Number Info

ID 49709
Size 693 digits / 2299 bits
Value 105931955638483957683870041553823784366865967011660450205502666451848049907958365515804260674459033204439524030720500646713535139935144237819042961533406195180087584533842880836479251260175031017479575098528396675461124708710330108798988062318702056849842717012110822713789199794993493311747172208458741435981501558628662628584701048033900021248843180130281667460538824379383733616226324714038646650937507195316899116641112459832359057133037920807711744214409916837748016463374321317861882427338215677946226250365900467380700612099204370887716313776189817510130384906556672288442296028647920692687229479087486862777892470783999999999999999999999999999999999999999999999999999999999999999999999
Progress 3.49%
Completed no
Small factors 33 × 3947 × 133271 × 1363301 × 67639337
Large cofactor 80885252895862445902003348363832512366290524701616045341079124515214944188070717883163777145301220617434563718401922577428686242599034536465535264649104448748080838172898837367740516509207547665170064526143580565897967222810350261849704074021486170489372699221685852931756461375602700743747406468702442473468230046514963498358420719212114050867168122186709515350630364220254035120019478194715096936438273212294442563873045561914211269332204849567604346269392885398429093559171822214680937934129655938267574536786731218907998899655606209973653526551223656524623726266275956377089746975633518832747410249366889486183478283155951725959205144178674980030017926270740297973 (composite)

Factorization

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

105931955638483957683870041553823784366865967011660450205502666451848049907958365515804260674459033204439524030720500646713535139935144237819042961533406195180087584533842880836479251260175031017479575098528396675461124708710330108798988062318702056849842717012110822713789199794993493311747172208458741435981501558628662628584701048033900021248843180130281667460538824379383733616226324714038646650937507195316899116641112459832359057133037920807711744214409916837748016463374321317861882427338215677946226250365900467380700612099204370887716313776189817510130384906556672288442296028647920692687229479087486862777892470783999999999999999999999999999999999999999999999999999999999999999999999 = 33 × 3947 × 133271 × 1363301 × 67639337 × [80885252895862445902003348363832512366290524701616045341079124515214944188070717883163777145301220617434563718401922577428686242599034536465535264649104448748080838172898837367740516509207547665170064526143580565897967222810350261849704074021486170489372699221685852931756461375602700743747406468702442473468230046514963498358420719212114050867168122186709515350630364220254035120019478194715096936438273212294442563873045561914211269332204849567604346269392885398429093559171822214680937934129655938267574536786731218907998899655606209973653526551223656524623726266275956377089746975633518832747410249366889486183478283155951725959205144178674980030017926270740297973<668>]

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