Number Info
| ID | 57167 |
| Size | 798 digits / 2648 bits |
| Value | 102985918978949721106070728209278162251377244597835239040316906690319574884626899503554238352977877125291054116204760977682692887054734786994943698994896579121504173766538238700611057626409036406270902793434941627950045307964423881514045798901867216315380734020828889384342724057625361762889687042709469585899950554763846456151997493434073636113994623234863081841420851833708928729716075206533703339942523637814486461124572188925571421764574045675376481759817308127597318150440516219654436114229077967571043742003725907798117445721941527252776828700622060825915206035508888840462222839284320730453755470041413943406212376149471802240001476356569130792717740450040910396644724124811211990630399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.46% |
| Completed | no |
| Small factors | 4261 |
| Large cofactor | 24169424777974588384433402536793748474859714761284965745204624897986288402869490613366401866458079588193159848909824214429169886659172679416790354141022431147970939630729462262523130163437933913698874159454339739016673388398128111127445622835453465457728405074120837687008383960954086309056486046165094950927000834255772460960337360580632160552451214089383497263886611554496345630067138044246351405759803716924310364028296688318603947844302756553714264670222320611968391962084138986072385851731771407550115874678180217741872200357179424372864780262995085854474350160879814325384234414288739903884946132373014302606480257251694860887116047021020683124317704869758486363915682732882237031361276695611358835954001408120159586951419854494250176015019948368927481811781272001877493546115935226472659 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
102985918978949721106070728209278162251377244597835239040316906690319574884626899503554238352977877125291054116204760977682692887054734786994943698994896579121504173766538238700611057626409036406270902793434941627950045307964423881514045798901867216315380734020828889384342724057625361762889687042709469585899950554763846456151997493434073636113994623234863081841420851833708928729716075206533703339942523637814486461124572188925571421764574045675376481759817308127597318150440516219654436114229077967571043742003725907798117445721941527252776828700622060825915206035508888840462222839284320730453755470041413943406212376149471802240001476356569130792717740450040910396644724124811211990630399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 4261 × [24169424777974588384433402536793748474859714761284965745204624897986288402869490613366401866458079588193159848909824214429169886659172679416790354141022431147970939630729462262523130163437933913698874159454339739016673388398128111127445622835453465457728405074120837687008383960954086309056486046165094950927000834255772460960337360580632160552451214089383497263886611554496345630067138044246351405759803716924310364028296688318603947844302756553714264670222320611968391962084138986072385851731771407550115874678180217741872200357179424372864780262995085854474350160879814325384234414288739903884946132373014302606480257251694860887116047021020683124317704869758486363915682732882237031361276695611358835954001408120159586951419854494250176015019948368927481811781272001877493546115935226472659<794>]
Categories
- n!/n# - 1 (index 355)