Factor Info

ID 135703
Size 945 digits / 3139 bits
Status composite
Value 796715543011240800737282550898593331164823293358154772368763846122840062540615285415958661638610657099693705250011621018070589622281580334652171870732775447559899776320609721717417196862375563744843724734401823926935108188156735471306776240605127941712981998250061309725941879267994401016897386114775986481224840219759327386424736154489611823062287444770110727609170355658551772260776864023948638935422030514990796742835615123224710733503360311089324256739813470485516178966502826732978833608155965666419082806760307512494832316326481740499616324409379271594769076120851548109209313435832446032706870513302280779229694363692095232743832590946871837041990210323158182931017885014598718044465525352798483550834827656529682273127046848465311430678827806033700061418993201838679343482950588524478013343252906373499343813407068002092674982918177770335222425187085139240119562603755224618526729151215209230009583772490786156867567169189123008349153609

Factorizations

Primary (ID: 134299) 207261370941530694105151 (proven prime)
(ID: 135704) 3844013669271721703654617642179090282758982281409509296870784525684390524260600933408921691159980186762744886969876430065486345664473217347935399943333847471877979253884566313415943759213907024956966398755795123763104600698597891744847612128992575195258594936602767004988995983967904856205404491997337106501805427828401194995535847217111440669729212756499945701629913078746401172572168792797220054421029402024220575778981625706284448014993951287129053051913986244331086031966276502487686471809705083469887801256773602630960790427886980347058753352812665949629966639581584245426785546679738530567907222992105054406010408804354225218669973101082846119610999436502057865990223881435485749584695305074878831161649388706947769204266845364844668707574791282292218801926541566026631139998119169967714782291095639132511666828742870990898526978741278960470307557777185753429630677450473831935072397600924657956097934917821141744759 (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.