A305130 - cp's OEIS frontend

A305130 Numbers k with the property that there exists a positive integer M, called multiplier, such that the sum of the digits of k times the multiplier added to the reversal of this product gives k.

n	a(n)
1	10
2	11
3	12
4	18
5	22
6	33
7	44
8	55
9	66
10	77
11	88
12	99
13	101
14	110
15	121
16	132
17	141
18	165
19	181
20	201
21	202
22	221
23	222
24	261
25	262
26	282
27	302
28	303
29	322
30	323
31	342
32	343
33	363
34	403
35	404
36	423
37	424
38	444
39	463
40	483
41	504
42	505
43	525
44	545
45	564
46	584
47	585
48	605
49	606
50	645
51	646
52	666
53	686
54	706

[10, 11, 12, 18, 22, 33, 44, 55, 66, 77, 88, 99, 101, 110, 121, 132, 141, 165, 181, 201, 202, 221, 222, 261, 262, 282, 302, 303, 322, 323, 342, 343, 363, 403, 404, 423, 424, 444, 463, 483, 504, 505, 525, 545, 564, 584, 585, 605, 606, 645, 646, 666, 686, 706]

cp's OEIS Frontend

A305130 Numbers k with the property that there exists a positive integer M, called multiplier, such that the sum of the digits of k times the multiplier added to the reversal of this product gives k.

Table of values

List of values

n	a(n)
1	10
2	11
3	12
4	18
5	22
6	33
7	44
8	55
9	66
10	77
11	88
12	99
13	101
14	110
15	121
16	132
17	141
18	165
19	181
20	201
21	202
22	221
23	222
24	261
25	262
26	282
27	302
28	303
29	322
30	323
31	342
32	343
33	363
34	403
35	404
36	423
37	424
38	444
39	463
40	483
41	504
42	505
43	525
44	545
45	564
46	584
47	585
48	605
49	606
50	645
51	646
52	666
53	686
54	706

n	a(n)
1	10
2	11
3	12
4	18
5	22
6	33
7	44
8	55
9	66
10	77
11	88
12	99
13	101
14	110
15	121
16	132
17	141
18	165
19	181
20	201
21	202
22	221
23	222
24	261
25	262
26	282
27	302
28	303
29	322
30	323
31	342
32	343
33	363
34	403
35	404
36	423
37	424
38	444
39	463
40	483
41	504
42	505
43	525
44	545
45	564
46	584
47	585
48	605
49	606
50	645
51	646
52	666
53	686
54	706

n	a(n)
1	10
2	11
3	12
4	18
5	22
6	33
7	44
8	55
9	66
10	77
11	88
12	99
13	101
14	110
15	121
16	132
17	141
18	165
19	181
20	201
21	202
22	221
23	222
24	261
25	262
26	282
27	302
28	303
29	322
30	323
31	342
32	343
33	363
34	403
35	404
36	423
37	424
38	444
39	463
40	483
41	504
42	505
43	525
44	545
45	564
46	584
47	585
48	605
49	606
50	645
51	646
52	666
53	686
54	706