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%I #12 Oct 06 2023 11:02:10
%S 6,39,48,57,66,75,84,93,166,167,168,169,176,186,196,266,267,268,269,
%T 276,286,296,366,367,368,369,376,386,396,466,467,468,469,476,486,496,
%U 566,567,568,569,576,586,596,606,607,608,609,616,617,618,619,626,627,628,629
%N Numbers whose median of the digits is equal to 6.
%e 39 is a term since the median of the digits 3 and 9 is (3+9)/2 = 6;
%e 166 is a term since the median of the digits 1, 6, and 6 is 6.
%t Select[Range[0,630], Median[IntegerDigits[#]]==6&]
%Y Cf. A292730 (median = 0), A292739 (median = 9), A366207 (median = 1), A366208 (median = 2), A366209 (median = 3), A366210 (median = 4), A366211 (median = 5), A366213 (median = 7), A366214 (median = 8).
%K nonn,base,easy
%O 1,1
%A _Stefano Spezia_, Oct 04 2023