Number Info
ID | 12802 |
Size | 384 digits / 1274 bits |
Value | 310684694438064372810639179289891488734440986758743176089420530654333055300531035483127454387480327360963614430820562261507338614707230635088189849841889219454345245345223657251737404163460497468468199330891868723430162729467326090786906689064733539176066431773465640221250233618929779690414624381485429783316171020021120115773101211582171065769646387751400781950245133471233341743239 |
Progress | 100.00% |
Completed | yes |
Small factors | 11 × 3671 × 47711 × 2298889 × 23763251 × 168621821 × 2077898951 × 19997474011<11> × 52658198611<11> × 550821510948211<15> × 28770822474564239<17> × 886000936153274021<18> |
Cofactor | 569801678039682635042234559834681535992199207886949409745098876671577919351868942573245284582022633529770746137906244085002787871625399767188296677568800532381924645972869690618128426844485827661755881029763094194606666407135366188336058227987586948759511441634937950163269 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
310684694438064372810639179289891488734440986758743176089420530654333055300531035483127454387480327360963614430820562261507338614707230635088189849841889219454345245345223657251737404163460497468468199330891868723430162729467326090786906689064733539176066431773465640221250233618929779690414624381485429783316171020021120115773101211582171065769646387751400781950245133471233341743239 = 11 × 3671 × 47711 × 2298889 × 23763251 × 168621821 × 2077898951 × 19997474011<11> × 52658198611<11> × 550821510948211<15> × 28770822474564239<17> × 886000936153274021<18> × 42617146790676471298183229<26> × 161565074686314571161308985973250271331<39> × 1747148913500836796789831815911912047672318942277249178925311153831<67> × 47365480271705258526409874737624816957404233439194803081364530317300742891513660034950216649922452426793423857416952058126543205127767619253701<143>
Categories
- Lucas Sequence (index 1835)