Number Info

ID 49772
Size 754 digits / 2504 bits
Value 5139198250198926599756294753489878809819111989224831110851148852781671039110439951850270035434432536869171833066161128044922287080444533980683265988173134182470461936095333229288265078195044523167752404027624375777169438994801218452828063908386839437185573431258794418757736849562760845754914048662823100016352122290623123965276769366951407740099789267589732568947121479247810152367319506237067922842567939731759153535463587969569239552179169268453186134923865067201473597271530071352331849494576028413099476309198650940391180192388973651812994352198612730509636941410182844172612707254997385977999048149441588159598244261279914266631117048667680275536621213052546362754149122047999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 0.00%
Completed no
Small factors
Large cofactor 5139198250198926599756294753489878809819111989224831110851148852781671039110439951850270035434432536869171833066161128044922287080444533980683265988173134182470461936095333229288265078195044523167752404027624375777169438994801218452828063908386839437185573431258794418757736849562760845754914048662823100016352122290623123965276769366951407740099789267589732568947121479247810152367319506237067922842567939731759153535463587969569239552179169268453186134923865067201473597271530071352331849494576028413099476309198650940391180192388973651812994352198612730509636941410182844172612707254997385977999048149441588159598244261279914266631117048667680275536621213052546362754149122047999999999999999999999999999999999999999999999999999999999999999999999999999 (composite)

Factorization

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

5139198250198926599756294753489878809819111989224831110851148852781671039110439951850270035434432536869171833066161128044922287080444533980683265988173134182470461936095333229288265078195044523167752404027624375777169438994801218452828063908386839437185573431258794418757736849562760845754914048662823100016352122290623123965276769366951407740099789267589732568947121479247810152367319506237067922842567939731759153535463587969569239552179169268453186134923865067201473597271530071352331849494576028413099476309198650940391180192388973651812994352198612730509636941410182844172612707254997385977999048149441588159598244261279914266631117048667680275536621213052546362754149122047999999999999999999999999999999999999999999999999999999999999999999999999999 = [5139198250198926599756294753489878809819111989224831110851148852781671039110439951850270035434432536869171833066161128044922287080444533980683265988173134182470461936095333229288265078195044523167752404027624375777169438994801218452828063908386839437185573431258794418757736849562760845754914048662823100016352122290623123965276769366951407740099789267589732568947121479247810152367319506237067922842567939731759153535463587969569239552179169268453186134923865067201473597271530071352331849494576028413099476309198650940391180192388973651812994352198612730509636941410182844172612707254997385977999048149441588159598244261279914266631117048667680275536621213052546362754149122047999999999999999999999999999999999999999999999999999999999999999999999999999<754>]

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