Number Info

ID 41322
Size 619 digits / 2054 bits
Value 1118246356605592421107427208007434370502130041178748089087187973641742287517244308478128549712511682362355049710374195199566074429216106586014330632282679808203439846795070290623252233454172234395326297891682805171570002448311889047016972573232870397699731969773113438711181843917724394100399850668633947594747019731423304497867207750149091249971933953737034218252150783152646891393384825972800682383196967518895898710404019512148042981888022825899131014529116070329222192749211695949186426716634740716110711478991091655456860535163212689130853767255490913890011110552873360515833798352073331409294467600187556560055320
Progress 71.49%
Completed no
Small factors 23 × 5 × 7 × 13 × 172 × 97 × 103 × 109 × 137 × 151 × 409 × 1123 × 5407 × 6113 × 15313 × 20809 × 82723 × 91141 × 113357 × 130969 × 191251 × 241333 × 91844017 × 1137388061 × 1435438759 × 2430316601 × 132345083573<12> × 853299177421<12> × 107201746410049<15> × 3629145614183161<16>
Cofactor 117918018661527821190997494678710901287981681045448719480097681705719095858602141732575649553282270948021527106843531724155859411558356866685410113926768141010096784892522474113128427994931069846463922621512419558570451624138136096784194239679475428271358978985230915776975155038729851300632367202214100687682332919590071139617945758143957565934394294290203426192007379998342847818749669228332449145155791095771793068129283328005303934124846048432096222617513123 (composite)

Factorization

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

1118246356605592421107427208007434370502130041178748089087187973641742287517244308478128549712511682362355049710374195199566074429216106586014330632282679808203439846795070290623252233454172234395326297891682805171570002448311889047016972573232870397699731969773113438711181843917724394100399850668633947594747019731423304497867207750149091249971933953737034218252150783152646891393384825972800682383196967518895898710404019512148042981888022825899131014529116070329222192749211695949186426716634740716110711478991091655456860535163212689130853767255490913890011110552873360515833798352073331409294467600187556560055320 = 23 × 5 × 7 × 13 × 172 × 97 × 103 × 109 × 137 × 151 × 409 × 1123 × 5407 × 6113 × 15313 × 20809 × 82723 × 91141 × 113357 × 130969 × 191251 × 241333 × 91844017 × 1137388061 × 1435438759 × 2430316601 × 132345083573<12> × 853299177421<12> × 107201746410049<15> × 3629145614183161<16> × 48284686913200985113<20> × 3634148277819481048729<22> × 21373531350655016111130353<26> × 278405035413054275292445184617<30> × 519347362386824444215892360985319177<36> × 152630126181427761360893574876272692654939<42> × 87312959141636709426871401614116382687195852691425893393<56> × 103366752606103466673327449782407284477713195187430702089<57> × [157854500594082006702346396565179743915811899733492526020362814267910141847313559590945767519697253847266586084658479001297821268080587949059910460770460957230972551253353191729<177>]

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