# Greetings from The On-Line Encyclopedia of Integer Sequences! http://oeis.org/
Search: id:a349978
Showing 1-1 of 1
%I A349978 #12 Dec 09 2021 02:44:14
%S A349978 1,13,17,23,58
%N A349978 Lengths of optimal sparse rulers that are not Wichmann rulers.
%C A349978 58 is the last value in the Optimal Ruler Conjecture of Peter Luschny. The conjecture is known to be true to length 213.
%H A349978 Peter Luschny, Optimal ruler conjecture.
%H A349978 Wikipedia, Sparse ruler.
%e A349978 The sparse rulers of length 23 and 58 are as follows:
%e A349978 III........I...I..I..I.I
%e A349978 II..I.....I.....I.I..I.I
%e A349978 IIII.......................I....I...I...I...I...I...I..I..I
%e A349978 III...I.I........I........I........I........I..I......I..II
%e A349978 III.....I......II.........I.........I.........I..I...I.I..I
%e A349978 II.I..I..........I..I......I.......I.........I...I...I...II
%e A349978 II.I..I..........I......I..I..........I......I...I...I...II
%e A349978 II...I..I...I........I........I........I........I....II.I.I
%Y A349978 Cf. A046693, A289761, A308766, A309407, A326499.
%K A349978 nonn,hard,more
%O A349978 1,2
%A A349978 _Ed Pegg Jr_, Dec 07 2021
# Content is available under The OEIS End-User License Agreement: http://oeis.org/LICENSE