Number Info
| ID | 58442 |
| Size | 1570 digits / 5213 bits |
| Value | 1118097725936139111385892209256761306457291196430352651520206542077560085126095317477613024036604743115908058052821361704566464930600959035785444467424475147903998535781991345999617823488251008314374463591876003754989994280836670465449517313079632118108745216952329014472490768570901324615134951170809516033154890294863673966568045403909748288467159279760873977624435445203616555046659823089291513568670710804140919418830081433105031659125889709101375091807303683886895346617273712229467654728366583423853607617262916438550728683533870733700708878055368126859248061537388238997249588832833610574902917036662398111433190931143172939076327384054801868593297455991935380855406593298133019426415133362857314365226681951767427663211379471009264180200237451400949120338091242936025711686545994472103257444792969996756393162275812871329267077307273287896526568732059247366127690787676042846634821552457966998901218156851025427818517322007082885885195855376336439520767748549246302225975415127175694207654891594859645218630900156033827342471482026479228952042149363593117788838984085083427048801304554707501460468859004651098063683473843768738283377569077484891576006682099081233901593342674355390197438133858455776735731499539426243332529259382101214156189219630092231403943657434665946631698029403417736702992811395556067732648212491733372463320404165680063293260069226294195769720176640000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 1118097725936139111385892209256761306457291196430352651520206542077560085126095317477613024036604743115908058052821361704566464930600959035785444467424475147903998535781991345999617823488251008314374463591876003754989994280836670465449517313079632118108745216952329014472490768570901324615134951170809516033154890294863673966568045403909748288467159279760873977624435445203616555046659823089291513568670710804140919418830081433105031659125889709101375091807303683886895346617273712229467654728366583423853607617262916438550728683533870733700708878055368126859248061537388238997249588832833610574902917036662398111433190931143172939076327384054801868593297455991935380855406593298133019426415133362857314365226681951767427663211379471009264180200237451400949120338091242936025711686545994472103257444792969996756393162275812871329267077307273287896526568732059247366127690787676042846634821552457966998901218156851025427818517322007082885885195855376336439520767748549246302225975415127175694207654891594859645218630900156033827342471482026479228952042149363593117788838984085083427048801304554707501460468859004651098063683473843768738283377569077484891576006682099081233901593342674355390197438133858455776735731499539426243332529259382101214156189219630092231403943657434665946631698029403417736702992811395556067732648212491733372463320404165680063293260069226294195769720176640000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1118097725936139111385892209256761306457291196430352651520206542077560085126095317477613024036604743115908058052821361704566464930600959035785444467424475147903998535781991345999617823488251008314374463591876003754989994280836670465449517313079632118108745216952329014472490768570901324615134951170809516033154890294863673966568045403909748288467159279760873977624435445203616555046659823089291513568670710804140919418830081433105031659125889709101375091807303683886895346617273712229467654728366583423853607617262916438550728683533870733700708878055368126859248061537388238997249588832833610574902917036662398111433190931143172939076327384054801868593297455991935380855406593298133019426415133362857314365226681951767427663211379471009264180200237451400949120338091242936025711686545994472103257444792969996756393162275812871329267077307273287896526568732059247366127690787676042846634821552457966998901218156851025427818517322007082885885195855376336439520767748549246302225975415127175694207654891594859645218630900156033827342471482026479228952042149363593117788838984085083427048801304554707501460468859004651098063683473843768738283377569077484891576006682099081233901593342674355390197438133858455776735731499539426243332529259382101214156189219630092231403943657434665946631698029403417736702992811395556067732648212491733372463320404165680063293260069226294195769720176640000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = [1118097725936139111385892209256761306457291196430352651520206542077560085126095317477613024036604743115908058052821361704566464930600959035785444467424475147903998535781991345999617823488251008314374463591876003754989994280836670465449517313079632118108745216952329014472490768570901324615134951170809516033154890294863673966568045403909748288467159279760873977624435445203616555046659823089291513568670710804140919418830081433105031659125889709101375091807303683886895346617273712229467654728366583423853607617262916438550728683533870733700708878055368126859248061537388238997249588832833610574902917036662398111433190931143172939076327384054801868593297455991935380855406593298133019426415133362857314365226681951767427663211379471009264180200237451400949120338091242936025711686545994472103257444792969996756393162275812871329267077307273287896526568732059247366127690787676042846634821552457966998901218156851025427818517322007082885885195855376336439520767748549246302225975415127175694207654891594859645218630900156033827342471482026479228952042149363593117788838984085083427048801304554707501460468859004651098063683473843768738283377569077484891576006682099081233901593342674355390197438133858455776735731499539426243332529259382101214156189219630092231403943657434665946631698029403417736702992811395556067732648212491733372463320404165680063293260069226294195769720176640000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001<1570>]
Categories
- n!/n# + 1 (index 633)