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Lucas Sequence

Defined with $L_{0} = 2$ , $L_{1} = 1$ , and $L_{n} = L_{n - 1} + L_{n - 2}$ when $n \geq 2$ . Related to the Fibonacci sequence.

Table

Viewing: 4548 – 4548 << prev next >>

Format: small prime × proven prime_<size> × (probable prime)_<size> × [composite]_<size> × {unknown}_<size>

* 4548:

L_{4548}

2 × 7 × 23 × 17861368390623761_<17> × 2130571587930259169_<19> × 28894742483024590187281958752849_<32> × 846920707354650936789277723568031121_<36> × 140844433350986768561603968710031251218903425207_<48> × 61687220844636426254416546713705612128668317607754670231405972786669303347273050599370172311034080621109993162042110299872974766721350716745144267248718254373154637555332304393162398120873454741234203223_<203> × [114795444674927544952742924568853063988008781252023567169013635179875269638816656775755221075767250326798927092526649960318718556986978621917238892220789903698603778356877424518207275805126477235248286464806516722232262785163178888555583409374952095088580978827851388313173696059959113537057948524592711774215525975785112749073600056312414354636672416958492519649815721629946089159995365466877665319068810587802986482869352616030156526550584998011418112544229595878292476768365057603543028861043407030390246228607425344421173514415499948215354920740164332047040764060120855127716947312050210414081_<597>]

Index range: 4548 – 4548 << prev next >>