Number Info
ID | 57527 |
Size | 1808 digits / 6006 bits |
Value | 70513658720531676450838630614528480354285646000739302670762299803691281106338105490841060478382938456631076068192928193198411767663128621952427287344759768646258706313702451374970586385794127101821681396027408511095523788764997811784128925725993273774733043489905577227838004092270422337387695425004081306217545964287357448407036389030099685111113544329910780815697860655581718652419841446253584748839743948241790544448003539140069808451234211907078021604095303294304382212845264203841681176628063913867645893225322556476244186202976375825527788610715777438576674425659485374053293469235625103233546292527983687920319915214215996923374296423234483058772675253193322588032334023962805578949660639388285297531113336400794273046683056898740398359769709958601531444140978249034354459099199614911863037930597586794693609376748343607375378033281503002596987056602599146217667996250667472568290326916143893626281565082794785286881243071966386203897366749507508662771971998838685334776313469034187480047452261496234339298904070042413401528315720180266870542010420872162722598772441410662839675127512455016541796206437625379769362778795115355483942522605903445376051020092198379681182960278451472700452011772925829332963167253628352853552744444541927763746890622370728531450823397612051857860871937727001347953394285574888383642628991995443372518678993506830015668393596859736488449871278543321459583958491596234425215467713962672860372470728106131558538092207347219574993431659636521270169697700331948948447613603044436404849105668615661376253587534479434091654781401259793279815919291921227208397422591999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
Progress | 1.19% |
Completed | no |
Small factors | 7124256829<10> × 410399193509<12> |
Large cofactor | 24117216571738991278243774304773245808685071511436174899893045731634756859459463142061776783096521726844645262710851386695565105063780649391484822680537422996211094506093436872863522782225772962613736972585920301166586903610048027496998211857063223519283281013985061527393210270075850508270451177179818338571273154842378241258045942164693211490723462697968348134140964638541408318506424456285748990145388722866235879252019881018738702332477218019674770132053560109029137568809538869742234913967678100788019330003270027953673747124389157774040286302201567467354609365345784983041445926207413114752317549209507071898257151827227098298633972017211403387720116498770713210922434502558489440110536401495790686949847109409908302294148427712558060960707621103743258149114144203130801769929761837751669756724197318025226086863617161154123652865858846610956101403537086723334112868380074764226194924981959261559921936041305575034723110706478489398683988348062138064473774557864734857070325108829891784668635144385008059409901048918630799847332415414179695880625426685451069471015222537914977422180243795695573644080256977619988672772383166224523811782288447917854839728868185546724347597111924273239168092370445807860458839782326738106966771750137637659591634072260965682696773536966030714242651932440366187137735692000215317965470337854039201087517558010717272461910599973898786102833828845445528398734603061420673959617465634433688143836064149948140424711281339216400705741292413757882919052796817004649056695930625969748923415627695043946960285841917875064432438807391901615630081523299455079644719067695485460980722740824039548023894259530969807589803238854164580734502492473983713469304194115869378132836157691125348768507634236380726178837116658899687781068770137334430476722931660351937359 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
70513658720531676450838630614528480354285646000739302670762299803691281106338105490841060478382938456631076068192928193198411767663128621952427287344759768646258706313702451374970586385794127101821681396027408511095523788764997811784128925725993273774733043489905577227838004092270422337387695425004081306217545964287357448407036389030099685111113544329910780815697860655581718652419841446253584748839743948241790544448003539140069808451234211907078021604095303294304382212845264203841681176628063913867645893225322556476244186202976375825527788610715777438576674425659485374053293469235625103233546292527983687920319915214215996923374296423234483058772675253193322588032334023962805578949660639388285297531113336400794273046683056898740398359769709958601531444140978249034354459099199614911863037930597586794693609376748343607375378033281503002596987056602599146217667996250667472568290326916143893626281565082794785286881243071966386203897366749507508662771971998838685334776313469034187480047452261496234339298904070042413401528315720180266870542010420872162722598772441410662839675127512455016541796206437625379769362778795115355483942522605903445376051020092198379681182960278451472700452011772925829332963167253628352853552744444541927763746890622370728531450823397612051857860871937727001347953394285574888383642628991995443372518678993506830015668393596859736488449871278543321459583958491596234425215467713962672860372470728106131558538092207347219574993431659636521270169697700331948948447613603044436404849105668615661376253587534479434091654781401259793279815919291921227208397422591999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 7124256829<10> × 410399193509<12> × [24117216571738991278243774304773245808685071511436174899893045731634756859459463142061776783096521726844645262710851386695565105063780649391484822680537422996211094506093436872863522782225772962613736972585920301166586903610048027496998211857063223519283281013985061527393210270075850508270451177179818338571273154842378241258045942164693211490723462697968348134140964638541408318506424456285748990145388722866235879252019881018738702332477218019674770132053560109029137568809538869742234913967678100788019330003270027953673747124389157774040286302201567467354609365345784983041445926207413114752317549209507071898257151827227098298633972017211403387720116498770713210922434502558489440110536401495790686949847109409908302294148427712558060960707621103743258149114144203130801769929761837751669756724197318025226086863617161154123652865858846610956101403537086723334112868380074764226194924981959261559921936041305575034723110706478489398683988348062138064473774557864734857070325108829891784668635144385008059409901048918630799847332415414179695880625426685451069471015222537914977422180243795695573644080256977619988672772383166224523811782288447917854839728868185546724347597111924273239168092370445807860458839782326738106966771750137637659591634072260965682696773536966030714242651932440366187137735692000215317965470337854039201087517558010717272461910599973898786102833828845445528398734603061420673959617465634433688143836064149948140424711281339216400705741292413757882919052796817004649056695930625969748923415627695043946960285841917875064432438807391901615630081523299455079644719067695485460980722740824039548023894259530969807589803238854164580734502492473983713469304194115869378132836157691125348768507634236380726178837116658899687781068770137334430476722931660351937359<1787>]
Categories
- n!/n# - 1 (index 715)