Number Info
ID | 57616 |
Size | 2072 digits / 6882 bits |
Value | 31242553999039600049668054791828632215998515475483540697540765510266773438409613200085839744685742813575922084682786259126695798777344549586664368095468408983905824911046455731538128534969780737445291342629453601010982064944487162719918701585310096403076321735700890999244021280739242544730361381466533621483884749403668525527663800841881872300214292549455823735177293069244752907552815481747468032997111164114507316076848020308472607406307647079386191343627554031738251308343111201066146418637083388787846115250418311473224366900281477826645754933296482643417861636402525791411579877195146042824719748542851662626627791803369960314771908906207270128448991626122987839889243970294698292106200539995069542508060178691685356705338209967078037672365190758734176182565992521662623895222874686468205832391646124180363854302155495730011480690728747310805469531172988716989192656325830944277599653204414795586689785368724325373574430802871125948034761232330428399100172959017095387087852293053662700587491628014950823579942976127726293075733370640961919353175350474472798400575499732341908103926685351039684691535481804817675498152954062179834128477374894128744986404178903508907155049946696555274273924689773494924928582987207281640422781058736808464366445100833886118059940513456340844457976163898964438104978602148843858427133541127066228790018613705951901722522704525626366855685234469388047766094468107686838880270938612368902578989503622967026458158849683439644679240595503021263343119783214773181903018294289577906010539189131288048650514436177771551933161580077810680966708742696492839994390644886620219720402800958955494354323866481114907693483294231684580797581058790621510679867037109649643076760265848771155403914104902469833928596447987892988216884160317853277638914170710734145896080510995716073612339687084947226121203949240319999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
Progress | 0.00% |
Completed | no |
Small factors | |
Large cofactor | 31242553999039600049668054791828632215998515475483540697540765510266773438409613200085839744685742813575922084682786259126695798777344549586664368095468408983905824911046455731538128534969780737445291342629453601010982064944487162719918701585310096403076321735700890999244021280739242544730361381466533621483884749403668525527663800841881872300214292549455823735177293069244752907552815481747468032997111164114507316076848020308472607406307647079386191343627554031738251308343111201066146418637083388787846115250418311473224366900281477826645754933296482643417861636402525791411579877195146042824719748542851662626627791803369960314771908906207270128448991626122987839889243970294698292106200539995069542508060178691685356705338209967078037672365190758734176182565992521662623895222874686468205832391646124180363854302155495730011480690728747310805469531172988716989192656325830944277599653204414795586689785368724325373574430802871125948034761232330428399100172959017095387087852293053662700587491628014950823579942976127726293075733370640961919353175350474472798400575499732341908103926685351039684691535481804817675498152954062179834128477374894128744986404178903508907155049946696555274273924689773494924928582987207281640422781058736808464366445100833886118059940513456340844457976163898964438104978602148843858427133541127066228790018613705951901722522704525626366855685234469388047766094468107686838880270938612368902578989503622967026458158849683439644679240595503021263343119783214773181903018294289577906010539189131288048650514436177771551933161580077810680966708742696492839994390644886620219720402800958955494354323866481114907693483294231684580797581058790621510679867037109649643076760265848771155403914104902469833928596447987892988216884160317853277638914170710734145896080510995716073612339687084947226121203949240319999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
31242553999039600049668054791828632215998515475483540697540765510266773438409613200085839744685742813575922084682786259126695798777344549586664368095468408983905824911046455731538128534969780737445291342629453601010982064944487162719918701585310096403076321735700890999244021280739242544730361381466533621483884749403668525527663800841881872300214292549455823735177293069244752907552815481747468032997111164114507316076848020308472607406307647079386191343627554031738251308343111201066146418637083388787846115250418311473224366900281477826645754933296482643417861636402525791411579877195146042824719748542851662626627791803369960314771908906207270128448991626122987839889243970294698292106200539995069542508060178691685356705338209967078037672365190758734176182565992521662623895222874686468205832391646124180363854302155495730011480690728747310805469531172988716989192656325830944277599653204414795586689785368724325373574430802871125948034761232330428399100172959017095387087852293053662700587491628014950823579942976127726293075733370640961919353175350474472798400575499732341908103926685351039684691535481804817675498152954062179834128477374894128744986404178903508907155049946696555274273924689773494924928582987207281640422781058736808464366445100833886118059940513456340844457976163898964438104978602148843858427133541127066228790018613705951901722522704525626366855685234469388047766094468107686838880270938612368902578989503622967026458158849683439644679240595503021263343119783214773181903018294289577906010539189131288048650514436177771551933161580077810680966708742696492839994390644886620219720402800958955494354323866481114907693483294231684580797581058790621510679867037109649643076760265848771155403914104902469833928596447987892988216884160317853277638914170710734145896080510995716073612339687084947226121203949240319999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [31242553999039600049668054791828632215998515475483540697540765510266773438409613200085839744685742813575922084682786259126695798777344549586664368095468408983905824911046455731538128534969780737445291342629453601010982064944487162719918701585310096403076321735700890999244021280739242544730361381466533621483884749403668525527663800841881872300214292549455823735177293069244752907552815481747468032997111164114507316076848020308472607406307647079386191343627554031738251308343111201066146418637083388787846115250418311473224366900281477826645754933296482643417861636402525791411579877195146042824719748542851662626627791803369960314771908906207270128448991626122987839889243970294698292106200539995069542508060178691685356705338209967078037672365190758734176182565992521662623895222874686468205832391646124180363854302155495730011480690728747310805469531172988716989192656325830944277599653204414795586689785368724325373574430802871125948034761232330428399100172959017095387087852293053662700587491628014950823579942976127726293075733370640961919353175350474472798400575499732341908103926685351039684691535481804817675498152954062179834128477374894128744986404178903508907155049946696555274273924689773494924928582987207281640422781058736808464366445100833886118059940513456340844457976163898964438104978602148843858427133541127066228790018613705951901722522704525626366855685234469388047766094468107686838880270938612368902578989503622967026458158849683439644679240595503021263343119783214773181903018294289577906010539189131288048650514436177771551933161580077810680966708742696492839994390644886620219720402800958955494354323866481114907693483294231684580797581058790621510679867037109649643076760265848771155403914104902469833928596447987892988216884160317853277638914170710734145896080510995716073612339687084947226121203949240319999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<2072>]
Categories
- n!/n# - 1 (index 804)