Number Info

ID 13353
Size 404 digits / 1339 bits
Value 11491106279507889656378677631639001175724052308107827581431713990470776696968857671135772711709781720156930944575105847599662560232051067488362015610364051647048927158632925794172950650851100390760348182756440218764115701246311306101768410878210072084978907333977167185141918095139359705008365895283193983663435289339115793916886253265946442281019209245166081271130359105959038927990912519618031223939768
Progress 100.00%
Completed yes
Small factors 23 × 3 × 61 × 389 × 3881 × 4247091263
Cofactor 1224153637062839702027121024724830961689350514475061365409199293816307132436347750427421125412458165935256975465461066202006028345148165394420469052673788605427697825337978299398350859825487351888941067431459502045097113861412523656637626484619959825113714990472457931793221606670821372365356291341190357502402285445495590609059757519337217726870455121819006267625418808747660099512411 (composite)

Factorization

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

11491106279507889656378677631639001175724052308107827581431713990470776696968857671135772711709781720156930944575105847599662560232051067488362015610364051647048927158632925794172950650851100390760348182756440218764115701246311306101768410878210072084978907333977167185141918095139359705008365895283193983663435289339115793916886253265946442281019209245166081271130359105959038927990912519618031223939768 = 23 × 3 × 61 × 389 × 3881 × 4247091263 × 200924352971689432250644561<27> × 11064530571690714453730400924822089371846415813484128967094900415848041<71> × 6266849507589571978149106488222106980975381364824424072801340422775737133656105189072051<88> × 87866047329168847122508566560656751008996328245600767712641399035484443518048657891083296197271851959363881767467079186139987944724167607171255918878563448212572368475814142074172455482352477420447361<200>

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