A212666 - cp's OEIS frontend

A212666 Numbers such that the greatest prime divisor is less than the product of the other distinct prime divisors.

n	a(n)
1	30
2	60
3	70
4	90
5	105
6	120
7	140
8	150
9	154
10	165
11	180
12	182
13	195
14	210
15	231
16	240
17	270
18	273
19	280
20	286
21	300
22	308
23	315
24	330
25	350
26	357
27	360
28	364
29	374
30	385
31	390
32	399
33	418
34	420
35	429
36	442
37	450
38	455
39	462
40	480
41	490
42	494
43	495
44	510
45	525
46	540
47	546
48	560
49	561
50	570
51	572
52	585
53	595

[30, 60, 70, 90, 105, 120, 140, 150, 154, 165, 180, 182, 195, 210, 231, 240, 270, 273, 280, 286, 300, 308, 315, 330, 350, 357, 360, 364, 374, 385, 390, 399, 418, 420, 429, 442, 450, 455, 462, 480, 490, 494, 495, 510, 525, 540, 546, 560, 561, 570, 572, 585, 595]

cp's OEIS Frontend

A212666 Numbers such that the greatest prime divisor is less than the product of the other distinct prime divisors.

Table of values

List of values

n	a(n)
1	30
2	60
3	70
4	90
5	105
6	120
7	140
8	150
9	154
10	165
11	180
12	182
13	195
14	210
15	231
16	240
17	270
18	273
19	280
20	286
21	300
22	308
23	315
24	330
25	350
26	357
27	360
28	364
29	374
30	385
31	390
32	399
33	418
34	420
35	429
36	442
37	450
38	455
39	462
40	480
41	490
42	494
43	495
44	510
45	525
46	540
47	546
48	560
49	561
50	570
51	572
52	585
53	595

n	a(n)
1	30
2	60
3	70
4	90
5	105
6	120
7	140
8	150
9	154
10	165
11	180
12	182
13	195
14	210
15	231
16	240
17	270
18	273
19	280
20	286
21	300
22	308
23	315
24	330
25	350
26	357
27	360
28	364
29	374
30	385
31	390
32	399
33	418
34	420
35	429
36	442
37	450
38	455
39	462
40	480
41	490
42	494
43	495
44	510
45	525
46	540
47	546
48	560
49	561
50	570
51	572
52	585
53	595

n	a(n)
1	30
2	60
3	70
4	90
5	105
6	120
7	140
8	150
9	154
10	165
11	180
12	182
13	195
14	210
15	231
16	240
17	270
18	273
19	280
20	286
21	300
22	308
23	315
24	330
25	350
26	357
27	360
28	364
29	374
30	385
31	390
32	399
33	418
34	420
35	429
36	442
37	450
38	455
39	462
40	480
41	490
42	494
43	495
44	510
45	525
46	540
47	546
48	560
49	561
50	570
51	572
52	585
53	595