Number Info
| ID | 57301 |
| Size | 1161 digits / 3857 bits |
| Value | 667639604233434476422481179469496482378154428096279345601942514427690838821892094763775061460665016099877725526214825547502666309702842285842056886715364002227539487469456664790219389130597285164915284036458501692839336462772311208848315302086327509469527145523422207132544374569666271792500095495734985539112370382684775373842510972466686026502605004084103260628999058972330806575669039247007602442727942309508782024783893412274131920750045194884029348329167955116046386937663723991218708291019335293625487434935420397011177000775284521312454468073419372023719069814762476428837521742543339719854369283482796717703092073313361971903365449733203206937540813683442018273092592316872324241682467037841565653178554736112931900526252771163584641713582457684812099411616533176361911971774634477200970313833736177060214020710294376697399743731561269687552214209899008120461444037428214100849941806545772288920179525588876391317492631073223208565915352090660720669344915393124504363137729356014781948085769197659290242908159999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.64% |
| Completed | no |
| Small factors | 26413969 |
| Large cofactor | 25276004686513960716107495222300612315330362812808606900460226724264378398486501394916268034564022396629515447913746909731841750465552612931515778136764073669789628641930209912422453025919629312994017825812489660029484265040680225256882648044537627399711385499219076358140057428312506605595701861228616779973974012867387531720148190242317844262731019487609123060188306383350824958402466484571387300512389573468068430942123594234328507039212667921433138212934525482181280175564063242113243499718627491901178782898375492036474223195131504898504820236346130792525692364322926116436250899762293948321600940906790521246658995977218038375958018642832631738817472439807967453626245730691677734674499960147661476137060459793563470167101838090428009577567932243912760684000822942449955626576779675829897820877799022822363955250734729668888448522505696500497604665542653136318189971277251597472910708971672234828479564187755213588593695671908421205685345965638890568446753132523344157901363833508503850674079658292144215165398278463944589319386268682302156105354708336335217172398438114317465883298341116399432436677729121284271969880785428346644913530412638857871 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
667639604233434476422481179469496482378154428096279345601942514427690838821892094763775061460665016099877725526214825547502666309702842285842056886715364002227539487469456664790219389130597285164915284036458501692839336462772311208848315302086327509469527145523422207132544374569666271792500095495734985539112370382684775373842510972466686026502605004084103260628999058972330806575669039247007602442727942309508782024783893412274131920750045194884029348329167955116046386937663723991218708291019335293625487434935420397011177000775284521312454468073419372023719069814762476428837521742543339719854369283482796717703092073313361971903365449733203206937540813683442018273092592316872324241682467037841565653178554736112931900526252771163584641713582457684812099411616533176361911971774634477200970313833736177060214020710294376697399743731561269687552214209899008120461444037428214100849941806545772288920179525588876391317492631073223208565915352090660720669344915393124504363137729356014781948085769197659290242908159999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 26413969 × [25276004686513960716107495222300612315330362812808606900460226724264378398486501394916268034564022396629515447913746909731841750465552612931515778136764073669789628641930209912422453025919629312994017825812489660029484265040680225256882648044537627399711385499219076358140057428312506605595701861228616779973974012867387531720148190242317844262731019487609123060188306383350824958402466484571387300512389573468068430942123594234328507039212667921433138212934525482181280175564063242113243499718627491901178782898375492036474223195131504898504820236346130792525692364322926116436250899762293948321600940906790521246658995977218038375958018642832631738817472439807967453626245730691677734674499960147661476137060459793563470167101838090428009577567932243912760684000822942449955626576779675829897820877799022822363955250734729668888448522505696500497604665542653136318189971277251597472910708971672234828479564187755213588593695671908421205685345965638890568446753132523344157901363833508503850674079658292144215165398278463944589319386268682302156105354708336335217172398438114317465883298341116399432436677729121284271969880785428346644913530412638857871<1154>]
Categories
- n!/n# - 1 (index 489)