cp's OEIS Frontend

This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A133640 List of pairs n,4n, where n is the least unused number so far.

Original entry on oeis.org

1, 4, 2, 8, 3, 12, 5, 20, 6, 24, 7, 28, 9, 36, 10, 40, 11, 44, 13, 52, 14, 56, 15, 60, 16, 64, 17, 68, 18, 72, 19, 76, 21, 84, 22, 88, 23, 92, 25, 100, 26, 104, 27, 108, 29, 116, 30, 120, 31, 124, 32, 128, 33, 132, 34, 136, 35, 140, 37, 148, 38, 152, 39, 156
Offset: 1

Views

Author

Jonathan Vos Post, Dec 28 2007

Keywords

Comments

A permutation of the natural numbers. This is to 4 as A036552 is to 2 and as A092401.

Examples

			Equivalently, this is row 4 of the array A[k,n] = n-th value of the sequence: list of pairs n,k*n, where n is the least unused number so far. That array begins:
===========================================================================
n...|.1..2..3..4..5..6..7..8..9..10..11..12..13..14..15..16..17..18..19..20
===========================================================================
k=2.|.1..2..3..6..4..8..5.10..7..14...9..18..11..22..12..24..13..26..15..30
k=3.|.1..3..2..6..4.12..5.15..7..21...8..24...9..27..10..30..11..33..13..39
k=4.|.1..4..2..8..3.12..5.20..6..24...7..28...9..36..10..40..11..44..13..52
k=5.|.1..5..2.10..3.15..4.20..6..30...7..35...8..40...9..45..11..55..12..60
k=6.|.1..6..2.12..3.18..4.24..5..30...7..42...8..48...9..54..10..60..11..66
k=7.|.1..7..2.14..3.21..4.28..5..35...6..42...8..56...9..63..10..70..11..77
k=8.|.1..8..2.16..3.24..4.32..5..40...6..48...7..56...9..72..10..80..11..88
k=9.|.1..9..2.18..3.27..4.36..5..45...6..54...7..63...8..72..10..90..11..99
k=10|.1.10..2.20..3.30..4.40..5..50...6..60...7..70...8..80...9..90..11.110
===========================================================================
		

Crossrefs

Programs

  • Mathematica
    L = {1, 4}; Do[x=First[Complement[Range[Max[L] + 1], L]]; L = Join[L, {x, 4*x}], {38}]; L (* Giovanni Resta, Jun 19 2016 *)

Extensions

Data corrected by Giovanni Resta, Jun 19 2016