Number Info

ID 27453
Size 734 digits / 2437 bits
Value 35206048054211810214691724707489649086711047763615565865238546930768006553203683717114051131832302686083465130839216853738997478348989120667483901234359800326015517326226622949874182103339904585546585436456814096817367246593894307091619277015701408515256062976217549997050156125301044783397993841724329702683797348560204098191384207957689797148428706910245172566824757716397366398094222223425124654084005081661595425995456496962577987821939206564576318849171511273586157887526105869094391644419236091294330599954276548646446489729302091162412505831344365013365346225578583797853414205439614321484601621538327614702601498020715221064460660093259283475891276936911889202754319565141891084491958697755626595200219473066863611212136884498
Progress 100.00%
Completed yes
Small factors 2 × 34 × 41 × 107 × 467 × 2521 × 3121 × 21529 × 90481 × 11128427 × 12315241 × 10783342081<11> × 12280217041<11> × 54975368761<11> × 2990475029881<13> × 42426476041450801<17> × 7800447857397694201<19>
Cofactor 7009207743943130630778826238150473310515580737176180503052862592530154588201581175258125321033067269838662169756378579622946265302531793711698274409484173985781350385155339601461940581283317401373524232210273253598973415529622675421875900647396971465125624896959435618450209747020113043493512332879495590011769008078366476882221535380500514218325544112077086087217635518279448580090448233240012240261653793015080849141805308909143741145599732100504620897345017241717675899500844216677199915273641207376500391789754761221975683593896273481835722475125342736071838427994591188147220646885951133019890538598073356816707 (composite)

Factorization

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

35206048054211810214691724707489649086711047763615565865238546930768006553203683717114051131832302686083465130839216853738997478348989120667483901234359800326015517326226622949874182103339904585546585436456814096817367246593894307091619277015701408515256062976217549997050156125301044783397993841724329702683797348560204098191384207957689797148428706910245172566824757716397366398094222223425124654084005081661595425995456496962577987821939206564576318849171511273586157887526105869094391644419236091294330599954276548646446489729302091162412505831344365013365346225578583797853414205439614321484601621538327614702601498020715221064460660093259283475891276936911889202754319565141891084491958697755626595200219473066863611212136884498 = 2 × 34 × 41 × 107 × 467 × 2521 × 3121 × 21529 × 90481 × 11128427 × 12315241 × 10783342081<11> × 12280217041<11> × 54975368761<11> × 2990475029881<13> × 42426476041450801<17> × 7800447857397694201<19> × 100873547420073756574681<24> × 123944171348849444948627<24> × 2271388388107549761643321<25> × 212661158362558594566110149801<30> × 7162955084739436894477556284321<31> × 3208055093127916490190490094868044761<37> × 34550943155046009857395688412902957315281<41> × 108205581089246498532283117617925784720430322321<48> × 13509595289868014773351575563570903675165884895702036468220369242971817581940944131034360744925992133063905771201897000584321151160092195891314270931011036998711990321657769716150797454645441884513447645390637849908425410904902687363690598495708416107397598087483279596371510359686417140171264788674297127349572132495946414719267845070737647153645093795250319361<362>

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