Factor Info

ID 107224
Size 945 digits / 3137 bits
Status composite
Value 136597990028826277298937901566023691860957979475200106002111192115966529224630290116236434158838429653910771623375472317082054253521795632955980343209943285317714578669701518203855007675891190136789329301543783976970093414307561573786717284666390798781003893556355087343216987372019456819032809412630446931309133216178651131536296155462660439916759708761864522862119129998731877975657413258521507063393275883099636983019775368384749154341326809244593842841274332872128565367983157176271144081833181390825895548639881928547929878226387836039909734440947691922741948945998110648914061569357335861729926035606038904719774458472696085793970648997458802250271565363056167815981332053601742571932804632708802152588967183863749022588957582923049573055621693160200463678033014292069664857994338667054269005780572834581707635086027975346371869012458605446926687993584722921507891466912273030648200537959520526153662597141245156037441271797948239720126893

Factorizations

Primary (ID: 107225) 64000302086626081061777 (proven prime)
(ID: 107226) 2134333519925223615179622822310124668335486194143577199652692535317902798789010320043159219219857823367276671946531030892185142182626196729833635846801802193827547082095703087632845953821154291363522529240256276542483400358090225843721289807322426768546292777817487774382688995383240108290680373377031458260412601603835519629707391569220892666698354403896215762120537927872667015472319663741560788250508194582032831848843360071851258378733550754459524408257165650604589733332654361028304014913877844529945627990142506376790641690104393140394153204398009082488717872292211176889068374934600166815320735269557920913082943022939163998365707700482950924807720357614912745412301229909929068147521138118401817069280242432802693287547750640403694524556649549317448753393539684532548606263930361969708749847249738798145307117699270191969652235576984413240652338159640791796321176912132228104816925978573981581078060663337247151709 (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.