Values of the Ramanujan tau quadruples mod 691 such that four (or more) consecutive Ramanujan tau numbers are congruent mod 691.
(history;
published version)
COMMENTS
tau(n) mod 691 appears to be almost evenly distributed between 0 and 690 - 2 through 690 each occur approximately 1/691 of the time; 0 occurs slightly more than that and 1 occurs slightly less. However, consecutive values that are congruent mod 691 are predominately congruent to 0.
Discussion
Sun Nov 08
22:26
Jud McCranie: Add a note about these numbers. Maybe more details later.
Discussion
Sat Nov 07
11:44
N. J. A. Sloane: Given all the zeros, we can allow a large DATA section
Discussion
Mon Nov 02
11:36
Jud McCranie: Do you mean that the table is too big? What do you mean by "too early" - don't add a table until the sequence is accepted? Also, I forgot to name it with "b".
NAME
Values of the Ramanujan tau quadruples mod 691 such that four (or more) consecutive Ramanujan tau numbers are congruent mod 691.
Discussion
Mon Nov 02
11:12
Jud McCranie: (or more)
Discussion
Mon Nov 02
11:00
Michel Marcus: data is too big; b-file is too early ?
EXAMPLE
Ramajuan tau A000594(1045217422) == A000594(1045217423) == A000594(1045217424) == A000594(1045217425) == 269
so 269 is in the sequence, corresponding to 1045217422 in A337916.
Discussion
Mon Nov 02
10:57
Jud McCranie: Add example