Number Info

ID 45289
Size 833 digits / 2766 bits
Value 30026653665208755582903334500006309331840963550392751166414718204997347258296126846525251605997303977136252641384570566954515779260131893735727406559429548661955500233594014175502079728445819877971506520886644560635298125105856946586322272180841211925215135767764368616636585036488965559254328399642834973493480491331159927087502486865275790593419975694001255882170029110362048989780498530347368509644603348329817463220632398077453006125177810243802152444512160666763938734987722477127049135501839059825828720981927085860291680960180685756876542658947974099940060041482693703970709106242919910269436629178729350146346432168104587855898538767917170874046952370631500453487874232848718422839042185815648481526066812229385926165797365455257599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 0.00%
Completed no
Small factors
Large cofactor 30026653665208755582903334500006309331840963550392751166414718204997347258296126846525251605997303977136252641384570566954515779260131893735727406559429548661955500233594014175502079728445819877971506520886644560635298125105856946586322272180841211925215135767764368616636585036488965559254328399642834973493480491331159927087502486865275790593419975694001255882170029110362048989780498530347368509644603348329817463220632398077453006125177810243802152444512160666763938734987722477127049135501839059825828720981927085860291680960180685756876542658947974099940060041482693703970709106242919910269436629178729350146346432168104587855898538767917170874046952370631500453487874232848718422839042185815648481526066812229385926165797365455257599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite)

Factorization

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

30026653665208755582903334500006309331840963550392751166414718204997347258296126846525251605997303977136252641384570566954515779260131893735727406559429548661955500233594014175502079728445819877971506520886644560635298125105856946586322272180841211925215135767764368616636585036488965559254328399642834973493480491331159927087502486865275790593419975694001255882170029110362048989780498530347368509644603348329817463220632398077453006125177810243802152444512160666763938734987722477127049135501839059825828720981927085860291680960180685756876542658947974099940060041482693703970709106242919910269436629178729350146346432168104587855898538767917170874046952370631500453487874232848718422839042185815648481526066812229385926165797365455257599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [30026653665208755582903334500006309331840963550392751166414718204997347258296126846525251605997303977136252641384570566954515779260131893735727406559429548661955500233594014175502079728445819877971506520886644560635298125105856946586322272180841211925215135767764368616636585036488965559254328399642834973493480491331159927087502486865275790593419975694001255882170029110362048989780498530347368509644603348329817463220632398077453006125177810243802152444512160666763938734987722477127049135501839059825828720981927085860291680960180685756876542658947974099940060041482693703970709106242919910269436629178729350146346432168104587855898538767917170874046952370631500453487874232848718422839042185815648481526066812229385926165797365455257599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<833>]

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