Factor Info

ID 131069
Size 946 digits / 3140 bits
Status composite
Value 1057450872568216190957761618287984883589563166908276471110008659077121007717988186439675525098232159213948531073503395184893882191149806095260538848292352739425316932836426516475052168261498485025955321471343287179278635375497462402892990503403463049826145759785763476157050006644411431713563658563272270851169309566591800821068818010741092246858849313992235522463458291107654653195796216834530371742184440793649606740152826095586369381452631065402395924596960970108681891048425947873358179420364216372295498085464574697914579694069407824526288853358505540483718269768032267485685362307598001121380748139252260384480070299962472127969897151068621744705596038677103359289748330365672588906134882750378899575914166406011116178774520599304631120725251653393508619684025867862017362344578273854506145271116582345741872429790942702754206799327869331416802143693063295588087386702715215423303877965682699521578722404166415843609965721478422193407127777

Factorizations

Primary (ID: 7403) 329541040898736809891408309777 (proven prime)
(ID: 131070) 3208859417583606929833893483247406354921739024344177986694078736850182513040211685963418780701249570908989236195953234944476016010033945878725698241252642000632866869993214150795025135041818634983628756835756442952101263437543461800680417329628275317349950599628761788190424797092019178959983905211173079193822449433964107549864576324317599565430982591761089018396026017516376000533689925184159961783758384816431455566147977117127941886704607197820841653418923658590413400329596576680159740692742543645204392660623128348237989834209023689000530828719803165762420137345308834402562057767372500931006617037456970206481693561502369566661922087873736313525103801986356151177901898747995737264407126650123385761777303127451710557739323146905393830139711172406650152479521468649955544313370292183966121535969520319425382277245846843138821020261240428535707963795640070396305439301443228201129898007269228574803352343234001 (composite)

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.