Number Info

ID 43390
Size 740 digits / 2457 bits
Value 41800586088846755260673139302403794956603291633218101943642950271174842597880934907264636930416936259295671298239850853969944825693042171086398484171924444515534085203810182221014604568791070567112695597602960792864651660412953645925271761643182706944572947457440833380464621500376703758764869954511751810795226232150597946197593031809203084469323817947978727899250879343134320128103012449928065211110072559296986582738467281141856660928203593828543305348097911865771496627010317365230403199322606654863548029586261474671012709429401149051893220275571123580822795890609270225878833170960847547911680641319612794160643678994474620154461259202642692803460481398099047926852619742532012414617440983227016030582594694083929746685659184175379136
Progress 100.00%
Completed yes
Small factors 26 × 33 × 11 × 13 × 31 × 41 × 61 × 97 × 113 × 181 × 241 × 277 × 397 × 401 × 421 × 449 × 577 × 613 × 641 × 761 × 2251 × 2441 × 3761 × 4481 × 5413 × 5737 × 9601 × 13921 × 27361 × 41809 × 48481 × 49831 × 132631 × 188833 × 199081 × 750313 × 4598201 × 22191649 × 392517673 × 767008609 × 1028947411 × 3930254561 × 5196169021<10> × 12431152621<11> × 111194154961<12> × 975359071201<12> × 20020167221441<14> × 632016012663361<15> × 417910653326137261<18>
Cofactor 173495680205669480768948855672453692204220360348252107405718583440106541599533188670268111976658989829639433618261978353469319252339726119613608824813541177222903734908516953861013980565257060168658384377153269244913388801028564351863860255798452604874264038938075668978435449836133182308714046808434402496300712597680437945798625495303791722468225416482678437886724677461130935256514523802253280993611445270595703944520090022995248670306805835937402286250614881400325816645213076944170833 (composite)

Factorization

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

41800586088846755260673139302403794956603291633218101943642950271174842597880934907264636930416936259295671298239850853969944825693042171086398484171924444515534085203810182221014604568791070567112695597602960792864651660412953645925271761643182706944572947457440833380464621500376703758764869954511751810795226232150597946197593031809203084469323817947978727899250879343134320128103012449928065211110072559296986582738467281141856660928203593828543305348097911865771496627010317365230403199322606654863548029586261474671012709429401149051893220275571123580822795890609270225878833170960847547911680641319612794160643678994474620154461259202642692803460481398099047926852619742532012414617440983227016030582594694083929746685659184175379136 = 26 × 33 × 11 × 13 × 31 × 41 × 61 × 97 × 113 × 181 × 241 × 277 × 397 × 401 × 421 × 449 × 577 × 613 × 641 × 761 × 2251 × 2441 × 3761 × 4481 × 5413 × 5737 × 9601 × 13921 × 27361 × 41809 × 48481 × 49831 × 132631 × 188833 × 199081 × 750313 × 4598201 × 22191649 × 392517673 × 767008609 × 1028947411 × 3930254561 × 5196169021<10> × 12431152621<11> × 111194154961<12> × 975359071201<12> × 20020167221441<14> × 632016012663361<15> × 417910653326137261<18> × 121288305745180331089<21> × 4394231174092284521569<22> × 72931323398494956543521<23> × 403648570530480065054722418881<30> × 12753484372374905415967986005473<32> × 10574951647274515477183266617150641<35> × 231257459271925675224120911732358230641<39> × 266008110376219584016361325706204070742827424798721<51> × 4043573190396223484464548895287603542868238806181121<52> × 329614373295224867079639780512436364680945763999987641830714098148380860271813620023086617100183338788266067561966271180121501797764207001059309969229832904041378640837787952791723199776961<189>

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