Number Info
| ID | 45478 |
| Size | 1339 digits / 4448 bits |
| Value | 7390441777119141443401630031209136886962206496218349477250383820672630038291650027199276041379604977613822300356137582483671094754462433862060420213421726875538872643113190344171733528305637229616079272474914553779262327068944082289063739293899147664296334411304178909628922640478036480043123897889808217914505951696824443963735666011997300563726162488291847603301888156744760938159790313291832262355081128621083112904233051689362142319752603260694085989673295856537174842402003481382867705729452057147119996957618169629160344929741174366305002153417530459036888195944818660236990764932793659814680008188556982327000036545187924637634043397381072990487999060488419647054718909159182929734848951186267933465552241358089972644314912779875596613356687641502422935454290075104768112364758258035567841598815922483405788774534926446224281594855206880491390490360997335630051293435175879442130205423487684712608957346067905111895580651990754324329721972918043847654333624842456491357161085321228947774542348951852384127552202491794571382429220625253786820865579682842442921219893791367295048327627070500582137100660494127735634830649073758502862713646164779092559240920618025632380925462715374385034690559999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.73% |
| Completed | no |
| Small factors | 577 × 2917 × 4093 |
| Large cofactor | 1072794190440267493460190816350931532804214639215171495975358979476372698950944049058159145882117559279763604406253156871458717436453537660290879798862556919852049563814361098017519772550075140497271364326678628941254624187677041264879279544233110504170103250633445455572338548253279755281642078934185818033775593441042034985077856115734513487599053658600602031657790367584605318660910841722529719104177421622664123072079505530144206668199982104321409340538123825975921010442181815527290235687173583840872904820684995379613044618858429616451839238480026359151668936068941331359939899334809721191172869218797584158394041317557029848797454205694156787033831531565844770953834906765210841236813324170298807169816606571990839303374299073604906329105245933762724881017827986593390146280364063052387579762956771439298661205365151559225299879007822431442127719155127049038229338543272683053807448151045518161200262922170730258392303524875677466261174079870807139440214244307106368124034401732120269223905980836995544244913806491773885047958143067207945839959558454482340185664942172774896864502397186467367389886772262544509322696932248063211945198387518676608532710726740033672546792199380435677916058897889585879609888349475617327398299475528322738266166957958869984044745790676803652983851644073140850908620297173671122905553470214927 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
7390441777119141443401630031209136886962206496218349477250383820672630038291650027199276041379604977613822300356137582483671094754462433862060420213421726875538872643113190344171733528305637229616079272474914553779262327068944082289063739293899147664296334411304178909628922640478036480043123897889808217914505951696824443963735666011997300563726162488291847603301888156744760938159790313291832262355081128621083112904233051689362142319752603260694085989673295856537174842402003481382867705729452057147119996957618169629160344929741174366305002153417530459036888195944818660236990764932793659814680008188556982327000036545187924637634043397381072990487999060488419647054718909159182929734848951186267933465552241358089972644314912779875596613356687641502422935454290075104768112364758258035567841598815922483405788774534926446224281594855206880491390490360997335630051293435175879442130205423487684712608957346067905111895580651990754324329721972918043847654333624842456491357161085321228947774542348951852384127552202491794571382429220625253786820865579682842442921219893791367295048327627070500582137100660494127735634830649073758502862713646164779092559240920618025632380925462715374385034690559999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 577 × 2917 × 4093 × [1072794190440267493460190816350931532804214639215171495975358979476372698950944049058159145882117559279763604406253156871458717436453537660290879798862556919852049563814361098017519772550075140497271364326678628941254624187677041264879279544233110504170103250633445455572338548253279755281642078934185818033775593441042034985077856115734513487599053658600602031657790367584605318660910841722529719104177421622664123072079505530144206668199982104321409340538123825975921010442181815527290235687173583840872904820684995379613044618858429616451839238480026359151668936068941331359939899334809721191172869218797584158394041317557029848797454205694156787033831531565844770953834906765210841236813324170298807169816606571990839303374299073604906329105245933762724881017827986593390146280364063052387579762956771439298661205365151559225299879007822431442127719155127049038229338543272683053807448151045518161200262922170730258392303524875677466261174079870807139440214244307106368124034401732120269223905980836995544244913806491773885047958143067207945839959558454482340185664942172774896864502397186467367389886772262544509322696932248063211945198387518676608532710726740033672546792199380435677916058897889585879609888349475617327398299475528322738266166957958869984044745790676803652983851644073140850908620297173671122905553470214927<1330>]
Categories
- n! - 1 (index 575)