Number Info

ID 50398
Size 407 digits / 1350 bits
Value 12990758734026934233370857662703148415123959979982689785678066254923364986599721332751011339499612581629696021950755991121755689933328307505500604360813818852619305171054361174290071963287887790399721581306977688553012540553757846863362641537225983828568120830484316456354193652158854590044740126799318110117913888687802041947210958371180424465894942109148905472000000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 33 × 6736991
Large cofactor 71417523397517962332039782232833775852156922545560274420556190248861156245282760963292406332933944027059492341394922182572999605122800852924468331363109968105055853521057107467150377301851973570109231594732545030821802375228753470060065564588910213545704002971742772581751032263287288928778881797412821848573236202421119578883163882044451928090387896983534117674042159617396395952282400698318130893 (proven prime)

Factorization

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

12990758734026934233370857662703148415123959979982689785678066254923364986599721332751011339499612581629696021950755991121755689933328307505500604360813818852619305171054361174290071963287887790399721581306977688553012540553757846863362641537225983828568120830484316456354193652158854590044740126799318110117913888687802041947210958371180424465894942109148905472000000000000000000000000000000000000000000001 = 33 × 6736991 × 71417523397517962332039782232833775852156922545560274420556190248861156245282760963292406332933944027059492341394922182572999605122800852924468331363109968105055853521057107467150377301851973570109231594732545030821802375228753470060065564588910213545704002971742772581751032263287288928778881797412821848573236202421119578883163882044451928090387896983534117674042159617396395952282400698318130893<398>

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