Number Info

ID 50359
Size 371 digits / 1233 bits
Value 78430041713373740545378519381929162513884773925616242523737299202971659150631949800423849920110861742675432959250321416404797450128549423796392423678597022679883256916648067869149705384893279719510941196050292503742916651758194816930285980959991442249190195327116154349486769898584527381898636237627229612013541560644092078944419840000000000000000000000000000000000000001
Progress 10.82%
Completed no
Small factors 72893 × 991741850573<12>
Large cofactor 1084920663871753778277432466731407539868248400302231169264048254710921472567576373599167113723734058149772356570508808756629473619238046293171558524472406056927006928457847575938536320562934472357609211245622227298493721926010981481501181255870499292230285962571982611969323855530446719198931546693436352125822473563033591742259746680780320052950010527209 (composite)

Factorization

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

78430041713373740545378519381929162513884773925616242523737299202971659150631949800423849920110861742675432959250321416404797450128549423796392423678597022679883256916648067869149705384893279719510941196050292503742916651758194816930285980959991442249190195327116154349486769898584527381898636237627229612013541560644092078944419840000000000000000000000000000000000000001 = 72893 × 991741850573<12> × 179493461493146803332769<24> × [6044346433829161365375641025643820392998442814172361650093349078484029616044159973001022387753247912703931741579606792493959165398529556087372951867433010972976491497351849332251578552731267279596287302969632591827677074317968816787688892241109703329488340587373915299790390419438169356683254565950469363550051062429006481631410761<331>]

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