A084597 - cp's OEIS frontend

A084597 Largest k such that there are exactly n primes between k^2 and (k+1)^2.

n	a(n)
2	5
3	9
4	14
5	17
6	23
7	26
8	30
9	42
10	49
11	55
12	56
13	80
14	77
15	72
16	85
17	84
18	89
19	119
20	102
21	118
22	137
23	136
24	143
25	140
26	149
27	156
28	174
29	178
30	188
31	184
32	194
33	200
34	195
35	207
36	219
37	198
38	228
39	247
40	261
41	263
42	245
43	249
44	279
45	297
46	289
47	327
48	306
49	310
50	325
51	335
52	321
53	290
54	356
55	344
56	425
57	365

[5, 9, 14, 17, 23, 26, 30, 42, 49, 55, 56, 80, 77, 72, 85, 84, 89, 119, 102, 118, 137, 136, 143, 140, 149, 156, 174, 178, 188, 184, 194, 200, 195, 207, 219, 198, 228, 247, 261, 263, 245, 249, 279, 297, 289, 327, 306, 310, 325, 335, 321, 290, 356, 344, 425, 365]

cp's OEIS Frontend

A084597 Largest k such that there are exactly n primes between k^2 and (k+1)^2.

Table of values

List of values

n	a(n)
2	5
3	9
4	14
5	17
6	23
7	26
8	30
9	42
10	49
11	55
12	56
13	80
14	77
15	72
16	85
17	84
18	89
19	119
20	102
21	118
22	137
23	136
24	143
25	140
26	149
27	156
28	174
29	178
30	188
31	184
32	194
33	200
34	195
35	207
36	219
37	198
38	228
39	247
40	261
41	263
42	245
43	249
44	279
45	297
46	289
47	327
48	306
49	310
50	325
51	335
52	321
53	290
54	356
55	344
56	425
57	365

n	a(n)
2	5
3	9
4	14
5	17
6	23
7	26
8	30
9	42
10	49
11	55
12	56
13	80
14	77
15	72
16	85
17	84
18	89
19	119
20	102
21	118
22	137
23	136
24	143
25	140
26	149
27	156
28	174
29	178
30	188
31	184
32	194
33	200
34	195
35	207
36	219
37	198
38	228
39	247
40	261
41	263
42	245
43	249
44	279
45	297
46	289
47	327
48	306
49	310
50	325
51	335
52	321
53	290
54	356
55	344
56	425
57	365

n	a(n)
2	5
3	9
4	14
5	17
6	23
7	26
8	30
9	42
10	49
11	55
12	56
13	80
14	77
15	72
16	85
17	84
18	89
19	119
20	102
21	118
22	137
23	136
24	143
25	140
26	149
27	156
28	174
29	178
30	188
31	184
32	194
33	200
34	195
35	207
36	219
37	198
38	228
39	247
40	261
41	263
42	245
43	249
44	279
45	297
46	289
47	327
48	306
49	310
50	325
51	335
52	321
53	290
54	356
55	344
56	425
57	365