Number Info

ID 48412
Size 606 digits / 2013 bits
Value 539065219348728592240865047159002648245806200661435478189387000218932443033813700656017496960803524765165998748397404779711855500677733869660531250607444906144269227299668671609375549276801006036695083228137206245374083199864459027302152771372494004062338836979706345175808218707676253024632339306722798104385935543738022217129781378309777298160611263448671737082161311846205884535063964650519703729997863527655598284017356932506245846328827772566711998801678459470709800176789246282222072354541889618628302049148450296657671357738490223656960000000000000000000000000000000000000000000000000000000000000001
Progress 3.19%
Completed no
Small factors 1481 × 4441 × 348991 × 9229093
Large cofactor 25446744582065970625223217230779198335865758510885744271228666300392266242365473441564659579252418290003839273904391890273606009891300654717433648149805302481653711900946819791799920735249641209468837740033463104431365244579223578275443990367164410716826121117480637587457137039470071536637026789434062907003494156296512231820185568958581023523233358278019244697684971192504101666278754118736448337641382066877021802630167639427656184554640491074556640342512988064473417514370482992778010877181204415319013232919972348771658110019430840099623465914633837453451749059959899500341734012787 (composite)

Factorization

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

539065219348728592240865047159002648245806200661435478189387000218932443033813700656017496960803524765165998748397404779711855500677733869660531250607444906144269227299668671609375549276801006036695083228137206245374083199864459027302152771372494004062338836979706345175808218707676253024632339306722798104385935543738022217129781378309777298160611263448671737082161311846205884535063964650519703729997863527655598284017356932506245846328827772566711998801678459470709800176789246282222072354541889618628302049148450296657671357738490223656960000000000000000000000000000000000000000000000000000000000000001 = 1481 × 4441 × 348991 × 9229093 × [25446744582065970625223217230779198335865758510885744271228666300392266242365473441564659579252418290003839273904391890273606009891300654717433648149805302481653711900946819791799920735249641209468837740033463104431365244579223578275443990367164410716826121117480637587457137039470071536637026789434062907003494156296512231820185568958581023523233358278019244697684971192504101666278754118736448337641382066877021802630167639427656184554640491074556640342512988064473417514370482992778010877181204415319013232919972348771658110019430840099623465914633837453451749059959899500341734012787<587>]

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