Number Info

ID 49723
Size 706 digits / 2344 bits
Value 3451369136937109094011737893285939380930211514421848041325795462003627676228310786343714192190581105680045929476052808299449578920582095897168339032412858128935267045842793531574545491159943962210719046405060852407541922844986531676192745133286380215526762451127636915804564193029222877780246186186527189797450589347174832288013485652674017426281460185259142874034264807593837777366890417464420137631777751104061971688304331081277583148735468403284575501077931339923161570666609914462900473369448926517960950084090942908179101837152505528650070508515521659747312032063732784515937176924383135026421785250448573505987168024220999687864319999999999999999999999999999999999999999999999999999999999999999999999
Progress 6.09%
Completed no
Small factors 32 × 18047 × 100799754656837903<18>
Large cofactor 210806699311914370381287994537883669879992339831692209642872296173052355276083695910929458747175369963708025666813112933951327278297028776941402971721591773656613385112331958373257640173924131051563328016529585629343462348878749246839480847393638400227137650177073038374935120201054428196236333219790790620656600007340918804050993290079360497712036370968411568936420548085136909746869579049226798539884035243346248672285352340392813981108210943331837804853065148683392342632089097010081125838728739651207255060521103506526811760936171212388754066153447803470015745954180329043515656895788043075805540538904277983769435029429274323117593970787343238217198262164234115182632467865362871 (composite)

Factorization

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

3451369136937109094011737893285939380930211514421848041325795462003627676228310786343714192190581105680045929476052808299449578920582095897168339032412858128935267045842793531574545491159943962210719046405060852407541922844986531676192745133286380215526762451127636915804564193029222877780246186186527189797450589347174832288013485652674017426281460185259142874034264807593837777366890417464420137631777751104061971688304331081277583148735468403284575501077931339923161570666609914462900473369448926517960950084090942908179101837152505528650070508515521659747312032063732784515937176924383135026421785250448573505987168024220999687864319999999999999999999999999999999999999999999999999999999999999999999999 = 32 × 18047 × 100799754656837903<18> × 545353853828993774681<21> × [386550306432815415989095627992117705080801030999423104564632172474289219858668988110706075735319742082696259973466027615186633957576305181347216265750568977130538379339972836327376774211378420277124684421894353817201954668055017439983326882703027082181180263843715461402330889910141667519972826448424893157632713491933184343275752665312120267047229127708184279126605631362852385510710569091179506005077200577967482361114874703155178158213618454921386276459042636026519788972588514800410540264302066916991139716059485323336304488545510245114649259846151988112517110970062457184551379575640124948030073606896013457307390256221491905541519391475155813211519955534991<663>]

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