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A352536 Terms in A351026 that are not divisible by any Fermat number > 5. 0

%I #32 Jul 11 2022 08:37:32

%S 291,485,579,582,679,723,965,970,1158,1164,1205,1351,1358,1446,1687,

%T 1923,1930,1940,2019,2316,2328,2410,2619,2702,2716,2892,3205,3365,

%U 3374,3783,3846,3860,3880,3977,4038,4365,4487,4632,4656,4711,4820,5211,5238,5404,5432

%N Terms in A351026 that are not divisible by any Fermat number > 5.

%C Not every term of A129802 that is not divisible by any Fermat number > 5 can be used for the base "5" in Pepin's test (if a tested Fermat number is smaller than the base).

%Y Cf. A129802, A351026.

%K nonn

%O 1,1

%A _Arkadiusz Wesolowski_, Mar 22 2022

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Last modified August 24 16:25 EDT 2024. Contains 375417 sequences. (Running on oeis4.)