Number Info

ID 50666
Size 659 digits / 2186 bits
Value 10522131440681747475630023844990299938847031232269222580082692028583285015844897615959948289264058895175825303922320069581460780080954642104472075999520236274581945883866337509005754672956281447125806616140247417492367312764944469105850657490327085287662700119870423826477162641105957943996896744944454704123448047315295298312367421429681580958353981276478254025447419074450569770707277872145628413612128993081055942692640617937048400336957965682080221607909470798798321648188599674738678983048793310152136615418333729732563454934395995131851511252763788588786135129029673191006751867071469977600000000000000000000000000000000000000000000000000000000000000001
Progress 0.40%
Completed no
Small factors 433
Large cofactor 24300534505038677772817607032310161521586677210783423972477348795804353385323089182355538774281891212877194697280184918201987944759710489848665302539307705022129205274518100482692274071492566852484541838661079486125559613775853277380717453788284261634324942540116452255143562681538009108537867771234306476035676783638095377164820834710581018379570395557686498904035609871710322796090711021121543680397526542912369382661987570293414319484891375709192197708797854038795200111290068532883785180251254757857128442074673740721855554121006917163629356241948703438305161960807559332579103619102702026789838337182448036951501154734411085450346420323325635103926097 (composite)

Factorization

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

10522131440681747475630023844990299938847031232269222580082692028583285015844897615959948289264058895175825303922320069581460780080954642104472075999520236274581945883866337509005754672956281447125806616140247417492367312764944469105850657490327085287662700119870423826477162641105957943996896744944454704123448047315295298312367421429681580958353981276478254025447419074450569770707277872145628413612128993081055942692640617937048400336957965682080221607909470798798321648188599674738678983048793310152136615418333729732563454934395995131851511252763788588786135129029673191006751867071469977600000000000000000000000000000000000000000000000000000000000000001 = 433 × [24300534505038677772817607032310161521586677210783423972477348795804353385323089182355538774281891212877194697280184918201987944759710489848665302539307705022129205274518100482692274071492566852484541838661079486125559613775853277380717453788284261634324942540116452255143562681538009108537867771234306476035676783638095377164820834710581018379570395557686498904035609871710322796090711021121543680397526542912369382661987570293414319484891375709192197708797854038795200111290068532883785180251254757857128442074673740721855554121006917163629356241948703438305161960807559332579103619102702026789838337182448036951501154734411085450346420323325635103926097<656>]

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