A372557 - cp's OEIS frontend

A372557 Numbers k such that the least number of Jacobsthal numbers that add up to k, A372555(k), is less than the number needed with the greedy algorithm, A265745(k).

n	a(n)
1	63
2	84
3	148
4	169
5	191
6	212
7	234
8	255
9	276
10	297
11	319
12	340
13	404
14	425
15	489
16	510
17	532
18	553
19	575
20	596
21	617
22	638
23	660
24	681
25	703
26	724
27	746
28	767
29	788
30	809
31	831
32	852
33	874
34	895
35	917
36	937
37	938
38	959
39	980
40	1002
41	1022
42	1023
43	1044
44	1065
45	1087
46	1108
47	1129
48	1150
49	1172
50	1193
51	1215
52	1236
53	1258
54	1278
55	1279
56	1300
57	1321
58	1343
59	1363
60	1364
61	1428

[63, 84, 148, 169, 191, 212, 234, 255, 276, 297, 319, 340, 404, 425, 489, 510, 532, 553, 575, 596, 617, 638, 660, 681, 703, 724, 746, 767, 788, 809, 831, 852, 874, 895, 917, 937, 938, 959, 980, 1002, 1022, 1023, 1044, 1065, 1087, 1108, 1129, 1150, 1172, 1193, 1215, 1236, 1258, 1278, 1279, 1300, 1321, 1343, 1363, 1364, 1428]

cp's OEIS Frontend

A372557 Numbers k such that the least number of Jacobsthal numbers that add up to k, A372555(k), is less than the number needed with the greedy algorithm, A265745(k).

Table of values

List of values