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%I A375942 #7 Sep 04 2024 14:53:27
%S A375942 1,1,0,0,0,1,0,0,1,72,0,585,1,28,196,257,147231,1162512,1315818,
%T A375942 1686529,92410521,646873647,1725596161,521887572,379507248432,
%U A375942 26487947397,7048574026241,99827367380944,698791604858032,4416742462232257,4724762003911515,108875693423927616
%N A375942 Number of partitions of [n] such that the element sum of each block is one more than a multiple of seven.
%H A375942 Alois P. Heinz, Table of n, a(n) for n = 0..50
%H A375942 Wikipedia, Partition of a set
%e A375942 a(5) = 1: 12345.
%e A375942 a(8) = 1: 12345678.
%e A375942 a(9) = 72: 123457|69|8, 12345|679|8, 12345|69|78, 12379|456|8, ..., 1|258|34679, 17|26|34589, 1|267|34589, 1|26|345789.
%Y A375942 Column k=7 of A375924.
%K A375942 nonn
%O A375942 0,10
%A A375942 _Alois P. Heinz_, Sep 03 2024
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