Number Info

ID 49391
Size 393 digits / 1304 bits
Value 328888934791955323409718268028010784177437993350483254778164047129155121330207742646826164768462083766472374233910596372290012895640081140543758586981642892290257559306198034915489370381837379848278825991686169387900553875775066026961292046401060786534496809479552159276648778798979214316818759236565082055595726459131823856084914133261032525240729599999999999999999999999999999999999999999999
Progress 10.26%
Completed no
Small factors 3 × 15742949 × 4042184369
Large cofactor 1722764050608339553990620929541047940190665225904858557529856975975334793579462445589724890032658115077605619072740923512013348863090431405948668691822104193501923358114655662990279210698805264215831745356152735508986971990562332322408349637104783675717124631828196750674955290376916968680693835108504539380196863520164038224723188459499069817196137364659086380619982625454593 (composite)

Factorization

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

328888934791955323409718268028010784177437993350483254778164047129155121330207742646826164768462083766472374233910596372290012895640081140543758586981642892290257559306198034915489370381837379848278825991686169387900553875775066026961292046401060786534496809479552159276648778798979214316818759236565082055595726459131823856084914133261032525240729599999999999999999999999999999999999999999999 = 3 × 15742949 × 4042184369 × 94114317210643885812323<23> × [18305015662521356075735940922286452747457297049683009230283592048252214440538841636274512871258517903177105875253054859122532221279417784554285129953756111515130116352535246042163636794028844022574793874837106746352638143140644481696263282220437817351413156202933610872670752238935865690639516081330001173695026947964284895212786822156590192195638748491<353>]

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