Number Info

ID 31519
Size 792 digits / 2629 bits
Value 152467711399928611264240094299264068767046375880020731368494902394297767033007157847642640067096907621771149677465664427722783606773896102170223800162382083169701641487267430098348732613755340929862312136975325954455524343883187671176722271850258841959622444927111153112342951208496543097156324755172886751544057784730950865111906554043219854485922148804495856822906866840235331151587067638142730423426037049725114438698633023851822315511030595121514702207014377497837163171685869107868704042057302641311348980008289326039559902207184773887052571005508207401866630707610541300218077508709028397849271439982381492790482966814800001212593283365657354406543470845909390033492822072912607219244555389667171162920583131244259439649855195803035201336646177020319251708812804276862981498622538055624
Progress 50.11%
Completed no
Small factors 23 × 32 × 7 × 132 × 79 × 37831 × 47143 × 437083 × 436906237 × 504573631 × 30331848397<11> × 376645117339<12> × 6381038219879<13> × 29506632262267<14> × 435595075102951<15> × 51812854978687267<17> × 218251270027558171<18>
Cofactor 12444353208974585498143892672842323958500853234333878051446623602399210969544783009928661943486353684220864860186959553187747193504717846527609686266030785099025059557078355710472233275656648621091093480440586996954654692427478138947920883265577349718788473233724119042465429736094155842553550594873930003742769420726132776764107844214499945922644371794774742352613691023753226214160084320042313433731778172054547943456227149753892709717557968554011996028391153731843518294436578733002217500986234584440821343034103003025280111485857843017638931236611572286418809336600397167045705477945372714540664252058042808430281195779213049612693410191095362389286029 (composite)

Factorization

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

152467711399928611264240094299264068767046375880020731368494902394297767033007157847642640067096907621771149677465664427722783606773896102170223800162382083169701641487267430098348732613755340929862312136975325954455524343883187671176722271850258841959622444927111153112342951208496543097156324755172886751544057784730950865111906554043219854485922148804495856822906866840235331151587067638142730423426037049725114438698633023851822315511030595121514702207014377497837163171685869107868704042057302641311348980008289326039559902207184773887052571005508207401866630707610541300218077508709028397849271439982381492790482966814800001212593283365657354406543470845909390033492822072912607219244555389667171162920583131244259439649855195803035201336646177020319251708812804276862981498622538055624 = 23 × 32 × 7 × 132 × 79 × 37831 × 47143 × 437083 × 436906237 × 504573631 × 30331848397<11> × 376645117339<12> × 6381038219879<13> × 29506632262267<14> × 435595075102951<15> × 51812854978687267<17> × 218251270027558171<18> × 3386411916070322600972917793132149<34> × 8929627332642360651429171750713187394279772739059800673754915869984108776013899856074320524951418926918437903<109> × 7989093540087035116814049555191598486233274000311613455456013073036555903896205837670815721861311832118477399644628599<118> × [70192423547174958115356450185440569775924885968368092817382451062038725967917540153915406769501601339046877497004371605984729747101109735050531714566243756748695320907900445080227768546327<188>] × [733857044169053075751542379857455116706004118274439060617865575054682716804039769068744424219163990826700473350542360453633830662811103994495741080988090611470437662324322009749422486917272689340299513654759<207>]

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