Number Info

ID 58195
Size 880 digits / 2922 bits
Value 3743879657876457050764995597158037231357196237324600275793522827763329993819539270291618433117399328914088916050972955663730971018631623169634969600091360719705091501309639073937182189569554889293176883921108191638625711289838503442728677473120338593313243259103678070211776917075100577816079723798354803044271372648870099703298366135070964153760273979796559510971006026832480862721145093316041966163839992563195767793543112355139890056605507281451236959100732886964081720654973892368076631787808773908607754382930919355888719349543441851886514572592202067958355408737858182992123183768927581492488855028559349342404086885268270467069136555773296492404239338754128286381431997326532326082472094378576386410531186552203769582903315588815812713485156513860848871014400000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 3.56%
Completed no
Small factors 4817 × 369067 × 2748287 × 10314607 × 424005331
Large cofactor 175208000542005902158103921362580007302112551563487485561186158399944020156414706811473313888572938243894721426233501332160442111846977762077772333908943475759714662184106663730054561116955485446090177915988746898542422725315148983323652767464329056916008617888740243897869861529462007482222965082185360771038117570077810198340540200568465647474737945035851830320839608946065777779080956862661570327818419043269449409867301447360246130907703883764541206337803255659895958724532690104501184755568560495934758818127535343166648390065914277083560896305498422545104237799766695951139883559216610372029665040767068369311979314562862830740299649356386555592724395374842309703358209505754617885262361446461037523572220161851923423788097423756891516521811051874458873751504001942340739220702237886759490543176990661980018226118702273222482806847367794051121 (composite)

Factorization

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

3743879657876457050764995597158037231357196237324600275793522827763329993819539270291618433117399328914088916050972955663730971018631623169634969600091360719705091501309639073937182189569554889293176883921108191638625711289838503442728677473120338593313243259103678070211776917075100577816079723798354803044271372648870099703298366135070964153760273979796559510971006026832480862721145093316041966163839992563195767793543112355139890056605507281451236959100732886964081720654973892368076631787808773908607754382930919355888719349543441851886514572592202067958355408737858182992123183768927581492488855028559349342404086885268270467069136555773296492404239338754128286381431997326532326082472094378576386410531186552203769582903315588815812713485156513860848871014400000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 4817 × 369067 × 2748287 × 10314607 × 424005331 × [175208000542005902158103921362580007302112551563487485561186158399944020156414706811473313888572938243894721426233501332160442111846977762077772333908943475759714662184106663730054561116955485446090177915988746898542422725315148983323652767464329056916008617888740243897869861529462007482222965082185360771038117570077810198340540200568465647474737945035851830320839608946065777779080956862661570327818419043269449409867301447360246130907703883764541206337803255659895958724532690104501184755568560495934758818127535343166648390065914277083560896305498422545104237799766695951139883559216610372029665040767068369311979314562862830740299649356386555592724395374842309703358209505754617885262361446461037523572220161851923423788097423756891516521811051874458873751504001942340739220702237886759490543176990661980018226118702273222482806847367794051121<849>]

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