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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: 4788 – 4788 << prev next >>

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

* 4788:

L_{4788}

2 × 7² × 23 × 167 × 503 × 1063 × 1367 × 2129 × 14503 × 62929 × 63841 × 103681 × 250343 × 480167 × 996967 × 65740583 × 307826903 × 1004311729 × 22905724967_<11> × 4322424761927_<13> × 571385160581761_<15> × 1091346396980401_<16> × 2380192747321703_<16> × 65494688793368423_<17> × 9937097834862894689463123626943601_<34> × 50464301883055466112092671023211703_<35> × 10576896268544841049395058123116357988366103_<44> × 509359556421483451770068101495923382461043707085095635591958006289_<66> × 867797426379958043968754111726556203753942095378535126252231561241871697593889_<78> × 225345176392644576472046081031051884269743738118739475646190732639430859830972946129_<84> × [979730289333992244179907673709716121735685767729008243067778877521737752109266370082406253102799744911310411509457684641964403825496468032744452905916773285713589305196660558498405812135004206464173046944069325465365725458008506896115025997533662306191007096555886009401420648313608709565422803142394827113001293528519839605875097064603442503866450843002522028021438217651480670289588113566594373565292631229677576095288013119596825732190925591117094790214309233346052733055219362832586279255373623_<498>]

Index range: 4788 – 4788 << prev next >>