Table 4: Symmetric Pseudoprimes Less Than 10^6
Relative to f(x) = x^2 - x - 1
(mod N)
-----------------------------
N b0(N) b1(N) (N,b0(N))
------ ------ ------ ----------
705 423 565 141
2465 783 900 29
(2737) 0 1 N
3745 1498 750 749
4181 0 1 N
5777 1 -1 1
6721 0 1 N
10877 1 -1 1
13201 0 1 N
15251 0 1 N
24465 21903 5125 21
29281 18424 21715 329
34561 0 1 N
35785 28628 14315 7157
51841 0 1 N
54705 32823 43765 10941
64079 0 1 N
64681 0 1 N
67861 0 1 N
68251 0 1 N
75077 1 -1 1
(80189) 1 -1 1
90061 0 1 N
96049 0 1 N
97921 0 1 N
100065 20013 60040 20013
100127 1 -1 1
105281 43351 18580 6193
113573 1 -1 1
118441 0 1 N
146611 0 1 N
161027 1 -1 1
162133 1 -1 1
163081 0 1 N
(179697) 0 1 N
186961 0 1 N
(194833) 0 1 N
197209 0 1 N
209665 41933 125800 41933
219781 0 1 N
228241 190412 75659 181
229445 137668 183555 1
231703 1 -1 1
252601 0 1 N
254321 0 1 N
257761 0 1 N
268801 0 1 N
272611 0 1 N
283361 0 1 N
302101 0 1 N
303101 0 1 N
(327313) 0 1 N
330929 0 1 N
399001 0 1 N
430127 1 -1 1
433621 0 1 N
438751 0 1 N
447145 82178 282790 2417
455961 182655 90652 1353
489601 0 1 N
490841 188786 113270 13
497761 430496 134531 13543
512461 0 1 N
520801 0 1 N
530611 0 1 N
556421 0 1 N
(597793) 0 1 N
(618449) 1 -1 1
635627 1 -1 1
636641 0 1 N
638189 0 1 N
639539 593530 92019 139
655201 0 1 N
(667589) 1 -1 1
687169 30884 625402 7721
(697137) 0 1 N
722261 0 1 N
741751 0 1 N
851927 1 -1 1
852841 0 1 N
853469 0 1 N
(920577) 0 1 N
925681 0 1 N
(930097) 0 1 N
993345 397338 198670 198669
999941 0 1 N