Factor Info

ID 156361
Size 943 digits / 3131 bits
Status composite
Value 3202247208647134111524368375935959539655124477796540006706374240898045039902692750817945705819535235102660127901873607711195966169175349676152266571455386165799566162899175985917478022630819502216520031153757197097969521295215569665355533985105802845199141157871120003379175666097464882385979313752702874882580668764570133251794337007057743907690773218588016348840542237185279365217039529178355477867722634581476131104103966248499393660078971352913225086157763899242990342602409987602725015963286230728558286792187182612860720419284263694492914599029569636618031777174408924819423279430533703878995777378564176329755460073397570230473210085074761758681069912178484533232058249203186941541490466014339529773498377852416624516281108779412759999708499365590617191134798643978602737537540983051188453449154071810341441434104811661236700913697719660804546927511860347336093711845530473284163747069282121002252099537887602348862363597398672839917403

Factorizations

Primary (ID: 155323) 96434389858446847859653 (proven prime)
(ID: 156362) 33206485915943646912996798441828367849923458435149063001030227074991799861533957695642758852304979347437223343985093187762562013084437033786721331465442678293861091026735164098816607979629983737732052881296806476566033666190190758911898487035090141909494136989938029020523379706625971590582111310580068796344000634730933796008354953227243635182472504582535929275722237472109371168795924040764674158436013369403186331881028321174697466786821819632067264474659375991805345663726418335560959579871302981694714638152116697743827796053767737312071958812820858678365316957431293966347585159508201639381853544841528553110277015513145188276504442196096235301357358752565416537524448229817157347341267030574915026188922602006595007184603721324681496896328779848135579556852348202172482329407026036804470452814423934080854713848824834553748141769759746471894391371064430387570529289867443846304032824199413291009286440333789806751 (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.