A282226 - cp's OEIS frontend

A282226 Least nonnegative integer m which can be written in exactly n ways as x^2 + y^2 + z^2 + w^2 with both x and x + 24*y squares, where x,y,z,w are nonnegative integers with z <= w.

n	a(n)
1	0
2	1
3	2
4	10
5	18
6	34
7	41
8	52
9	66
10	100
11	90
12	130
13	261
14	306
15	226
16	370
17	426
18	405
19	612
20	585
21	661
22	626
23	770
24	666
25	756
26	706
27	810
28	981
29	882
30	1026
31	1266
32	1170
33	1330
34	1530
35	1476
36	1426
37	1881
38	1701
39	2650
40	2410
41	2506
42	1666
43	1386
44	2226
45	3861
46	2626
47	3366
48	3006
49	2106
50	2610
51	3346
52	3186
53	3226
54	4410
55	3786
56	3850
57	2826
58	3762
59	4026
60	4500

[0, 1, 2, 10, 18, 34, 41, 52, 66, 100, 90, 130, 261, 306, 226, 370, 426, 405, 612, 585, 661, 626, 770, 666, 756, 706, 810, 981, 882, 1026, 1266, 1170, 1330, 1530, 1476, 1426, 1881, 1701, 2650, 2410, 2506, 1666, 1386, 2226, 3861, 2626, 3366, 3006, 2106, 2610, 3346, 3186, 3226, 4410, 3786, 3850, 2826, 3762, 4026, 4500]

cp's OEIS Frontend

A282226 Least nonnegative integer m which can be written in exactly n ways as x^2 + y^2 + z^2 + w^2 with both x and x + 24*y squares, where x,y,z,w are nonnegative integers with z <= w.

Table of values

List of values