Number Info

ID 52555
Size 430 digits / 1428 bits
Value 5177253434606631471058271024440923798051291478181961987812058213687241074630001016772299514946173541944095474080804731487331634575355145218867201447691394761696749784024154320467405070523346332200610622540264020945566904231916321487055090701528018816710840455823419632516613674675594071387465065464843610410821403559177056845419649808234192793577582815029729678371329431434503981450205459580108421988597910967655479907989501953126
Progress 6.21%
Completed no
Small factors 2 × 1260638155327<13> × 187018411520561<15>
Large cofactor 10979804760266234128985141038932627411690271450749708805319322806871687108406144647721243888667282154725120242957845334020911277723813479451655607778563781606824078581623743361018268885404949031060726072978714758364337586582107117765087604151225248388260735717620570115888538803855642730392624114825704523838062990728998405487205101948659885849494284548271603625910817167918658839256102133269088531452829 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

5177253434606631471058271024440923798051291478181961987812058213687241074630001016772299514946173541944095474080804731487331634575355145218867201447691394761696749784024154320467405070523346332200610622540264020945566904231916321487055090701528018816710840455823419632516613674675594071387465065464843610410821403559177056845419649808234192793577582815029729678371329431434503981450205459580108421988597910967655479907989501953126 = 2 × 1260638155327<13> × 187018411520561<15> × [10979804760266234128985141038932627411690271450749708805319322806871687108406144647721243888667282154725120242957845334020911277723813479451655607778563781606824078581623743361018268885404949031060726072978714758364337586582107117765087604151225248388260735717620570115888538803855642730392624114825704523838062990728998405487205101948659885849494284548271603625910817167918658839256102133269088531452829<404>]

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