

A330713


Numbers k such that both k and k+1 are ZeckendorfNiven numbers (A328208) and lazyFibonacciNiven numbers (A328212).


3



1, 7475, 10205, 13740, 40754, 52479, 93044, 95984, 141911, 151487, 196416, 198255, 202824, 202895, 213920, 231552, 335535, 339744, 363320, 366876, 404719, 408680, 434259, 446480, 487710, 495159, 504440, 528408, 585599, 607410, 645560, 646575, 665567, 735020, 736280
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OFFSET

1,2


COMMENTS

Can 3 consecutive numbers be both ZeckendorfNiven numbers and lazyFibonacciNiven numbers? Equivalently, are there numbers that are both in A328210 and A328214?


LINKS

Amiram Eldar, Table of n, a(n) for n = 1..1000


EXAMPLE

7475 is a term since A007895(7475) = 5 and A112310(7475) = 13 and both 5 and 13 are divisors of 7475, and A007895(7476) = 6 and A112310(7476) = 12 and both 6 and 12 are divisors of 7476.


CROSSREFS

Intersection of A328209 and A328213.
Cf. A328208, A328210, A328212, A328214, A330711.
Sequence in context: A178281 A250971 A250239 * A253338 A252960 A258612
Adjacent sequences: A330710 A330711 A330712 * A330714 A330715 A330716


KEYWORD

nonn


AUTHOR

Amiram Eldar, Dec 27 2019


STATUS

approved



