Number Info
| ID | 58314 |
| Size | 1206 digits / 4005 bits |
| Value | 242392838930312233347948116934013504806803085870319904498828838015452006568753494870357011936451340110547308529047541000803753326626904043578239017069548612646916698963886287717146963397449447257383689834405195399232369508139825271257510056405774563021830115670238847171309695984667401462302634083756424747022644469569395395832900965279393743741105301921746917542781927103567422957906813062886138763180210577544788763436989442410690977989864243733963557422313878697316884805376244151837263390172081600389083494778645322893700962634391528444186184559944678335909542820384393913121963858444593367928267216850597157352177351400674120009653945751162301699170515112917061760916861830554504709871708600480969003476550775170096512749047913481293525280655405756346808555965524252062734043686766440518990792302709127440787134142850548099891260106549370242667293388078399694780773542651089743404377742063186371600204543426829546653556678689745577010071380977334262909075653135658704053454036614849699396728328116518211820119167754797381258938472302228290263926702080000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 1.38% |
| Completed | no |
| Small factors | 42544907887452427<17> |
| Large cofactor | 5697340785683074254867145828546490340202044656625050411193664651900316628162034556556978617019703501744825275683494040885854631259106561532595549764459195192936385606055211849812794543937431420116914109263257888494408377408880804713341330369766036789412968859807631669276047964179996977836977085169463413564322324507768412823942537957214590340305478740543348416549225883378942343957773117813880750612401248355944569631430179070023189409091477303147851744706789652192494029629951861775760181215231684746000631747567485221713726071558041648247731566446131905959461096354609033253811664489611523083428170833602796943492250433413677862426250731839982191458360542812241394749219471804101677826293193184438981106864761943793111710236276702872779152452952234141006467647398414002457010923904666965996230211588619839167657183812001761384627900055968152570762948299511666219028812115162382394595855783091087089555366609040962261015039420265776112626956377831933673729669130108515518242246165530590203550387575963034558779909573681580059739816168626798100234029675709976197648256118759959096605242768469322172867858487585962637062247817530498403889002388677887850571893500111770730637260385324147363 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
242392838930312233347948116934013504806803085870319904498828838015452006568753494870357011936451340110547308529047541000803753326626904043578239017069548612646916698963886287717146963397449447257383689834405195399232369508139825271257510056405774563021830115670238847171309695984667401462302634083756424747022644469569395395832900965279393743741105301921746917542781927103567422957906813062886138763180210577544788763436989442410690977989864243733963557422313878697316884805376244151837263390172081600389083494778645322893700962634391528444186184559944678335909542820384393913121963858444593367928267216850597157352177351400674120009653945751162301699170515112917061760916861830554504709871708600480969003476550775170096512749047913481293525280655405756346808555965524252062734043686766440518990792302709127440787134142850548099891260106549370242667293388078399694780773542651089743404377742063186371600204543426829546653556678689745577010071380977334262909075653135658704053454036614849699396728328116518211820119167754797381258938472302228290263926702080000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 42544907887452427<17> × [5697340785683074254867145828546490340202044656625050411193664651900316628162034556556978617019703501744825275683494040885854631259106561532595549764459195192936385606055211849812794543937431420116914109263257888494408377408880804713341330369766036789412968859807631669276047964179996977836977085169463413564322324507768412823942537957214590340305478740543348416549225883378942343957773117813880750612401248355944569631430179070023189409091477303147851744706789652192494029629951861775760181215231684746000631747567485221713726071558041648247731566446131905959461096354609033253811664489611523083428170833602796943492250433413677862426250731839982191458360542812241394749219471804101677826293193184438981106864761943793111710236276702872779152452952234141006467647398414002457010923904666965996230211588619839167657183812001761384627900055968152570762948299511666219028812115162382394595855783091087089555366609040962261015039420265776112626956377831933673729669130108515518242246165530590203550387575963034558779909573681580059739816168626798100234029675709976197648256118759959096605242768469322172867858487585962637062247817530498403889002388677887850571893500111770730637260385324147363<1189>]
Categories
- n!/n# + 1 (index 505)