a(n)/4^n is the measure of the subset of [0,1] remaining when all intervals of the form [b/2^m - 1/2^(2m+1), b/2^m + 1/2^(2m+1)] have been removed, with b and m positive integers, b<2^m and m<=n.
A105284
a(n)/4^n is the measure of the subset of [0,1] remaining when all intervals of the form [b/2^m - 1/2^(2m+1), b/2^m + 1/2^(2m+1)] have been removed, with b and m positive integers, b<2^m and m<=n.
Terms
- a(0) =1a(1) =3a(2) =10a(3) =37a(4) =142a(5) =558a(6) =2212a(7) =8811a(8) =35170a(9) =140538a(10) =561868a(11) =2246914a(12) =8986540a(13) =35943948a(14) =143771368a(15) =575076661a(16) =2300289022a(17) =9201120918a(18) =36804413332a(19) =147217512790a(20) =588869770084
External references
- oeis: A105284