Number Info

ID 46284
Size 836 digits / 2775 bits
Value 11620314968435788410583590451502441711422452894001994701402495945333973388960601089605272371520956639151729772215828809411397606573671042875726506338499235332176778590400883485919304854908532292774973023583131444965860374415966638328906719333985549015058257542124810654638358409121229671431425090661777134741976950145158891782863462416861730959653530593578486026399801265710112959045052931244431613232461495803639358266384738055974313370443812564351432996026206178037644290440248598648168015439211716152595715020005782227932880531589925387911222009012865976676803236053802463436664424116010005274271975492168258506636069249056475500232734503183945128256170567434390675499807328112454029638709325910655962350587856332772353426163580431184691200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 4.54%
Completed no
Small factors 3541 × 3295970423 × 5041540333<10> × 1331538589577401<16>
Large cofactor 148317249802387123102308591133574501276888486801754357966001155435744314196322010052365234523581124348794522867536387623461884008683256456917010991471558546505202649477680135322267840108038663701119607420832801210501951927388476784848617521620858998575889575878242297554856748693465375078418295543209706535425454516955990286958096058623663945270681403800070580329855276645898601970403925825979447666686023700417567542515369137077085722307511496966007839269369850707290446060884181554812520270030769262597562783170144599119660417759207039008888679789753115329578722360441089763695217415020906122875856742781865085179243363336130503472863107197243281309695333787592774302662495779429038514467661034554002149581605792424874308267845237735500841852577839050130804723678561267054390639032851619736127279 (composite)

Factorization

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

11620314968435788410583590451502441711422452894001994701402495945333973388960601089605272371520956639151729772215828809411397606573671042875726506338499235332176778590400883485919304854908532292774973023583131444965860374415966638328906719333985549015058257542124810654638358409121229671431425090661777134741976950145158891782863462416861730959653530593578486026399801265710112959045052931244431613232461495803639358266384738055974313370443812564351432996026206178037644290440248598648168015439211716152595715020005782227932880531589925387911222009012865976676803236053802463436664424116010005274271975492168258506636069249056475500232734503183945128256170567434390675499807328112454029638709325910655962350587856332772353426163580431184691200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 3541 × 3295970423 × 5041540333<10> × 1331538589577401<16> × [148317249802387123102308591133574501276888486801754357966001155435744314196322010052365234523581124348794522867536387623461884008683256456917010991471558546505202649477680135322267840108038663701119607420832801210501951927388476784848617521620858998575889575878242297554856748693465375078418295543209706535425454516955990286958096058623663945270681403800070580329855276645898601970403925825979447666686023700417567542515369137077085722307511496966007839269369850707290446060884181554812520270030769262597562783170144599119660417759207039008888679789753115329578722360441089763695217415020906122875856742781865085179243363336130503472863107197243281309695333787592774302662495779429038514467661034554002149581605792424874308267845237735500841852577839050130804723678561267054390639032851619736127279<798>]

Categories