Factor Info

ID 106621
Size 936 digits / 3108 bits
Status composite
Value 254170815190750470393915155683021253237676632463025312374493655496733849633663971880558348291446327918243123262332393238557862955037210796317399843429016270830136895536290499337363405526959811132351354528768614949366841053318724341179457007495526910085115519585138848180060101441716371166425051008170773029827929984194578144151259309553517266279106977694960231888318839584358834105229020845172253857569410113682454672395051101341031584097680881616581388447130577787494253641887627414732606991396490648290050444556327845783569312589782548233242562452635989758133988849802664878978540116597392747346087398717282404537078362590594658059838400748416496855631917321661240266460622461358260227989841014881508338066859655870559456491498174698962156711872668478348030509917427725060158407483105821167172873343987158815530090565742442208162920991794819089072332543662081037039396887502149797234399607549415540262497898431265709369756445279919473

Factorizations

Primary (ID: 106622) 282202593634863603721 (proven prime)
(ID: 106623) 900667892229286520331275138102149133402804264863518887992825338924005558559295698666271235050355750347527191905094515005572679977071042677096230788399296687543357900260881629604531692278319005027650904968371584629626536813354823134031735961999327275028510788994952982798408316189216391387741455134914527875552343233799085982798395948254772408671089445621617792342009072028685144292146563850330080747492032346282309263898100557966385020921125384753646639184274974534855657807841825090105160660740536896316298929303593527423031569715684672779713061370852397645762947510692446528460379290153936896789758156423845847744504465957675566533755857864303707296928370536669488198310893644672948783290650613823182058459518112030525864426512621202058469530235810444989957692862342177395389748134790597671727192281351579818411276106273356157403830538793448711239625652832712199448231039485897749096064171881531825203020182019113 (composite)

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.