Number Info

ID 50413
Size 420 digits / 1395 bits
Value 590896026820137690238344244650631823602403300693094072267009681441974088238805425922337739535195450682428781561477739370436636732113583126058525444510020577666087349321429312350042459437830498747767772047147334135938527368007027734538684128877295842914704836061160114371151064840480498893326049274451757998181981624333281944174763623776235229799289199585648021511793604034560000000000000000000000000000000000000000000001
Progress 12.61%
Completed no
Small factors 19219 × 2209207808147<13> × 600127149847067<15>
Large cofactor 23189983452830033028523948340670482121310227764028746709261451665394280228098631190922118455152689081312928816598536102416057066793285514643520478409228394185106460749615487935033994770265722452379905030782396962466108776332673667238094413249658551562327570149851534908123454801343191407494933768043234770155993900131997861110093283144084561892041342552142288594248308268368992511479394971 (composite)

Factorization

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

590896026820137690238344244650631823602403300693094072267009681441974088238805425922337739535195450682428781561477739370436636732113583126058525444510020577666087349321429312350042459437830498747767772047147334135938527368007027734538684128877295842914704836061160114371151064840480498893326049274451757998181981624333281944174763623776235229799289199585648021511793604034560000000000000000000000000000000000000000000001 = 19219 × 2209207808147<13> × 600127149847067<15> × 3244981797121056020311<22> × [7146414033324981571893527617418446349246679883729491635637480035922939518861370924015698498225424666759355510394783011228224909194337702159878896507217918893068114613523387852542961927473256325415252492445220003565852622108296627769995422577318444985542296558456408054418855178896819704303886060703753933900791766122735344765127467224839937582912466570111014029396061<367>]

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