Number Info

ID 50394
Size 403 digits / 1337 bits
Value 2210792558845862599097779426299694831892446953863342464507799375750900242176328044512177504579024884072832140715609375296786718602357697347644679818770058097493391766355058624289579022366031114833452226864537245794762938094114435580168011088443165573946744804011131535525194956590327991920353861493619226081295106439662681005805192850662769936605843102829117440000000000000000000000000000000000000000001
Progress 2.14%
Completed no
Small factors 410941651
Large cofactor 5379821085222297408587039103270879767532853353585573793559804858405312247544184915225781055177161596775772287719770160987616021921218439227141470307593761279489753562008876594233518136048056892713102539378606929757925506787128851001204575119700304055932127464030487227310027419416602265805258716628894903820044044256936810247557974722457057380649505160111203816621644905982041718131900920405851 (composite)

Factorization

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

2210792558845862599097779426299694831892446953863342464507799375750900242176328044512177504579024884072832140715609375296786718602357697347644679818770058097493391766355058624289579022366031114833452226864537245794762938094114435580168011088443165573946744804011131535525194956590327991920353861493619226081295106439662681005805192850662769936605843102829117440000000000000000000000000000000000000000001 = 410941651 × [5379821085222297408587039103270879767532853353585573793559804858405312247544184915225781055177161596775772287719770160987616021921218439227141470307593761279489753562008876594233518136048056892713102539378606929757925506787128851001204575119700304055932127464030487227310027419416602265805258716628894903820044044256936810247557974722457057380649505160111203816621644905982041718131900920405851<394>]

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