Divide the natural numbers in sets of consecutive numbers starting with {1,2} as the first set. The number of elements of the n-th set is equal to the sum of the n-1 final numbers in the (n-1)st set. The final number of the n-th set gives a(n).

A067353

Divide the natural numbers in sets of consecutive numbers starting with {1,2} as the first set. The number of elements of the n-th set is equal to the sum of the n-1 final numbers in the (n-1)st set. The final number of the n-th set gives a(n).

Terms

    a(0) =2a(1) =4a(2) =11a(3) =41a(4) =199a(5) =1184a(6) =8273a(7) =66163a(8) =595439a(9) =5954354a(10) =65497849a(11) =785974133a(12) =10217663663a(13) =143047291204

External references