Number Info
ID | 12657 |
Size | 354 digits / 1174 bits |
Value | 154565307581927907095741053654589995357972181327004976206448022789074177866090759185297621389065040502550240234306992566696133119259466976027336522424308050979038498855625823247190475579488002740911391120706785880233589179081488327072902463318709099408014473542846247014853173647497150481510862882012563232628517564356218291583745700273440072809164820123 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 41 × 2027 × 3121 × 90481 × 141283 × 1460161 × 53424281 × 4233517601 × 404112157123<12> × 42426476041450801<17> |
Cofactor | 2744305254477374739644008941981653402388065564798584147970774599989172415093559760351903709938573096254983379452052910761329443348865837771259717835294541563357121996926449776528534188344326587363287263052461129149206361180370358490466936185602639139588373489369933898415439286827027 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
154565307581927907095741053654589995357972181327004976206448022789074177866090759185297621389065040502550240234306992566696133119259466976027336522424308050979038498855625823247190475579488002740911391120706785880233589179081488327072902463318709099408014473542846247014853173647497150481510862882012563232628517564356218291583745700273440072809164820123 = 3 × 41 × 2027 × 3121 × 90481 × 141283 × 1460161 × 53424281 × 4233517601 × 404112157123<12> × 42426476041450801<17> × 478061565712797524641<21> × 27662209029592072185121<23> × 2892106995173496522201467<25> × 117283720965387016314095641<27> × 611800231483343544240959736674586555742897514678715628845813219173389008636746615559586581447870821548098879364749356336912352745408168019018803628575509671040479550719028158782440319876081<189>
Categories
- Lucas Sequence (index 1690)