Number Info
ID | 12692 |
Size | 361 digits / 1198 bits |
Value | 3189182932446438078959302177782382527009968348197067934761197362757411229059919013729937466440473067008032050549832493330288347496364707928576282356760267575462347309002218309277982311338684366498206310118839917426668354084796062924096410660347772217995607309987471153921038982608372553589561868391362479212316162626314261080081520954901944314247487115448464636 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 11 × 31 × 101 × 139 × 151 × 461 × 691 × 1151 × 4831 × 5981 × 12301 × 18451 × 324301 × 686551 × 1485571 × 4641631 × 266143351 × 117169733521<12> × 3490125311294161<16> |
Cofactor | 2745170199932232564550677068621444726995835076941102470240516932975293727755079792578067244490571331496848233899605873067763844375774328250418343525418407706792914608841888041349037812222522519202647519188687839998047100557058494965437653784825257289924708827040622151 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
3189182932446438078959302177782382527009968348197067934761197362757411229059919013729937466440473067008032050549832493330288347496364707928576282356760267575462347309002218309277982311338684366498206310118839917426668354084796062924096410660347772217995607309987471153921038982608372553589561868391362479212316162626314261080081520954901944314247487115448464636 = 22 × 11 × 31 × 101 × 139 × 151 × 461 × 691 × 1151 × 4831 × 5981 × 12301 × 18451 × 324301 × 686551 × 1485571 × 4641631 × 266143351 × 117169733521<12> × 3490125311294161<16> × 435702197641714035015751<24> × 1823244530697501009056205601<28> × 29044552493936403760651069635921045701<38> × 139424606211952163802098981234925755499001<42> × 309283246375712551083747778593064157906701<42> × 11556754394888890033069852984553673844744195451<47> × 238747158192168888701642727275639518320244289121451<51>
Categories
- Lucas Sequence (index 1725)