Number Info
| ID | 12723 |
| Size | 367 digits / 1220 bits |
| Value | 9600553651508261830935667630927549321401078931650900335829226425511330665697236830209540367837153904187835645047706368516850772115156788631577142110208347605049578897882617305008566017712839230677192698808360522570208859660232662326736806483654017426044593610903689883935279481227729601822541580139234849726253687363926281382034629596917579591102442789477224500895607 |
| Progress | 17.36% |
| Completed | no |
| Small factors | 7 |
| Cofactor | 1371507664501180261562238232989649903057296990235842905118460917930190095099605261458505766833879129169690806435386624073835824587879541233082448872886906800721368413983231043572652288244691318668170385544051503224315551380033237475248115211950573918006370515843384269133611354461104228831791654305604978532321955337703754483147804228131082798728920398496746357270801 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
9600553651508261830935667630927549321401078931650900335829226425511330665697236830209540367837153904187835645047706368516850772115156788631577142110208347605049578897882617305008566017712839230677192698808360522570208859660232662326736806483654017426044593610903689883935279481227729601822541580139234849726253687363926281382034629596917579591102442789477224500895607 = 7 × 17477056982118404287000103<26> × 43066322613957162142410433925316098609<38> × [1822183657633576499007922785485054420915409916106230678550726897067585751997908236880211890376431166876466843853259464745454116040969755658011104752186326875552005047213208086242761912599114410153713284269933213706757197980314685717505700409025937770021990057506600777644984307116096790449548561085211063<304>]
Categories
- Lucas Sequence (index 1756)