Number Info
| ID | 46402 |
| Size | 1148 digits / 3813 bits |
| Value | 39286186840366634460643451132894985115976164677816950096787782615234095498749694266874140124572723925272264103605631433461353773166349016542057566907963786793697892496780667048274739979363837662986781853535035116369636909972884634593152834925804460910490510291622594268958247201450358093544247624997796170336804807425452485517882532734515489150091355990925022044091523930368535184941914015837544764320188541639899063048633607763091664186537692415917249929161355193507598767549880113531712052409564276146252946234229182752724992327930506849204083413119468127534608220959477583691774158634323794314270352760496796509530793277138704284826105308194109145726748447212610680716091846770614350879178328376202348579967212047476596435109118774656595850316136253725940918757644904515606088445813265655871449737037124601474017541148483331297537869946687627144931121011685292261820754558602922462161020261810455669624859923053610553972809272643960989344933169498364713986636201210439555115585003510403763209552021195684154968696999116800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 0.33% |
| Completed | no |
| Small factors | 6173 |
| Large cofactor | 6364196799022620194499182104794262937951751932256107256890941619185824639356827193726573809261740470641870096161612090306391345077976513290467773676974532122743867243930125878547665637350370591768472679982996130952476415028816561573489848521918752779927184560444288720064514369261357215866555584804438064204893051583582129518529488536289565713606245908136242028850076774723559887403517579108625427558754016141243975870506011301327015095826614679396930168339762707517835536619128481051630010110086550485380357400652710635464926669031347294541403436436006500491593750357926062480442922182783702302651928197067357283254623890675312536015892646718630997201806001492404127768684893369611914932638640592289380946050091049323926200406466673360861145361434675802031576017762012719197487193554716613619220757660315017248342384764050434358907803328476855199243661268700031145605176503904571920000165278116062800846405300996858991409818446888702574006954992628926731570814223426282124593485339949846713625393167211353337918143042137826016523570387169933581726875101247367568443220476267617041956909120362870565365300502186943139478373562287380528106269237 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
39286186840366634460643451132894985115976164677816950096787782615234095498749694266874140124572723925272264103605631433461353773166349016542057566907963786793697892496780667048274739979363837662986781853535035116369636909972884634593152834925804460910490510291622594268958247201450358093544247624997796170336804807425452485517882532734515489150091355990925022044091523930368535184941914015837544764320188541639899063048633607763091664186537692415917249929161355193507598767549880113531712052409564276146252946234229182752724992327930506849204083413119468127534608220959477583691774158634323794314270352760496796509530793277138704284826105308194109145726748447212610680716091846770614350879178328376202348579967212047476596435109118774656595850316136253725940918757644904515606088445813265655871449737037124601474017541148483331297537869946687627144931121011685292261820754558602922462161020261810455669624859923053610553972809272643960989344933169498364713986636201210439555115585003510403763209552021195684154968696999116800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 6173 × [6364196799022620194499182104794262937951751932256107256890941619185824639356827193726573809261740470641870096161612090306391345077976513290467773676974532122743867243930125878547665637350370591768472679982996130952476415028816561573489848521918752779927184560444288720064514369261357215866555584804438064204893051583582129518529488536289565713606245908136242028850076774723559887403517579108625427558754016141243975870506011301327015095826614679396930168339762707517835536619128481051630010110086550485380357400652710635464926669031347294541403436436006500491593750357926062480442922182783702302651928197067357283254623890675312536015892646718630997201806001492404127768684893369611914932638640592289380946050091049323926200406466673360861145361434675802031576017762012719197487193554716613619220757660315017248342384764050434358907803328476855199243661268700031145605176503904571920000165278116062800846405300996858991409818446888702574006954992628926731570814223426282124593485339949846713625393167211353337918143042137826016523570387169933581726875101247367568443220476267617041956909120362870565365300502186943139478373562287380528106269237<1144>]
Categories
- n! + 1 (index 505)