Number Info
ID | 12772 |
Size | 378 digits / 1254 bits |
Value | 166990071710990352253941706483751292609873043272547248174708321631432362678000260372138028938712704396867511042767356909514489615091974985819578695134704230189871267247466765090122746402015720530142376565460278042444481949400571858753415811733991089796902236427640671359841957549542150143852704423236050508713225742206093012413281762206905573445536508111212067145790694323070011 |
Progress | 100.00% |
Completed | yes |
Small factors | 11 × 191 × 9349 × 41611 × 87382901 × 706199900011<12> |
Cofactor | 3310832241037645971520867538694113913333173076557408396929320428891943919843318866244888103021757681254196121219223451162622596109461972357848889941157969214227326178161502019502446457514993164208564411688734182463223867305447093604966349881530604242998954742772146821824970042843496444700741180449672919839044480250376975105789971000151377262159 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
166990071710990352253941706483751292609873043272547248174708321631432362678000260372138028938712704396867511042767356909514489615091974985819578695134704230189871267247466765090122746402015720530142376565460278042444481949400571858753415811733991089796902236427640671359841957549542150143852704423236050508713225742206093012413281762206905573445536508111212067145790694323070011 = 11 × 191 × 9349 × 41611 × 87382901 × 706199900011<12> × 160151348989164092909<21> × 3435099064360419286261<22> × 18789833422667464244676611431<29> × 107534469875227478963567020121<30> × 18243821850242204870523180384431<32> × 1858841540373670700398200442883277461276109110358161<52> × 339809241262241693475855230665006899647504785425941859025648576397955592220072611<81> × 258465928986800331814524777617812559334377815880671827377688782679180912325310721541<84>
Categories
- Lucas Sequence (index 1805)