A377015 - cp's OEIS frontend

A377015 Squares visited by a knight moving on a square-spiral numbered board where the knight moves to a square which has been previously visited the fewest number of times. If two or more such squares exist the smallest numbered square is chosen.

n	a(n)
1	1
2	10
3	3
4	6
5	9
6	4
7	7
8	2
9	5
10	8
11	11
12	14
13	29
14	32
15	15
16	12
17	27
18	24
19	45
20	20
21	23
22	44
23	41
24	18
25	35
26	38
27	19
28	16
29	33
30	30
31	53
32	26
33	47
34	22
35	43
36	70
37	21
38	40
39	17
40	34
41	13
42	28
43	25
44	46
45	75
46	42
47	69
48	104
49	37
50	62
51	95
52	58
53	55
54	86
55	51
56	48
57	77
58	114
59	73
60	108
61	151
62	68
63	103
64	64
65	67
66	36
67	39
68	66
69	63
70	96
71	59
72	56
73	87
74	52
75	49
76	78
77	115
78	74
79	71
80	106
81	149
82	102
83	99
84	140
85	61
86	94
87	31
88	54
89	85
90	50

[1, 10, 3, 6, 9, 4, 7, 2, 5, 8, 11, 14, 29, 32, 15, 12, 27, 24, 45, 20, 23, 44, 41, 18, 35, 38, 19, 16, 33, 30, 53, 26, 47, 22, 43, 70, 21, 40, 17, 34, 13, 28, 25, 46, 75, 42, 69, 104, 37, 62, 95, 58, 55, 86, 51, 48, 77, 114, 73, 108, 151, 68, 103, 64, 67, 36, 39, 66, 63, 96, 59, 56, 87, 52, 49, 78, 115, 74, 71, 106, 149, 102, 99, 140, 61, 94, 31, 54, 85, 50]

cp's OEIS Frontend

A377015 Squares visited by a knight moving on a square-spiral numbered board where the knight moves to a square which has been previously visited the fewest number of times. If two or more such squares exist the smallest numbered square is chosen.

Table of values

List of values

n	a(n)
1	1
2	10
3	3
4	6
5	9
6	4
7	7
8	2
9	5
10	8
11	11
12	14
13	29
14	32
15	15
16	12
17	27
18	24
19	45
20	20
21	23
22	44
23	41
24	18
25	35
26	38
27	19
28	16
29	33
30	30
31	53
32	26
33	47
34	22
35	43
36	70
37	21
38	40
39	17
40	34
41	13
42	28
43	25
44	46
45	75
46	42
47	69
48	104
49	37
50	62
51	95
52	58
53	55
54	86
55	51
56	48
57	77
58	114
59	73
60	108
61	151
62	68
63	103
64	64
65	67
66	36
67	39
68	66
69	63
70	96
71	59
72	56
73	87
74	52
75	49
76	78
77	115
78	74
79	71
80	106
81	149
82	102
83	99
84	140
85	61
86	94
87	31
88	54
89	85
90	50

n	a(n)
1	1
2	10
3	3
4	6
5	9
6	4
7	7
8	2
9	5
10	8
11	11
12	14
13	29
14	32
15	15
16	12
17	27
18	24
19	45
20	20
21	23
22	44
23	41
24	18
25	35
26	38
27	19
28	16
29	33
30	30
31	53
32	26
33	47
34	22
35	43
36	70
37	21
38	40
39	17
40	34
41	13
42	28
43	25
44	46
45	75
46	42
47	69
48	104
49	37
50	62
51	95
52	58
53	55
54	86
55	51
56	48
57	77
58	114
59	73
60	108
61	151
62	68
63	103
64	64
65	67
66	36
67	39
68	66
69	63
70	96
71	59
72	56
73	87
74	52
75	49
76	78
77	115
78	74
79	71
80	106
81	149
82	102
83	99
84	140
85	61
86	94
87	31
88	54
89	85
90	50

n	a(n)
1	1
2	10
3	3
4	6
5	9
6	4
7	7
8	2
9	5
10	8
11	11
12	14
13	29
14	32
15	15
16	12
17	27
18	24
19	45
20	20
21	23
22	44
23	41
24	18
25	35
26	38
27	19
28	16
29	33
30	30
31	53
32	26
33	47
34	22
35	43
36	70
37	21
38	40
39	17
40	34
41	13
42	28
43	25
44	46
45	75
46	42
47	69
48	104
49	37
50	62
51	95
52	58
53	55
54	86
55	51
56	48
57	77
58	114
59	73
60	108
61	151
62	68
63	103
64	64
65	67
66	36
67	39
68	66
69	63
70	96
71	59
72	56
73	87
74	52
75	49
76	78
77	115
78	74
79	71
80	106
81	149
82	102
83	99
84	140
85	61
86	94
87	31
88	54
89	85
90	50