Number Info
| ID | 48826 |
| Size | 1198 digits / 3980 bits |
| Value | 9140110913068806244568412510010864516909531599073124266877745200781433916583018756742089997560371260200502866596812867903266628497432026630832122697471861315370029944892325266539300441607709832250753660925501521186037787748760821432236124047046764876640903447179430252883498575128931390185158514892122755252349018177134635253699300826165973237265357661525765097711805535605056394500038470892290956180193429991251302420473050491694615423869797306143020219001874025549597768981853730710713482592008817739047579264412503429964436648753718640652050697526473430308924171021614536486888668990153771020489614232686682247286950757381055706880517308439974695044886121115510574956200886259678949244400589877258022712441535957186172691152095080115220002669022137509453972371442427664082812552505231159407057100790797015674868373369797063904603210080816601227624286855473332551658084568618809077811639296194627074003414243615489737598343626748011683928646750803365339035420516452438875404469159953838692066966528111568755008560607956976818294517840977889291114123864084773190657305124968920514560000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 1.13% |
| Completed | no |
| Small factors | 1721 × 26141 × 872099 |
| Large cofactor | 232960671727581128715956250667136939743562390661016035950652429550860686233375598412573294091618994165725516055865013195941898223011894953055684582852305872230817795636964844415792179963481198060667808499709869782495113707210623389465120338350479167574483862395166365622402148865225597298250700783812727449632845355687390946611831301052769624440554862309095086001755050849248013823563203790383329080359895555061355947209824251182663241628929861104766327039140426185691476182897705035578544070317012859958791217162329683192200702287119822278976474532720232171991338831999318991621422783335216138275425632384828094776204577590466287443650358867491121276757487146085673428935676852922984127559475731979817005329729449744625682399797562180149122750888149307753319127824578846677088582620670776546276661730846202187565895393216017097063665224819352066173559444947999406041959852546328366868680807007375565585283885334227603206554966005665723391156662877665200882818136838490908852625441800765485177292772078248082036066758894215508044513237867147224042897351411776893966905370927765692047001098484129301329207647643142544935486627662133908384313512193277519322005459966045524046542532072959 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
9140110913068806244568412510010864516909531599073124266877745200781433916583018756742089997560371260200502866596812867903266628497432026630832122697471861315370029944892325266539300441607709832250753660925501521186037787748760821432236124047046764876640903447179430252883498575128931390185158514892122755252349018177134635253699300826165973237265357661525765097711805535605056394500038470892290956180193429991251302420473050491694615423869797306143020219001874025549597768981853730710713482592008817739047579264412503429964436648753718640652050697526473430308924171021614536486888668990153771020489614232686682247286950757381055706880517308439974695044886121115510574956200886259678949244400589877258022712441535957186172691152095080115220002669022137509453972371442427664082812552505231159407057100790797015674868373369797063904603210080816601227624286855473332551658084568618809077811639296194627074003414243615489737598343626748011683928646750803365339035420516452438875404469159953838692066966528111568755008560607956976818294517840977889291114123864084773190657305124968920514560000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 1721 × 26141 × 872099 × [232960671727581128715956250667136939743562390661016035950652429550860686233375598412573294091618994165725516055865013195941898223011894953055684582852305872230817795636964844415792179963481198060667808499709869782495113707210623389465120338350479167574483862395166365622402148865225597298250700783812727449632845355687390946611831301052769624440554862309095086001755050849248013823563203790383329080359895555061355947209824251182663241628929861104766327039140426185691476182897705035578544070317012859958791217162329683192200702287119822278976474532720232171991338831999318991621422783335216138275425632384828094776204577590466287443650358867491121276757487146085673428935676852922984127559475731979817005329729449744625682399797562180149122750888149307753319127824578846677088582620670776546276661730846202187565895393216017097063665224819352066173559444947999406041959852546328366868680807007375565585283885334227603206554966005665723391156662877665200882818136838490908852625441800765485177292772078248082036066758894215508044513237867147224042897351411776893966905370927765692047001098484129301329207647643142544935486627662133908384313512193277519322005459966045524046542532072959<1185>]
Categories
- n!! + 1 (index 942)