Number Info

ID 51806
Size 605 digits / 2010 bits
Value 62958239379496437390786093108089676863517038146565804163803367409438123125614858701788344343761846576206469086625943142383484249858025919888975538886367352488569876188810758097562279102552067561614002946126926157203609371305221009723242868303936003677702431272264850791796634392910255719305637696981054874379585851935252133773969066573254808829242250212121962516443867314655107244783244830126399932808281958095994789892347513889519863029344331098808300477149033406947652978821799142401778955443768222525689131966485134821572637119364501369913309831926085806225357362209127387586704571731388568878173828124
Progress 7.40%
Completed no
Small factors 22 × 2251 × 37943780333<11> × 628817413415797<15> × 2718958213189481<16>
Large cofactor 107782784187039763270348393085508026085926829207261744392401455752447169069897450804596149868652227724577872557319715684033851556902524468930445964185737599915063727216805940443160392243651150137513960108663379693293079195733773207501535117596083759981205196558817041787833471349011206294194454826313787958908317920661207263116056678294000822118104315120083796328148646230070366242572441824656841439898004663110827823771521284692827016800807759564202193277488550109350126211978454485354405950960275524671238465675416424869347800491497201352011854762029051655901 (composite)

Factorization

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

62958239379496437390786093108089676863517038146565804163803367409438123125614858701788344343761846576206469086625943142383484249858025919888975538886367352488569876188810758097562279102552067561614002946126926157203609371305221009723242868303936003677702431272264850791796634392910255719305637696981054874379585851935252133773969066573254808829242250212121962516443867314655107244783244830126399932808281958095994789892347513889519863029344331098808300477149033406947652978821799142401778955443768222525689131966485134821572637119364501369913309831926085806225357362209127387586704571731388568878173828124 = 22 × 2251 × 37943780333<11> × 628817413415797<15> × 2718958213189481<16> × [107782784187039763270348393085508026085926829207261744392401455752447169069897450804596149868652227724577872557319715684033851556902524468930445964185737599915063727216805940443160392243651150137513960108663379693293079195733773207501535117596083759981205196558817041787833471349011206294194454826313787958908317920661207263116056678294000822118104315120083796328148646230070366242572441824656841439898004663110827823771521284692827016800807759564202193277488550109350126211978454485354405950960275524671238465675416424869347800491497201352011854762029051655901<561>]

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