946379766340155163480816860062155700234176362664131217526361352398000168712275844810205959209661518605208842445577758995195266724166786201363199139014616835560096820786983675383825960058554357482572858945777625194750726222991943359376
Progress 100.00%
Completed yes
Small factors 24 × 10973227
Large cofactor 67997774424538242607305071321663306905252128911266893560072490310909747323099871854091514870017397775406342050341436325806526911051688874579684462858278141856450887276290624024843348061381675030862364486275188025045704522051497205414142124692876607823557505062443792771766468774282163050094942012994366888172453389364272900078167643773930832879801220156991862344668863964183150013384430025643 (proven prime)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

11938480228084040100976486493820823747871985644425511689912217162190611742224275800413713143081222395821260936928672132945935646025263852066198515189071278075664592006946379766340155163480816860062155700234176362664131217526361352398000168712275844810205959209661518605208842445577758995195266724166786201363199139014616835560096820786983675383825960058554357482572858945777625194750726222991943359376 = 24 × 10973227 × 67997774424538242607305071321663306905252128911266893560072490310909747323099871854091514870017397775406342050341436325806526911051688874579684462858278141856450887276290624024843348061381675030862364486275188025045704522051497205414142124692876607823557505062443792771766468774282163050094942012994366888172453389364272900078167643773930832879801220156991862344668863964183150013384430025643<392>

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