A332046 - cp's OEIS frontend

A332046 a(n) is the smallest positive integer such that there exist exactly n positive integers less than a(n) whose digital sum in base 10 is equal to the digital sum of a(n).

n	a(n)
1	10
2	20
3	30
4	40
5	50
6	60
7	70
8	80
9	90
10	108
11	117
12	126
13	135
14	144
15	153
16	162
17	171
18	180
19	207
20	216
21	225
22	234
23	243
24	252
25	261
26	270
27	280
28	307
29	316
30	325
31	334
32	343
33	352
34	361
35	370
36	406
37	415
38	424
39	433
40	442
41	451
42	460
43	470
44	506
45	515
46	524
47	533
48	542
49	551
50	560
51	605
52	614
53	623
54	632
55	641
56	650
57	660

[10, 20, 30, 40, 50, 60, 70, 80, 90, 108, 117, 126, 135, 144, 153, 162, 171, 180, 207, 216, 225, 234, 243, 252, 261, 270, 280, 307, 316, 325, 334, 343, 352, 361, 370, 406, 415, 424, 433, 442, 451, 460, 470, 506, 515, 524, 533, 542, 551, 560, 605, 614, 623, 632, 641, 650, 660]

cp's OEIS Frontend

A332046 a(n) is the smallest positive integer such that there exist exactly n positive integers less than a(n) whose digital sum in base 10 is equal to the digital sum of a(n).

Table of values

List of values

n	a(n)
1	10
2	20
3	30
4	40
5	50
6	60
7	70
8	80
9	90
10	108
11	117
12	126
13	135
14	144
15	153
16	162
17	171
18	180
19	207
20	216
21	225
22	234
23	243
24	252
25	261
26	270
27	280
28	307
29	316
30	325
31	334
32	343
33	352
34	361
35	370
36	406
37	415
38	424
39	433
40	442
41	451
42	460
43	470
44	506
45	515
46	524
47	533
48	542
49	551
50	560
51	605
52	614
53	623
54	632
55	641
56	650
57	660

n	a(n)
1	10
2	20
3	30
4	40
5	50
6	60
7	70
8	80
9	90
10	108
11	117
12	126
13	135
14	144
15	153
16	162
17	171
18	180
19	207
20	216
21	225
22	234
23	243
24	252
25	261
26	270
27	280
28	307
29	316
30	325
31	334
32	343
33	352
34	361
35	370
36	406
37	415
38	424
39	433
40	442
41	451
42	460
43	470
44	506
45	515
46	524
47	533
48	542
49	551
50	560
51	605
52	614
53	623
54	632
55	641
56	650
57	660

n	a(n)
1	10
2	20
3	30
4	40
5	50
6	60
7	70
8	80
9	90
10	108
11	117
12	126
13	135
14	144
15	153
16	162
17	171
18	180
19	207
20	216
21	225
22	234
23	243
24	252
25	261
26	270
27	280
28	307
29	316
30	325
31	334
32	343
33	352
34	361
35	370
36	406
37	415
38	424
39	433
40	442
41	451
42	460
43	470
44	506
45	515
46	524
47	533
48	542
49	551
50	560
51	605
52	614
53	623
54	632
55	641
56	650
57	660