A179142 - cp's OEIS frontend

A179142 Numbers n for which the order of the Tate-Shafarevich group Ш (Sha) of the elliptic curve y^2=x^3-n is 4.

n	a(n)
1	105
2	113
3	122
4	141
5	142
6	149
7	185
8	198
9	253
10	322
11	346
12	357
13	365
14	414
15	421
16	437
17	449
18	458
19	465
20	502
21	506
22	510
23	514
24	518
25	528
26	530
27	561
28	574
29	582
30	601
31	644
32	645
33	653
34	654
35	662
36	681
37	689
38	701
39	708
40	709
41	734
42	738
43	745
44	754
45	761
46	773
47	777
48	806
49	834
50	842
51	857

[105, 113, 122, 141, 142, 149, 185, 198, 253, 322, 346, 357, 365, 414, 421, 437, 449, 458, 465, 502, 506, 510, 514, 518, 528, 530, 561, 574, 582, 601, 644, 645, 653, 654, 662, 681, 689, 701, 708, 709, 734, 738, 745, 754, 761, 773, 777, 806, 834, 842, 857]

cp's OEIS Frontend

A179142 Numbers n for which the order of the Tate-Shafarevich group Ш (Sha) of the elliptic curve y^2=x^3-n is 4.

Table of values

List of values

n	a(n)
1	105
2	113
3	122
4	141
5	142
6	149
7	185
8	198
9	253
10	322
11	346
12	357
13	365
14	414
15	421
16	437
17	449
18	458
19	465
20	502
21	506
22	510
23	514
24	518
25	528
26	530
27	561
28	574
29	582
30	601
31	644
32	645
33	653
34	654
35	662
36	681
37	689
38	701
39	708
40	709
41	734
42	738
43	745
44	754
45	761
46	773
47	777
48	806
49	834
50	842
51	857

n	a(n)
1	105
2	113
3	122
4	141
5	142
6	149
7	185
8	198
9	253
10	322
11	346
12	357
13	365
14	414
15	421
16	437
17	449
18	458
19	465
20	502
21	506
22	510
23	514
24	518
25	528
26	530
27	561
28	574
29	582
30	601
31	644
32	645
33	653
34	654
35	662
36	681
37	689
38	701
39	708
40	709
41	734
42	738
43	745
44	754
45	761
46	773
47	777
48	806
49	834
50	842
51	857

n	a(n)
1	105
2	113
3	122
4	141
5	142
6	149
7	185
8	198
9	253
10	322
11	346
12	357
13	365
14	414
15	421
16	437
17	449
18	458
19	465
20	502
21	506
22	510
23	514
24	518
25	528
26	530
27	561
28	574
29	582
30	601
31	644
32	645
33	653
34	654
35	662
36	681
37	689
38	701
39	708
40	709
41	734
42	738
43	745
44	754
45	761
46	773
47	777
48	806
49	834
50	842
51	857