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A082546
Numbers n such that n=
A082534
(x)=
A082534
(y), where x<y.
0
5, 83, 311, 10859
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OFFSET
1,1
COMMENTS
Can someone prove this sequence is complete?
LINKS
Table of n, a(n) for n=1..4.
FORMULA
Let pi = i-th prime, pj = j-th prime, x<y, i<=x, j<=y, n = Largest prime of Sum_{i..x} pi, m= Largest prime of Sum_{j..y} pj. n such that n = m.
EXAMPLE
For n=5; 5= Sum_{i=1..2} pi = Sum_{j=3..3} pj. For n=83; 83= Sum_{i=5..9} pi = Sum_{j=9..11} pj.
CROSSREFS
5 =
A082534
(2) =
A082534
(3), 83 =
A082534
(9) =
A082534
(11).
Sequence in context:
A163011
A368081
A142162
*
A348790
A173876
A368080
Adjacent sequences:
A082543
A082544
A082545
*
A082547
A082548
A082549
KEYWORD
more
,
nonn
AUTHOR
Naohiro Nomoto
, May 02 2003
STATUS
approved
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Last modified May 21 04:19 EDT 2024. Contains 372720 sequences. (Running on oeis4.)