Number Info

ID 32435
Size 689 digits / 2288 bits
Value 55448910825083691468180722512283185985783302182314866883679943008005097004990154813693816473022246942146621634251423731228344287952987115627603636206441555469462774607738956975621314450044008873945474313461273688748749200276174324123295140911327810262462019376702801341769469032133370250998974026055323050894272825217452424963957542636329819667109071699550703934119380269813522459909597723804870566041392383555030330833756561508157707077424900277532117371530758398329715990637034987027703892219939663488397169682738917737464267489048730233884113431309449363623338790447562562613522476907703484310182952205147007136178741263756712843752452854839606307329733849931610563241472538346220865625
Progress 68.04%
Completed no
Small factors 55 × 11 × 61 × 101 × 151 × 251 × 577 × 2251 × 3001 × 5791 × 7951 × 86501 × 93001 × 178501 × 346201 × 46739551 × 89604001 × 165634351 × 667380601 × 1661037601 × 1801385941 × 4029238751 × 5879203751<10> × 79738522751<11> × 265302061751<12> × 23962054482148301<17>
Cofactor 4654591369574536182935297683636445701778088547768036987142992388561113429279816844305857881017398886366847711962881338534223901278197357905407131885106718655488884559430770386167305350079412587086462597388029964239977516564507777594066837550822898056748821529334463961761390363214359350736337103540015048393948474338602709704462886691593926764231095405681859284510288115487336888701800114399967394331318595397941573281794616709210067198564195435116299246008207994126546474575085659405354954936184449293835492986003904050588003401 (composite)

Factorization

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

55448910825083691468180722512283185985783302182314866883679943008005097004990154813693816473022246942146621634251423731228344287952987115627603636206441555469462774607738956975621314450044008873945474313461273688748749200276174324123295140911327810262462019376702801341769469032133370250998974026055323050894272825217452424963957542636329819667109071699550703934119380269813522459909597723804870566041392383555030330833756561508157707077424900277532117371530758398329715990637034987027703892219939663488397169682738917737464267489048730233884113431309449363623338790447562562613522476907703484310182952205147007136178741263756712843752452854839606307329733849931610563241472538346220865625 = 55 × 11 × 61 × 101 × 151 × 251 × 577 × 2251 × 3001 × 5791 × 7951 × 86501 × 93001 × 178501 × 346201 × 46739551 × 89604001 × 165634351 × 667380601 × 1661037601 × 1801385941 × 4029238751 × 5879203751<10> × 79738522751<11> × 265302061751<12> × 23962054482148301<17> × 1458251299382174656724501<25> × 2482980588578783441009160751<28> × 58049809165398705504890030318117157001<38> × 24214532558109949882110768280659568012437491401<47> × 231033389078296690610741616032932887964688985077140888736544196451984827490741144501<84> × 310121843214358509551926701165142813776831006177566563338167725192573278203962174428560251<90> × [12764149196867070756592643101121024388962617351779502698813545484472400949992310303453421493655050979100148879183043721520768446387691963803140509225979436076943656045480215756383478642191962189028988788809125362742777501<221>]

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