Number Info

ID 51574
Size 436 digits / 1447 bits
Value 2646720678093036747265880371385713504963579280767660789371268212059405069413423749795351730330297784286202432355063075635685165559247632693934509591290242521469374121338612195863667287558015635293928363065656313051813658348344493786933790523525855307497732568666504407954775759381331876768771278232002815357830528748926054177572278794615292274125525464282313435906669403267378559900955485252002607597433012642795802094042301177978515624
Progress 4.11%
Completed no
Small factors 23 × 1999 × 47471401517833<14>
Large cofactor 3486368392041916879009738323509592427863351517782613637681459625263606303573092963908798765957466657995911547140919750213130036957789649496214424915325173544851039644333475647864623519910199640018115739136408053250516375359813123845442573632092948186069777292427473032400740200630160370305973915970910770699179346707519947987380693336683821921844934106851968906587990645763739711950607793948412476493492204079785617859 (composite)

Factorization

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

2646720678093036747265880371385713504963579280767660789371268212059405069413423749795351730330297784286202432355063075635685165559247632693934509591290242521469374121338612195863667287558015635293928363065656313051813658348344493786933790523525855307497732568666504407954775759381331876768771278232002815357830528748926054177572278794615292274125525464282313435906669403267378559900955485252002607597433012642795802094042301177978515624 = 23 × 1999 × 47471401517833<14> × [3486368392041916879009738323509592427863351517782613637681459625263606303573092963908798765957466657995911547140919750213130036957789649496214424915325173544851039644333475647864623519910199640018115739136408053250516375359813123845442573632092948186069777292427473032400740200630160370305973915970910770699179346707519947987380693336683821921844934106851968906587990645763739711950607793948412476493492204079785617859<418>]

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