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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: 4994 – 4994 << prev next >>

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

* 4994:

L_{4994}

3 × 43 × 307 × 907 × 6821803 × 4791205378649_<13> × 33816563175289_<14> × 162034091680561_<15> × 51016310064806842883_<20> × 4649206163201940364243_<22> × 18068539036974367922641_<23> × 3375800965214715251532319639509962280812586241_<46> × [5193647713897981379687466250148180495391923609207275945208679001867571117496128532053483294877916774996939258377526129464054428655654059255249446573260884345394549260636628194010139946692239337017654053772091492721386176834809243598866440030444451219681662349189606341711175463781298271560551401248850704536758625963716190164611168634786482214227878562442069151386554951198553845296044966579437803943240901018826089092402859613929260661782183049011644358549790624242649627833328366339347322207881600684052296655312811749187151181416752913387655169032836116449489516247821322946895179968560610677686916220492553624186317471035479151430034047893273141565399889120721291198821953196794313471309237531723222217275825827143555717701177782334768389187934347640185369939793380369575691568570715228382455648158401091250650724402150822584611166516401048175743537602933048737300400724053969_<880>]

Index range: 4994 – 4994 << prev next >>