Number Info

ID 50395
Size 404 digits / 1341 bits
Value 24510865535899875912020486156043676254950867886759792048449181613062952804905134590096247810376627512508860418775011304003312622515713787746227555397761922363432651266140304102434098043939410925282493549635806959533985925573128012949740833089105629865222869491479842370479610664450669037820264390187392660599837525826041588579643317681472498992254607753111142400000000000000000000000000000000000000000001
Progress 7.76%
Completed no
Small factors 4518773653<10>
Large cofactor 5424229540602722442229944141892091414951619371752540411753432345035174702720418510437005907358428938000373974202909982312254714413267777753467297955355659050850151370956553663528695900347503182470753763518016811702868872501396788362158938410785150664244361409593232920993932037615752876883533601984421559740345225436331804818470582881720740835755821769440404940769446413340854273587577722384317 (composite)

Factorization

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

24510865535899875912020486156043676254950867886759792048449181613062952804905134590096247810376627512508860418775011304003312622515713787746227555397761922363432651266140304102434098043939410925282493549635806959533985925573128012949740833089105629865222869491479842370479610664450669037820264390187392660599837525826041588579643317681472498992254607753111142400000000000000000000000000000000000000000001 = 4518773653<10> × 4457153881331617308737<22> × [1216971566389397810107701039441427851419042262570786326011894063355366234702042271184963280003583141073835760000582210855759908661803550405178184930922949988927024538177422157502831536962163513808077957735659039730577879792276526586374929796980295657896861823448206131518141201679387344331596799569909194470813366849168722969774297896817234426306667416365417099117430665341<373>]

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