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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: 4665 – 4665 << prev next >>

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

* 4665:

L_{4665}

2² × 11 × 31 × 6221 × 18661 × 34211 × 2071261 × 5152081981_<10> × 1304894598649_<13> × 17786504957971_<14> × 262142291648521_<15> × 184082076583628101_<18> × 20618024350419523596391_<23> × 27195050179550902627077251_<26> × 3561550173482878281903491834297599963291_<40> × 424952434548467049291956970020492102592241231_<45> × 2890615644252691924572487628689034423952562309093965400390309_<61> × 19372490395369054275506329299970521013729389764052371899395882403852334739520571_<80> × 90871932198592261482290933783310984820957586714228911460692956628877262667819083592486909097239_<95> × 359602225635038843958108221787963183308031047674404610184431991827226233521460904355714350006647263116411_<105> × 16194855157747466650484097669159832391524141813443993905178849629055484459309692983381350687417052795962809893955690751903491537049465759984267146773449055558560379568214861_<173> × [519532793738161650138679464861318550124160179684865730995982641270087697097130736604302612044856542275293833032600277441419767265080284356740980268937989634524467281655484248149599707770024925296566800876690745026141681064663579643366927908381_<243>]

Index range: 4665 – 4665 << prev next >>