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Lucas Sequence

Defined with \(L_0=2\), \(L_1=1\), and \(L_n=L_{n-1}+L_{n-2}\) when \(n\geq2\). Related to the Fibonacci sequence.

Table

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

2036: \[L_{2036}\] 7 × 44972080129<11> × 1954336559216647<16> × 4485731952636522668682647<25> × 114277796647514512202260899485756785968927275318996686878332520073511985507800083901310639909559481379369861456372761803854074936093840484271953606301910189560327811166427243306695592805519853743105534104522961489750636977791003360553186347256275358688235101931149841130438556231454475152691795301867702456841222848531743078650169809148711698325131526862127230871010837492241<375>

Index range: 2036 – 2036 << prev next >>