Sum of cyclic permutations of 123...n seen as number written in base n+1: ((n+1)^n-1)*(n+1)/2.

A124797

Sum of cyclic permutations of 123...n seen as number written in base n+1: ((n+1)^n-1)*(n+1)/2.

Terms

    a(0) =1a(1) =12a(2) =126a(3) =1560a(4) =23325a(5) =411768a(6) =8388604a(7) =193710240a(8) =4999999995a(9) =142655835300

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