Factor Info

ID 162725
Size 943 digits / 3130 bits
Status composite
Value 1248048364932557537818004706359940132827412616947091718209982314231823217599521938864671718966874631464893097618403696025703549972313076751712917611714753434362599983578748747400946174761892745659288203602762177164245797360855389567268199277356213341566037571179788531482116916873322362650162371807915419587025560605605942999189830077218705278276958273671007761652781790555486883284617886935352609849109872336924972728960034500443546142387590173418781515473410383419996645192375779012580322115251213019726968472959470664220774099196855043108432836796468460181455990928133054911519303675033550831862423930356815135670047095675705102948598115480800564539938885998813479688931177149380611534752560133122669644769319075550294070575314395582418888953480451847266568977635018737871707799453025935433386594440536585011075610010155018787376486654206067007034991875872905072181025562754355332590765518231838382987414926022364655522664383323535177454951

Factorizations

Primary (ID: 161736) 1331856606548375142273617 (proven prime)
(ID: 162726) 937074125544930758785738277234190358513415491247170437480977784789703456240085779452386185019566681714928097122801236828797280552059845639552457837051967715481518939300517273763801015733090003760870932805038891540079138876700940212176089889773282966486156385259288879662098563037128717549174762682431571622642306863234057664901321253043919402276911649689060533398208207598646726185421626625973266178734779196972022703212076496622869850789614707041553659877036333134888813785556108309264609459487373075769376308406361287345831956002670669463666011012384321939028826419372691736839425110402993834599055574793835994785084147491444210849916438667071645817723710190898277139695606918843983537461400935986555705388889695993983083394253374399459699383067180530801697200441944518494197436502653992691448127140160071096047343490385317793758404341713281867882826034141450255721384858831809858945508486516912525834184839198197303 (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.