A136477 - cp's OEIS frontend

A136477 Numbers x such that for some y < sqrt(2x), x^2 + x + y^2 is an odd primitive abundant number, A136476(n).

n	a(n)
1	97
2	112
3	122
4	135
5	144
6	179
7	202
8	207
9	214
10	217
11	227
12	354
13	359
14	477
15	507
16	569
17	612
18	632
19	639
20	732
21	832
22	2124
23	2359
24	2362
25	2440
26	2466
27	2517
28	2970
29	3097
30	3247
31	3342
32	3367
33	3374
34	3419
35	3425
36	3518
37	3545
38	3562
39	3644
40	3672
41	3699
42	3789
43	3879
44	3969
45	3985
46	4050

[97, 112, 122, 135, 144, 179, 202, 207, 214, 217, 227, 354, 359, 477, 507, 569, 612, 632, 639, 732, 832, 2124, 2359, 2362, 2440, 2466, 2517, 2970, 3097, 3247, 3342, 3367, 3374, 3419, 3425, 3518, 3545, 3562, 3644, 3672, 3699, 3789, 3879, 3969, 3985, 4050]

cp's OEIS Frontend

A136477 Numbers x such that for some y < sqrt(2x), x^2 + x + y^2 is an odd primitive abundant number, A136476(n).

Table of values

List of values