a(1)=1. For n>1, assume a(n-1) has decimal expansion qrstuvwxyz (with at most ten digits, where some of q, r, s, ... may be zero). Then a(n) = sum 99...9 (with z 9's) + 88...8 (with y 8's) + 77...7 (with x 7's) + ... For example, if a(n-1) were 243, we would sum 77 + 8888 + 999 and get 9964.
A235400
a(1)=1. For n>1, assume a(n-1) has decimal expansion qrstuvwxyz (with at most ten digits, where some of q, r, s, ... may be zero). Then a(n) = sum 99...9 (with z 9's) + 88...8 (with y 8's) + 77...7 (with x 7's) + ... For example, if a(n-1) were 243, we would sum 77 + 8888 + 999 and get 9964.
Terms
- a(0) =1a(1) =9a(2) =999999999a(3) =4999999995a(4) =4000099995a(5) =2888988885a(6) =800099995a(7) =2900099996a(8) =3000999996a(9) =3334333329a(10) =1000006195a(11) =889655560a(12) =368199996a(13) =2923444555a(14) =111394795a(15) =1452329335a(16) =666792195a(17) =1449655625a(18) =334781195a(19) =948992565a(20) =1145513395a(21) =889070335a(22) =372323885a(23) =168990195
External references
- oeis: A235400