A328343 - cp's OEIS frontend

A328343 Numbers k such that it is possible to find k consecutive squares whose sum is equal to the sum of two consecutive squares.

n	a(n)
1	1
2	2
3	3
4	10
5	17
6	25
7	26
8	34
9	41
10	50
11	51
12	65
13	73
14	82
15	89
16	97
17	106
18	113
19	122
20	123
21	145
22	146
23	169
24	170
25	178
26	185
27	194
28	218
29	219
30	241
31	250
32	257
33	267
34	274
35	281
36	291
37	298
38	305
39	314
40	338
41	339
42	353
43	362
44	370
45	377
46	386
47	394
48	401
49	409
50	410
51	411
52	433
53	449
54	457
55	505
56	530
57	545

[1, 2, 3, 10, 17, 25, 26, 34, 41, 50, 51, 65, 73, 82, 89, 97, 106, 113, 122, 123, 145, 146, 169, 170, 178, 185, 194, 218, 219, 241, 250, 257, 267, 274, 281, 291, 298, 305, 314, 338, 339, 353, 362, 370, 377, 386, 394, 401, 409, 410, 411, 433, 449, 457, 505, 530, 545]

cp's OEIS Frontend

A328343 Numbers k such that it is possible to find k consecutive squares whose sum is equal to the sum of two consecutive squares.

Table of values

List of values

n	a(n)
1	1
2	2
3	3
4	10
5	17
6	25
7	26
8	34
9	41
10	50
11	51
12	65
13	73
14	82
15	89
16	97
17	106
18	113
19	122
20	123
21	145
22	146
23	169
24	170
25	178
26	185
27	194
28	218
29	219
30	241
31	250
32	257
33	267
34	274
35	281
36	291
37	298
38	305
39	314
40	338
41	339
42	353
43	362
44	370
45	377
46	386
47	394
48	401
49	409
50	410
51	411
52	433
53	449
54	457
55	505
56	530
57	545

n	a(n)
1	1
2	2
3	3
4	10
5	17
6	25
7	26
8	34
9	41
10	50
11	51
12	65
13	73
14	82
15	89
16	97
17	106
18	113
19	122
20	123
21	145
22	146
23	169
24	170
25	178
26	185
27	194
28	218
29	219
30	241
31	250
32	257
33	267
34	274
35	281
36	291
37	298
38	305
39	314
40	338
41	339
42	353
43	362
44	370
45	377
46	386
47	394
48	401
49	409
50	410
51	411
52	433
53	449
54	457
55	505
56	530
57	545

n	a(n)
1	1
2	2
3	3
4	10
5	17
6	25
7	26
8	34
9	41
10	50
11	51
12	65
13	73
14	82
15	89
16	97
17	106
18	113
19	122
20	123
21	145
22	146
23	169
24	170
25	178
26	185
27	194
28	218
29	219
30	241
31	250
32	257
33	267
34	274
35	281
36	291
37	298
38	305
39	314
40	338
41	339
42	353
43	362
44	370
45	377
46	386
47	394
48	401
49	409
50	410
51	411
52	433
53	449
54	457
55	505
56	530
57	545