Number Info

ID 52536
Size 417 digits / 1384 bits
Value 226892098005049504028213343507430658695243576930847614391120732784806369748182666841881725067977905847636703414511735512927737521733840219820729081043700024819537498218470511654123740160253409310682989923077436211759295331618556381159773841833814905303368643599024082703214284970855777605732904240532690828570917750991274211238688883359803715334283507490901531259588428431360000000000000000000000000000000000000000001
Progress 6.49%
Completed no
Small factors 383 × 85960019 × 32028336733573513<17>
Large cofactor 215173957877313362114418891135631736606746584249139273416162074520745239223017023663710497412714732472532867777011569314581462038523691023506619021660437583146936808469100269140717121359603566875990902608695631671963043552263221157832493257541356508820667643717804022122556786963237115221557356514222452988733065729508404340935302316091737829747436035420511420911011667606344628353584515901 (composite)

Factorization

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

226892098005049504028213343507430658695243576930847614391120732784806369748182666841881725067977905847636703414511735512927737521733840219820729081043700024819537498218470511654123740160253409310682989923077436211759295331618556381159773841833814905303368643599024082703214284970855777605732904240532690828570917750991274211238688883359803715334283507490901531259588428431360000000000000000000000000000000000000000001 = 383 × 85960019 × 32028336733573513<17> × [215173957877313362114418891135631736606746584249139273416162074520745239223017023663710497412714732472532867777011569314581462038523691023506619021660437583146936808469100269140717121359603566875990902608695631671963043552263221157832493257541356508820667643717804022122556786963237115221557356514222452988733065729508404340935302316091737829747436035420511420911011667606344628353584515901<390>]

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