Number Info

ID 35439
Size 729 digits / 2421 bits
Value 380668002413624438908196266526627435342884306516472846759987599178454747963661779760971940682400672863907817152940590272234533505569195016345756739066509872890525031511435790518643531210856670754212154713199162673039968431008591489349606834946378080969637825991506526312575291677760260613200612760967993999773010985484483820881443434009070061500359880313637291076066716772307432546409056157552999265287442785499191229278679026544840978341747370673295804964851653669301906743143415987127583753642820366863969474808982179903006731218803355392132849827001147006400765823328689342537999103610259410838836612946332157400727181005680653196844589522145167593993446042648428973685927306119762605063615534223426797419571937869976771490948
Progress 100.00%
Completed yes
Small factors 22 × 7 × 112 × 19 × 31 × 37 × 61 × 103 × 181 × 271 × 307 × 613 × 757 × 919 × 1021 × 1531 × 1621 × 1871 × 3061 × 4561 × 9181 × 12853 × 30091 × 34511 × 42841 × 224401 × 279991 × 387631 × 436357 × 443701 × 645661 × 755551 × 927001 × 10746721 × 129159847 × 214169911 × 3246751801 × 6213394261<10> × 35106034213<11> × 40013904871<11> × 99810171997<11> × 2663568851051<13> × 1117636388614441<16> × 94428036319693051<17> × 133395235891527691<18> × 154100434621689901<18> × 862970652262943171<18>
Cofactor 41129178826649197723866964653673509845503197296397359256527755138777056496599353942123359438878465003656435702125624055477464367796424790334992698904401316073463157054794849300212229323323853605872177574107550340652037106962384980579198823662493573405841117139203962039633713187971007099136262230627624775699899757950926702495100799482398433665673798600798362632580899832163847176519085990185872367696088872562749370112611206830039432807109499 (composite)

Factorization

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

380668002413624438908196266526627435342884306516472846759987599178454747963661779760971940682400672863907817152940590272234533505569195016345756739066509872890525031511435790518643531210856670754212154713199162673039968431008591489349606834946378080969637825991506526312575291677760260613200612760967993999773010985484483820881443434009070061500359880313637291076066716772307432546409056157552999265287442785499191229278679026544840978341747370673295804964851653669301906743143415987127583753642820366863969474808982179903006731218803355392132849827001147006400765823328689342537999103610259410838836612946332157400727181005680653196844589522145167593993446042648428973685927306119762605063615534223426797419571937869976771490948 = 22 × 7 × 112 × 19 × 31 × 37 × 61 × 103 × 181 × 271 × 307 × 613 × 757 × 919 × 1021 × 1531 × 1621 × 1871 × 3061 × 4561 × 9181 × 12853 × 30091 × 34511 × 42841 × 224401 × 279991 × 387631 × 436357 × 443701 × 645661 × 755551 × 927001 × 10746721 × 129159847 × 214169911 × 3246751801 × 6213394261<10> × 35106034213<11> × 40013904871<11> × 99810171997<11> × 2663568851051<13> × 1117636388614441<16> × 94428036319693051<17> × 133395235891527691<18> × 154100434621689901<18> × 862970652262943171<18> × 25628738622818419801<20> × 123343105382171675857<21> × 13271362257832586268931<23> × 28090626041813012073462457<26> × 1026147611042354173107500256241<31> × 182053585235237683608542847610359735077952191344449180632311<60> × 16960184261245211770124551477792778196298722974881637673135361<62> × 198231829702112337519053216185636912940288668406158264619629767120858856204994727375031<87> × 55567131215418845265457464836160780442239689633376807523455459133419468553179015367883544405514905920206850285572665481<119>

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