Number Info

ID 50403
Size 411 digits / 1364 bits
Value 332865726614217279453306079585798726675157745312541217559303015054571029045031812167370603555886211065044216978062195669997889563911012296296826619339698651989833088041647719606363690131938661453161604416587648585097771115943483996403704818160135012612406205736235928292184742940167011968936320394848055283319594780079243109704432940263332279479723428817501181653811200000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 547627595701<12> × 186204456666751<15> × 292076314420038649<18> × 6012435837555547483<19>
Large cofactor 1858860889403250070167742711055932874689063765418656103587992499934169119577766888559642791783288990359711164355591139453991071792518209542078906673366139896584728283309705533225964577474704477944583172606535990043506123256754332305678209995123450282618197495899427947630489501955568305723799901758834722810032989039198114609816338962913570076305953 (composite)

Factorization

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

332865726614217279453306079585798726675157745312541217559303015054571029045031812167370603555886211065044216978062195669997889563911012296296826619339698651989833088041647719606363690131938661453161604416587648585097771115943483996403704818160135012612406205736235928292184742940167011968936320394848055283319594780079243109704432940263332279479723428817501181653811200000000000000000000000000000000000000000001 = 547627595701<12> × 186204456666751<15> × 292076314420038649<18> × 6012435837555547483<19> × 79832289967765215467<20> × 23284574326426353378097005861811136073097536220931391565529173616651302138972462821789305466046638892376051299294946061250633708400315306526592468893385079722296595489806991190649203928163787998025862580867855597017807413170553314120402940416511983886270813124435433150964029803572202020953428087965604249274502990327735056500259<329>

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