Factor Info

ID 107219
Size 908 digits / 3014 bits
Status composite
Value 12609746124755031242556064475768257172107964471752900906261089329478964282832365598543060407483781906081651132021138803614081677721824187064219487428276803883715857677786077586522379220155578578241322759789312987056384749960046146507532869004923346982826769033943381763550897221233547394181863433749819657474573424849541447229983960004002563671091738456590474999272696438098220750265122237180466542246798605865719494691762472940291717848238557953035704142072995943845708313825871136290561447575008661249904533114787840588761096198075848484974273250511877529885468806866950696467646220624559387231629446633109862134908099001748217000682104137841046171137667246950722193481519883685517224726646485946344459433814782442010594346561201992531743323620519012705379239433778968419097845598009297377256540944054019073750294140950556909447181643351864676436717594508339860929518633238062644019415108705452541273047973

Factorizations

Primary (ID: 107220) 56722019906715492000809369 (proven prime)
(ID: 107221) 222307776512417978042936454397962342832918933251838446781115026736571723142573556275596252380907963069884605609676995944871689160567204288665306458544860989971493621571019482474722883286374686840157042009519891917400828086759884926034285408715967646493818082185191792951397419643771098100020168648617882614896335862209004582431491565099576111670171004942037618780675821972598871919577276623771649594082892354581807610969684527774550675251285656229437926318840376219715376762501872132808504065759139810147566160027755499458591369524380590170466601350814237106552797874235876189114778976707354264308831201978746283242287529423658009305416804280845037501751074822073280880547954126026775254241932732329523918180621497085070513924424898633804345099845380291892334353514473073362424863615600271458785158608835512137387805627809661450948178478075304112605098502071360331886406491152462317 (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.