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%I #10 Jun 17 2022 14:52:15
%S 3,6,8,11,13,16,23,26,31,36,41,43,46,51,53,56,61,71,73,81,83,86,91,96,
%T 101,103,106,113,116,121,128,131,141,146,151,163,166,171,173,176,181,
%U 191,193,196,206,211,223,226,233,241,243,251,256,263,271,276,281,283,293,301,311,313,321,326,331,343,346,353,356,361
%N Row 5 of A354940: Numbers k for which A345992(k) = 5, divided by 5.
%C Apparently, all terms are either of the form 5k+1 (in A016861), or of the form 5k+3 (in A016885).
%t q[n_] := Module[{m = 1}, While[!Divisible[m*(m + 1), 5*n], m++]; GCD[5*n, m] == 5]; Select[Range[360], q] (* _Amiram Eldar_, Jun 17 2022 *)
%o (PARI) A354935(n) = A354940sq(5,n);
%Y Row 5 of A354940.
%Y Cf. A016861, A016885, A344005, A345992.
%K nonn
%O 1,1
%A _Antti Karttunen_, Jun 15 2022