Number Info

ID 50375
Size 386 digits / 1280 bits
Value 18357989666967282290448234199912386687436060661065545549530576381403608592582648071119592112209392421876793896869246340901549419596591805522160090925409165078249570984642836654118689944338435563072424050934911880086172414838560390366752661452635080506155714540717975445944270768115563672338279102082391909145439530890402105233808827660393743646720000000000000000000000000000000000000001
Progress 9.64%
Completed no
Small factors 38113 × 12573538001<11>
Large cofactor 38308441812244089502585945760050938118204669062801938321598597110604146723782391226084064569411573385019156167678997573029412133737672550003962775208162433659973472974036012449868037728426380211145665545620390939274531082561373537213683895994739826777351707253641015195305740176229570674945445359272636789182100416853211016354758743892457824146376331172593857188805732177 (composite)

Factorization

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

18357989666967282290448234199912386687436060661065545549530576381403608592582648071119592112209392421876793896869246340901549419596591805522160090925409165078249570984642836654118689944338435563072424050934911880086172414838560390366752661452635080506155714540717975445944270768115563672338279102082391909145439530890402105233808827660393743646720000000000000000000000000000000000000001 = 38113 × 12573538001<11> × 28366123776521465845109<23> × [1350499705707123895764739562536138944625589241900687533472594421090977035596271180581706823702904245762367822378383892607321046712109037047577408497464468304826840156482864372866848589371125422052438382216533336365634766159218089186879660362737870401500630967693186009100663259327278144616381999487949693673829843919380550678686899634045316679164653<349>]

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